<?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>SZR_GK_UNIMOT_2024.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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')format("woff");}.ff5{font-family:ff5;line-height:1.364258;font-style:normal;font-weight:normal;visibility:visible;}
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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x4 h5 y5 ff3 fs2 fc1 sc0 ls0 ws0">1 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y7 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div></div><div class="c x5 y8 w4 h6"><div class="t m0 x6 h7 y9 ff4 fs3 fc2 sc0 ls0 ws0">KWIECIEŃ 2025<span class="ff5"> </span></div></div><div class="c x5 ya w5 h8"><div class="t m0 x6 h9 yb ff6 fs4 fc3 sc0 ls0 ws0">Sprawozdanie </div><div class="t m0 x6 ha yc ff7 fs4 fc3 sc0 ls0 ws0">Zrównoważonego </div><div class="t m0 x6 h9 yd ff6 fs4 fc3 sc0 ls0 ws0">Rozwoju Grupy </div><div class="t m0 x6 ha ye ff7 fs4 fc3 sc0 ls0 ws0">Kapitałowej </div><div class="t m0 x6 h9 yf ff6 fs4 fc3 sc0 ls0 ws0">UNIMOT za 2<span class="_ _1"></span>024 </div><div class="t m0 x6 h9 y10 ff6 fs4 fc3 sc0 ls0 ws0">rok  </div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x4 h5 y5 ff3 fs2 fc1 sc0 ls0 ws0">2 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y7 ff2 fs0 fc1 sc0 ls0 ws0">LIST <span class="ff1">PREZESA ZARZĄDU</span> </div><div class="t m0 x1 h2 y14 ff1 fs0 fc1 sc0 ls0 ws0">Szanowni Państwo,<span class="ff2"> </span></div><div class="t m0 x1 h2 y15 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y16 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważony rozwój <span class="_ _0"></span>stanowi fundament <span class="_ _0"></span>naszej kultury organizacyjnej <span class="_ _0"></span>i integralny <span class="_ _0"></span>element procesów operacyjnych<span class="_ _0"></span> </div><div class="t m0 x1 h2 y17 ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _0"></span>UNIMOT. Daliśmy <span class="_ _0"></span>temu wyraz <span class="_ _0"></span>włączając zobowiązania i <span class="_ _0"></span>cele z <span class="_ _0"></span>zakresu ESG d<span class="_ _0"></span>o przyjętej w <span class="_ _0"></span>kwietniu 2024 <span class="_ _0"></span>roku </div><div class="t m0 x1 h2 y18 ff2 fs0 fc1 sc0 ls0 ws0">Strategii <span class="_ _4"></span>na <span class="_ _4"></span>lata <span class="_ _5"> </span>2024-2028. <span class="_ _5"> </span>Stand<span class="ff1">ardy <span class="_ _4"></span>ESG <span class="_ _4"></span>stały<span class="_ _1"></span> <span class="_ _4"></span>się <span class="_ _4"> </span>tym <span class="_ _5"> </span>samym <span class="_ _4"></span>syste<span class="_ _1"></span>mowym <span class="_ _4"></span>elementem <span class="_ _4"></span>naszych <span class="_ _4"> </span>c<span class="_ _1"></span>odziennych<span class="_ _0"></span> </span></div><div class="t m0 x1 h2 y19 ff1 fs0 fc1 sc0 ls0 ws0">działań. <span class="ff2"> </span></div><div class="t m0 x1 h2 y1a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1b ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>minionym <span class="_ _1"></span>roku<span class="_ _1"></span> <span class="_ _1"></span>konsekwe<span class="_ _1"></span>ntnie <span class="_ _1"></span>realizowaliśmy <span class="_ _1"></span>założenia <span class="_ _1"></span>S<span class="_ _1"></span>trategii <span class="_ _1"></span>Grupy <span class="_ _1"></span>na<span class="_ _1"></span> <span class="_ _1"></span>lata <span class="_ _1"></span>2024<span class="_ _6"></span>–<span class="ff2">2028 <span class="_ _1"></span>i <span class="_ _6"></span>tym <span class="_ _1"></span>s<span class="_ _1"></span>amym <span class="_ _1"></span>mocno </span></div><div class="t m0 x1 h2 y1c ff1 fs0 fc1 sc0 ls0 ws0">koncentrowaliśmy <span class="_ _7"></span>się <span class="_ _7"></span>na <span class="_ _7"></span>działaniach <span class="_ _7"></span>w <span class="_ _8"></span>obszarze <span class="_ _7"></span>zrównoważonego <span class="_ _7"></span>rozwo<span class="_ _1"></span>ju. <span class="_ _7"></span>Po <span class="_ _7"></span>raz <span class="_ _7"></span>pierwszy <span class="_ _7"></span>o<span class="_ _1"></span>bliczyliśmy <span class="_ _7"></span>emisje <span class="_ _7"></span>gazów </div><div class="t m0 x1 h2 y1d ff2 fs0 fc1 sc0 ls0 ws0">cieplarnianych we <span class="_ _1"></span>wszystkich <span class="_ _1"></span>trzech <span class="_ _1"></span><span class="ff1">zakresach, co <span class="_ _1"></span>stanowi podstawę <span class="_ _1"></span>wyznaczenia celów <span class="_ _1"></span>redukcyjnych i planowania </span></div><div class="t m0 x1 h2 y1e ff1 fs0 fc1 sc0 ls0 ws0">działań <span class="_ _4"></span>dekarbonizacyjnych <span class="_ _5"> </span>G<span class="_ _1"></span>rupy. <span class="_ _4"></span>Równo<span class="_ _1"></span>legle <span class="_ _4"></span>przeprowadziliśmy <span class="_ _5"> </span>pierwszą <span class="_ _5"> </span>analizę <span class="_ _5"> </span>zgodnośc<span class="_ _1"></span>i <span class="_ _4"></span>naszych <span class="_ _5"> </span>operacji <span class="_ _5"> </span>z </div><div class="t m0 x1 h2 y1f ff1 fs0 fc1 sc0 ls0 ws0">Taksonomią UE. <span class="_ _1"></span>Tym samym <span class="_ _1"></span>oceniliś<span class="_ _1"></span>my stopień, w <span class="_ _1"></span>jakim dane <span class="_ _1"></span>projekty wpisu<span class="_ _1"></span>ją <span class="_ _1"></span>się <span class="_ _1"></span>w unijne <span class="_ _1"></span>cele zrównoważonego </div><div class="t m0 x1 h2 y20 ff1 fs0 fc1 sc0 ls0 ws0">rozwoju i zidentyfikowaliśmy obszary wymagające pop<span class="_ _0"></span>rawy. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y21 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y22 ff1 fs0 fc1 sc0 ls0 ws0">Dużo <span class="_ _7"></span>uwagi <span class="_ _7"></span>poświęciliśmy <span class="_ _7"></span>s<span class="_ _1"></span>formaliz<span class="_ _0"></span>owaniu <span class="_ _7"></span>systemu <span class="_ _7"></span>zar<span class="_ _1"></span>ządzania <span class="_ _7"></span>zrównoważonym <span class="_ _7"></span>rozwojem. <span class="_ _7"></span>Analizując <span class="_ _7"></span>wpływ <span class="_ _8"></span>kwestii </div><div class="t m0 x1 h2 y23 ff1 fs0 fc1 sc0 ls0 ws0">społecznych, <span class="_ _6"></span>środowiskowych <span class="_ _6"></span>i <span class="_ _6"></span>zarządczych <span class="_ _1"></span>na<span class="_ _1"></span> <span class="_ _1"></span>nas<span class="_ _1"></span>ze <span class="_ _1"></span>operac<span class="_ _1"></span>je <span class="_ _1"></span>i <span class="_ _6"></span>relacje<span class="_ _1"></span> <span class="_ _6"></span>biznesowe <span class="_ _6"></span>wdrożyliśmy <span class="_ _1"></span>no<span class="_ _1"></span>we <span class="_ _6"></span>mechanizmy </div><div class="t m0 x1 h2 y24 ff1 fs0 fc1 sc0 ls0 ws0">zarządzania <span class="_ _4"></span>ESG. <span class="_ _4"></span>W <span class="_ _4"> </span>m<span class="_ _1"></span>inionym <span class="_ _4"></span>roku <span class="_ _4"></span>dosto<span class="_ _1"></span>sowaliśmy <span class="_ _4"></span>także <span class="_ _5"> </span>obowiązujące <span class="_ _4"></span>w <span class="_ _4"> </span>Grupie <span class="_ _5"> </span>polityki <span class="_ _5"> </span>do <span class="_ _4"></span>nowych <span class="_ _4"> </span>w<span class="_ _1"></span>ymogów </div><div class="t m0 x1 h2 y25 ff1 fs0 fc1 sc0 ls0 ws0">regulacyjnych zapewniając ich zgodność z najnowszymi standard<span class="_ _0"></span>ami i najlepszymi praktykami rynkowymi.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y26 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y27 ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _9"> </span>przestrzeni <span class="_ _9"> </span>ostatnich <span class="_ _9"> </span>miesięcy <span class="_ _9"> </span>podjęliśmy <span class="_ _9"> </span>konkretne <span class="_ _9"> </span>kroki <span class="_ _9"> </span>w <span class="_ _9"> </span>zak<span class="_ _0"></span>resie <span class="_ _9"> </span>transformacji <span class="_ _9"> </span>energetycznej <span class="_ _9"> </span>naszego </div><div class="t m0 x1 h2 y28 ff1 fs0 fc1 sc0 ls0 ws0">łańcucha <span class="_ _1"></span>wartości, <span class="_ _1"></span>dążąc <span class="_ _1"></span>do <span class="_ _1"></span>zwiększenia <span class="_ _1"></span>udziału <span class="_ _1"></span>odnawialnych <span class="_ _1"></span>źródeł <span class="_ _1"></span>energii, <span class="_ _1"></span>biopaliw o<span class="_ _1"></span>raz <span class="_ _1"></span>paliw nis<span class="_ _1"></span>koemisyjnych. </div><div class="t m0 x1 h2 y29 ff1 fs0 fc1 sc0 ls0 ws0">Podpisaliśmy <span class="_ _8"></span>umowy <span class="_ _8"></span>n<span class="_ _1"></span>a <span class="_ _8"></span>realizac<span class="_ _1"></span>ję <span class="_ _8"></span>ins<span class="_ _1"></span>talacji <span class="_ _7"></span>fo<span class="_ _1"></span>towoltaicznych <span class="_ _8"></span>o łącznej <span class="_ _8"></span>mocy <span class="_ _8"></span>10<span class="_ _1"></span> <span class="_ _8"></span>MW –<span class="ff2"> <span class="_ _8"></span><span class="ff1">to trzykrotny <span class="_ _8"></span>wzrost <span class="_ _8"></span>względem<span class="_ _1"></span> </span></span></div><div class="t m0 x1 h2 y2a ff1 fs0 fc1 sc0 ls0 ws0">roku 2023. <span class="_ _8"></span>Do<span class="_ _1"></span> 2028 <span class="_ _8"></span>roku planujemy osiągną<span class="_ _0"></span>ć poziom <span class="_ _8"></span>150 MW rocznie w reali<span class="_ _0"></span>zacji nowych <span class="_ _8"></span>projektów. <span class="_ _1"></span><span class="ff2">Kontynuujemy<span class="_ _0"></span> </span></div><div class="t m0 x1 h2 y2b ff1 fs0 fc1 sc0 ls0 ws0">także prace nad przyłączeniem do sieci gazowej, co stanowi istotny <span class="ff2">krok w kierunku produkcji odnawialnego gazu. </span></div><div class="t m0 x1 h2 y2c ff1 fs0 fc1 sc0 ls0 ws0">Konsekwentnie <span class="_ _1"></span>dążymy <span class="_ _1"></span>do <span class="_ _6"></span>dywersyfikacji <span class="_ _1"></span>oferty <span class="_ _6"></span>paliwowej, <span class="_ _1"></span>aby <span class="_ _1"></span>w<span class="_ _1"></span>spierać <span class="_ _1"></span>klientów <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>ich <span class="_ _1"></span>strategiach <span class="_ _1"></span>redukcji <span class="_ _1"></span>e<span class="_ _1"></span>misji </div><div class="t m0 x1 h2 y2d ff1 fs0 fc1 sc0 ls0 ws0">CO₂. <span class="_ _1"></span>Wprowadziliśmy <span class="_ _1"></span>do <span class="_ _6"></span>sprzedaży <span class="_ _6"></span>w <span class="_ _1"></span>pełni <span class="_ _6"></span>zrównoważone <span class="_ _6"></span>paliwo <span class="_ _1"></span>syntetyczne <span class="_ _6"></span>HVO100, <span class="_ _1"></span>produkowane <span class="_ _6"></span>z <span class="_ _1"></span>surowc<span class="_ _1"></span>ów </div><div class="t m0 x1 h2 y2e ff1 fs0 fc1 sc0 ls0 ws0">odpadowych <span class="_ _7"></span>oraz, <span class="_ _7"></span>we <span class="_ _8"></span>współpracy <span class="_ _7"></span>z <span class="_ _7"></span>ze<span class="_ _1"></span>wnętrznym <span class="_ _7"></span>partnere<span class="_ _1"></span>m, <span class="_ _7"></span>zabezpieczyliśmy <span class="_ _7"></span>na <span class="_ _7"></span>2025 <span class="_ _8"></span>rok <span class="_ _7"></span>dos<span class="_ _1"></span>tawy <span class="_ _7"></span>paliwa <span class="_ _7"></span>lotniczego </div><div class="t m0 x1 h2 y2f ff1 fs0 fc1 sc0 ls0 ws0">o obniżonej emisyjności. Powyższe produkty istotnie wspierają d<span class="_ _0"></span>ekarbonizację transportu. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y30 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y31 ff1 fs0 fc1 sc0 ls0 ws0">Nasza <span class="_ _1"></span>transformacja <span class="_ _1"></span>ene<span class="_ _1"></span>rgetyczna <span class="_ _1"></span>to <span class="_ _1"></span>nie <span class="_ _1"></span>tylko <span class="_ _6"></span>adaptacja <span class="_ _1"></span>do <span class="_ _1"></span>wymogów <span class="_ _6"></span>regulacyjnych, <span class="_ _1"></span>ale <span class="_ _1"></span>przede <span class="_ _1"></span>wszystkim <span class="_ _1"></span>re<span class="_ _1"></span>alna </div><div class="t m0 x1 h2 y32 ff1 fs0 fc1 sc0 ls0 ws0">odpowiedź <span class="_ _4"></span>na <span class="_ _5"> </span>potrzeby <span class="_ _5"> </span>rynku<span class="_ _1"></span> <span class="_ _4"></span>i <span class="_ _5"> </span>zmieniające <span class="_ _5"> </span>się <span class="_ _5"> </span>oc<span class="_ _1"></span>zekiwania <span class="_ _4"></span>klientów. <span class="_ _5"> </span>Rozwijając <span class="_ _5"> </span>segment <span class="_ _5"> </span>OZE, <span class="_ _5"> </span>biopaliw <span class="_ _5"> </span>i <span class="_ _5"> </span>paliw </div><div class="t m0 x1 h2 y33 ff2 fs0 fc1 sc0 ls0 ws0">niskoemisyjnych, <span class="_ _a"></span>pomagamy <span class="_ _a"></span>naszym <span class="_ _a"></span>part<span class="ff1">nerom <span class="_ _a"></span>zmniejszać <span class="_ _a"></span>wpływ <span class="_ _a"></span>ich <span class="_ _a"></span>d<span class="_ _1"></span>ziałalności <span class="_ _a"></span>na <span class="_ _a"></span>środowisko, <span class="_ _a"></span>a <span class="_ _a"></span>jednocześ<span class="_ _1"></span>nie </span></div><div class="t m0 x1 h2 y34 ff1 fs0 fc1 sc0 ls0 ws0">wzmacniamy konkurencyjność Grupy UNIMOT w dynamicznie zmieniają<span class="_ _0"></span>cym się sektorze energetycznym.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y35 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y36 ff1 fs0 fc1 sc0 ls0 ws0">Rok <span class="_ _a"></span>2024 <span class="_ _4"></span>był <span class="_ _a"></span>t<span class="_ _1"></span>akże <span class="_ _a"></span>okres<span class="_ _1"></span>em <span class="_ _a"></span>intensywnych <span class="_ _4"></span>działań <span class="_ _a"></span>na <span class="_ _4"></span>rzecz <span class="_ _4"></span>pracowników <span class="_ _4"></span>Grupy. <span class="_ _a"></span>Zdefini<span class="_ _1"></span>owaliśmy <span class="_ _a"></span>nasze <span class="_ _a"></span>wartoś<span class="_ _1"></span>ci </div><div class="t m0 x1 h2 y37 ff1 fs0 fc1 sc0 ls0 ws0">korporacyjne, <span class="_ _b"> </span>wdrożyliśmy <span class="_ _b"> </span>szere<span class="_ _1"></span>g <span class="_ _5"> </span>dokumentów<span class="_ _1"></span>, <span class="_ _b"> </span>które <span class="_ _b"> </span>wspierają <span class="_ _5"> </span>tworzenie<span class="_ _1"></span> <span class="_ _b"> </span>otwartego, <span class="_ _b"> </span>inkluzywnego <span class="_ _b"> </span>środowiska </div><div class="t m0 x1 h2 y38 ff1 fs0 fc1 sc0 ls0 ws0">pracy. <span class="_ _b"> </span>Szczególną<span class="_ _1"></span> <span class="_ _b"> </span>uwagę <span class="_ _9"> </span>poświęciliśmy <span class="_ _b"> </span>kobie<span class="_ _1"></span>tom, <span class="_ _c"> </span>które <span class="_ _c"> </span>stanowią <span class="_ _b"> </span>niemal <span class="_ _c"> </span>30% <span class="_ _c"> </span>naszego <span class="_ _c"> </span>zespołu. <span class="_ _c"> </span>W <span class="_ _c"> </span>kontekście </div><div class="t m0 x1 h2 y39 ff1 fs0 fc1 sc0 ls0 ws0">wyzwań, <span class="_ _9"> </span>jakie <span class="_ _9"> </span>niesie  za<span class="_ _8"></span>trudn<span class="_ _1"></span>ienie <span class="_ _9"> </span>w  bra<span class="_ _0"></span>nży <span class="_ _9"> </span>energetycznej,  p<span class="_ _0"></span>odejmujemy <span class="_ _9"> </span>działania <span class="_ _9"> </span>mające<span class="_ _1"></span> <span class="_ _9"> </span>na <span class="_ _9"> </span>celu <span class="_ _9"> </span>tworzenie </div><div class="t m0 x1 h2 y3a ff1 fs0 fc1 sc0 ls0 ws0">środowiska sprzyjającego ich rozwojowi.<span class="ff2"> </span></div><div class="t m0 x1 h2 y3b ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y3c ff1 fs0 fc1 sc0 ls0 ws0">Ważnym <span class="_ _4"></span>elementem <span class="_ _5"> </span>naszej <span class="_ _4"></span>Strategii <span class="_ _4"></span>pozostaje <span class="_ _4"> </span>s<span class="_ _1"></span>połeczna <span class="_ _4"></span>odpowiedzialność <span class="_ _4"></span>biznesu. <span class="_ _4"> </span>Aktywnie <span class="_ _5"> </span>angażujemy <span class="_ _a"></span>s<span class="_ _1"></span>ię <span class="_ _4"></span>w </div><div class="t m0 x1 h2 y3d ff1 fs0 fc1 sc0 ls0 ws0">działania wspierające <span class="_ _1"></span>lokalne s<span class="_ _1"></span>połeczności <span class="_ _1"></span>i konsekwentnie <span class="_ _1"></span>realizujemy politykę do<span class="_ _1"></span>brego sąsiada, <span class="_ _1"></span>dbając o <span class="_ _1"></span>równość </div><div class="t m0 x1 h2 y3e ff1 fs0 fc1 sc0 ls0 ws0">dostępu <span class="_ _a"></span>do <span class="_ _a"></span>naszych <span class="_ _a"></span>usług. <span class="_ _a"></span>W<span class="_ _1"></span> <span class="_ _a"></span>minionym<span class="_ _1"></span><span class="ff2"> <span class="_ _a"></span></span>roku <span class="_ _a"></span>podjęliśmy <span class="_ _a"></span>konkre<span class="_ _1"></span>tne <span class="_ _a"></span>inicjatywy <span class="_ _a"></span>zwiększające <span class="_ _a"></span>dostępnoś<span class="_ _1"></span>ć <span class="_ _a"></span>własnych </div><div class="t m0 x1 h2 y3f ff1 fs0 fc1 sc0 ls0 ws0">stacji <span class="_ _7"></span>paliw <span class="_ _8"></span>AVIA <span class="_ _8"></span>dla <span class="_ _8"></span>osób <span class="_ _8"></span>z <span class="_ _7"></span>nie<span class="_ _1"></span>pełnosprawnościami <span class="_ _7"></span>oraz <span class="_ _8"></span>klientów <span class="_ _8"></span>ze <span class="_ _8"></span>szczególnymi <span class="_ _7"></span>potr<span class="_ _1"></span>zebami. <span class="_ _7"></span>W <span class="_ _8"></span>ramach <span class="_ _8"></span>tych <span class="_ _8"></span>działań </div><div class="t m0 x1 h2 y40 ff1 fs0 fc1 sc0 ls0 ws0">wprowadziliśmy <span class="_ _a"></span>„ciche <span class="_ _a"></span>godziny” <span class="_ _a"></span>dla <span class="_ _a"></span>osó<span class="_ _1"></span>b <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _a"></span>spektrum <span class="_ _a"></span>autyz<span class="_ _1"></span>mu, <span class="_ _a"></span>udostępnil<span class="_ _1"></span>iśmy <span class="_ _a"></span>kasy <span class="_ _a"></span>pierwszeństwa, <span class="_ _a"></span>umożliwiając </div><div class="t m0 x1 h2 y41 ff1 fs0 fc1 sc0 ls0 ws0">osobom <span class="_ _d"> </span>z <span class="_ _d"> </span>niepełnosprawnościami <span class="_ _d"> </span>szy<span class="_ _0"></span>bszą <span class="_ _d"> </span>i <span class="_ _d"> </span>wygodniejszą <span class="_ _d"> </span>obsługę <span class="_ _d"> </span>bez <span class="_ _d"> </span>konieczności <span class="_ _d"> </span>oczekiwania <span class="_ _e"> </span>w <span class="_ _d"> </span>kolejce, </div><div class="t m0 x1 h2 y42 ff1 fs0 fc1 sc0 ls0 ws0">zapewniliśmy <span class="_ _6"></span>możliwość <span class="_ _a"></span>przywołania <span class="_ _a"></span>obsługi <span class="_ _6"></span>na <span class="_ _a"></span>wybranych <span class="_ _a"></span>peronach <span class="_ _a"></span>paliwowych, <span class="_ _a"></span>co <span class="_ _a"></span>ułatwia <span class="_ _6"></span>tankowanie <span class="_ _6"></span>o<span class="_ _1"></span>sobom </div><div class="t m0 x1 h2 y43 ff1 fs0 fc1 sc0 ls0 ws0">mającym trudności z samodzielnym poruszaniem się.<span class="ff2"> </span></div><div class="t m0 x1 h2 y44 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y45 ff1 fs0 fc1 sc0 ls0 ws0">Prezentowany <span class="_ _1"></span>raport je<span class="_ _1"></span>st <span class="_ _1"></span>pierwszym <span class="_ _1"></span>w <span class="_ _1"></span>historii <span class="_ _1"></span>Grupy UNIMOT <span class="_ _1"></span>Sprawozdaniem <span class="_ _1"></span>sporządzonym <span class="_ _1"></span>zgodnie z <span class="_ _1"></span>wymogami </div><div class="t m0 x1 h2 y46 ff1 fs0 fc1 sc0 ls0 ws0">Dyrektywy <span class="_ _f"> </span>CSRD <span class="_ _f"> </span>(Corporate<span class="_ _1"></span> <span class="_ _f"> </span>Sustainability <span class="_ _f"> </span>Reporting <span class="_ _f"> </span>Di<span class="_ _1"></span>rective) <span class="_ _f"> </span>i <span class="_ _f"> </span>na <span class="_ _10"> </span>podstawie <span class="_ _f"> </span>Europejskich <span class="_ _10"> </span>Standardów </div><div class="t m0 x1 h2 y47 ff1 fs0 fc1 sc0 ls0 ws0">Sprawozdawczości <span class="_ _1"></span>Zrównow<span class="_ _1"></span>aż<span class="_ _0"></span>onego <span class="_ _1"></span>Ro<span class="_ _1"></span>zwoju <span class="_ _1"></span>(ESRS). <span class="_ _1"></span>Aby <span class="_ _6"></span>zapewnić <span class="_ _1"></span>rze<span class="_ _1"></span>telność <span class="_ _1"></span>i <span class="_ _1"></span>zgodność <span class="_ _6"></span>raportu <span class="_ _1"></span>z <span class="_ _6"></span>wymaganiami </div><div class="t m0 x1 h2 y48 ff1 fs0 fc1 sc0 ls0 ws0">CSRD i ESRS, jego przygotowanie oparto na dwóch kluczowych elementach: mapowaniu interesariuszy oraz analizie </div><div class="t m0 x1 h2 y49 ff1 fs0 fc1 sc0 ls0 ws0">podwójnej istotności. <span class="ff2"> </span></div><div class="t m0 x1 h2 y4a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y4b ff1 fs0 fc1 sc0 ls0 ws0">Dostosowanie do <span class="_ _0"></span>nowych r<span class="_ _8"></span>e<span class="_ _1"></span>gulacji <span class="_ _8"></span>o<span class="_ _1"></span>znacza d<span class="_ _0"></span>la Grupy <span class="_ _8"></span>UNIMO<span class="_ _1"></span>T nie <span class="_ _8"></span>tylko wypełnienie obowiąz<span class="_ _8"></span>ków<span class="_ _1"></span> spra<span class="_ _0"></span>wozdawczych, </div><div class="t m0 x1 h2 y4c ff1 fs0 fc1 sc0 ls0 ws0">ale <span class="_ _c"> </span>przede <span class="_ _c"> </span>wszystkim <span class="_ _c"> </span>dalszą <span class="_ _c"> </span>integrację <span class="_ _c"> </span>zobowiązań <span class="_ _c"> </span>i <span class="_ _c"> </span>c<span class="_ _1"></span>elów <span class="_ _c"> </span>z <span class="_ _c"> </span>zakresu <span class="_ _c"> </span>zrównoważonego <span class="_ _c"> </span>rozwoju <span class="_ _c"> </span>z <span class="_ _c"> </span>kluczowymi </div><div class="t m0 x1 h2 y4d ff1 fs0 fc1 sc0 ls0 ws0">procesami b<span class="_ _8"></span>izne<span class="_ _1"></span>sowymi. <span class="_ _0"></span>Wierzę, że <span class="_ _8"></span>to sprawozdanie będzie <span class="_ _8"></span>cenn<span class="_ _1"></span>ym <span class="_ _8"></span>źródłem informacji <span class="_ _8"></span>dla wszystkich interesariuszy<span class="_ _8"></span> </div><div class="t m0 x1 h2 y4e ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _a"></span>przyczyni <span class="_ _6"></span>s<span class="_ _1"></span>ię <span class="_ _6"></span>do <span class="_ _a"></span>dalszego <span class="_ _a"></span>umacniania <span class="_ _a"></span>zaufania <span class="_ _a"></span>do <span class="_ _a"></span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>jako <span class="_ _6"></span>or<span class="_ _1"></span>ganizacji <span class="_ _6"></span>o<span class="_ _1"></span>dpowiedzialnej <span class="_ _6"></span>i <span class="_ _a"></span>gotowej <span class="_ _a"></span>na </div><div class="t m0 x1 h2 y4f ff1 fs0 fc1 sc0 ls0 ws0">wyzwania przyszłości.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x7 y11 w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x4 h5 y5 ff3 fs2 fc1 sc0 ls0 ws0">3 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y50 ff1 fs0 fc1 sc0 ls0 ws0">Przed <span class="_ _6"></span>nami <span class="_ _6"></span>kolejne <span class="_ _6"></span>ambitne <span class="_ _a"></span>cele <span class="_ _6"></span>budowania <span class="_ _6"></span>zaangażowania <span class="_ _6"></span>w <span class="_ _a"></span>zrównoważoną <span class="_ _6"></span>transformację <span class="_ _6"></span>biznesu <span class="_ _a"></span>i <span class="_ _1"></span>gos<span class="_ _1"></span>podarki. </div><div class="t m0 x1 h2 y51 ff1 fs0 fc1 sc0 ls0 ws0">Nie <span class="_ _7"></span>mam <span class="_ _7"></span>wątpliwości, <span class="_ _7"></span>że <span class="_ _8"></span>dzięki <span class="_ _7"></span>ciężkiej <span class="_ _7"></span>pracy <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _7"></span>zaangażowaniu <span class="_ _7"></span>wszystkich <span class="_ _7"></span>pracowników,<span class="_ _1"></span> <span class="_ _7"></span>wspólnie <span class="_ _7"></span>zrealizujemy <span class="_ _7"></span>kolejne </div><div class="t m0 x1 h2 y52 ff1 fs0 fc1 sc0 ls0 ws0">ważne <span class="_ _6"></span>cele, <span class="_ _a"></span>które <span class="_ _6"></span>przełożą <span class="_ _6"></span>się <span class="_ _6"></span>na<span class="_ _1"></span><span class="ff2"> <span class="_ _6"></span></span>dalszy <span class="_ _6"></span>bezpieczny <span class="_ _a"></span>rozwój <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>z <span class="_ _6"></span>korzyścią <span class="_ _6"></span>dl<span class="_ _1"></span>a <span class="_ _6"></span>naszych <span class="_ _6"></span>akcjonariuszy, </div><div class="t m0 x1 h2 y53 ff1 fs0 fc1 sc0 ls0 ws0">partnerów, klientów i zatrudnionych osób.<span class="ff2"> </span></div><div class="t m0 x1 h2 y54 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y55 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y56 ff1 fs0 fc1 sc0 ls0 ws0">Dziękuję za Państwa zaufanie i zaangażowanie. <span class="ff2"> </span></div><div class="t m0 x1 hc y57 ff8 fs0 fc1 sc0 ls0 ws0">dr Adam Sikorski </div><div class="t m0 x1 h2 y58 ff1 fs0 fc1 sc0 ls0 ws0">Prezes Zarządu UNIMOT S.A.<span class="ff2"> </span></div><div class="t m0 x1 h2 y59 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y5a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y5b ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y5c ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y5d ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div></div></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x4 h5 y5 ff3 fs2 fc1 sc0 ls0 ws0">4 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Spis treści<span class="ff2"> </span></div><div class="t m0 x1 h2 y5e ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ls0"> <span class="_ _11"> </span><span class="ff1 fc5">INFORMACJE OGÓLNE</span> <span class="_ _12"></span><span class="ls2">..........................................................................................................................<span class="ls0"> <span class="_ _13"></span>6 </span></span></span></div><div class="t m0 x1 h2 y5f ff2 fs0 fc1 sc0 ls0 ws0">1.1. <span class="_ _14"> </span><span class="ff1">PODSTAWA SPORZĄDZENIA SPRAWOZDANIA</span> <span class="_ _15"></span><span class="ls2">........................................................................................<span class="ls0"> <span class="_ _13"></span>6 </span></span></div><div class="t m0 x1 h2 y60 ff2 fs0 fc1 sc0 ls0 ws0">1.2. <span class="_ _14"> </span><span class="ff1">STRUKTURA ZARZĄDZANIA ZE SZCZEGÓLNYM UWZGLĘDNIENIEM ROLI ZRÓWNOWAŻONEGO ROZWOJU</span> <span class="_ _13"></span><span class="ls2">..<span class="ls0"> <span class="_ _13"></span>9 </span></span></div><div class="t m0 x1 h2 y61 ff2 fs0 fc1 sc0 ls0 ws0">1.3. <span class="_ _14"> </span>MODEL BIZNESOWY <span class="_ _12"></span><span class="ls2">...........................................................................................................................<span class="_ _1"></span><span class="ls0"> <span class="_ _16"></span><span class="ls1">25<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y62 ff2 fs0 fc1 sc0 ls0 ws0">1.3.1.  <span class="ff1">SEGMENTY <span class="_ _8"></span>DZ<span class="_ _1"></span>IAŁALNOŚCI GRUPY UN<span class="_ _0"></span>IMOT<span class="ff2"> <span class="_ _13"></span><span class="ls2">.........................................................................................<span class="ls0"> <span class="_ _15"></span><span class="ls1">26<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h2 y63 ff2 fs0 fc1 sc0 ls0 ws0">1.3.2.  P<span class="_ _0"></span>ODSTAWOWE DANE FINANSOWE I OPERACYJNE <span class="_ _8"></span><span class="ls2">................................<span class="_ _1"></span>...............................................<span class="ls0"> <span class="_ _16"></span><span class="ls1">32<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y64 ff2 fs0 fc1 sc0 ls0 ws0">1.4. <span class="_ _14"> </span><span class="ff1">MODEL BIZNESOWY I ŁAŃCUCH WARTOŚCI</span> <span class="_ _7"></span><span class="ls2">........................................................................................<span class="ls0"> <span class="_ _16"></span><span class="ls1">35<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y65 ff2 fs0 fc1 sc0 ls0 ws0">1.5. <span class="_ _14"> </span><span class="ff1">STRATEGIA GRUPY UNIMOT ZE SZCZEGÓLNYM UWZGLĘDNIENIEM ROLI ZRÓWNOWAŻONEGO ROZWOJU</span></div><div class="t m0 x8 h2 y5b ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _15"></span><span class="ls2">........................................................................................................................................................<span class="ls0"> <span class="_ _16"></span><span class="ls1">43<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y66 ff2 fs0 fc1 sc0 ls0 ws0">1.6. <span class="_ _14"> </span><span class="ff1">ISTOTNE WPŁYWY, RYZYKA I SZANSE</span> <span class="_ _12"></span><span class="ls2">................................................................................................<span class="ls0">. <span class="_ _16"></span><span class="ls1">60<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y67 ff2 fs0 fc1 sc0 ls0 ws0">1.6.1.  INTERESARIUSZE GRUPY <span class="_ _8"></span>UNMOT<span class="_ _1"></span> <span class="_ _8"></span><span class="ls2">................................................................<span class="_ _1"></span>.......................................<span class="ls0"> <span class="_ _16"></span><span class="ls1">60<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y68 ff2 fs0 fc1 sc0 ls0 ws0">1.6.2.  <span class="ff1">ANAL<span class="_ _8"></span>IZA PODWÓJNEJ ISTOTNOŚCI<span class="_ _1"></span><span class="ff2"> <span class="ls2">....................................................................................................</span> <span class="_ _16"></span><span class="ls1">65<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y69 ff2 fs0 fc1 sc0 ls0 ws0">1.6.3.  <span class="ff1">ISTOTNE <span class="_ _0"></span>WPŁYWY ZWIĄZANE ZE ZRÓWNOWAŻONYM ROZWOJEM W UJĘCIU RYZYK I <span class="_ _0"></span>SZANS<span class="_ _1"></span><span class="ff2"> <span class="_ _15"></span><span class="ls2">................<span class="ls0"> <span class="_ _16"></span><span class="ls1">68<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h2 y6a ff2 fs0 fc1 sc0 ls0 ws0">1.6.4.  <span class="ff1">ZARZĄDZANIE RYZYKAMI <span class="_ _0"></span>ZRÓWNOWAŻONEGO ROZWOJU<span class="ff2"> <span class="_ _15"></span><span class="ls2">...................................................................<span class="ls0"> <span class="_ _16"></span><span class="ls1">88<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h2 y6b ff2 fs0 fc1 sc0 ls0 ws0">1.7. <span class="_ _14"> </span><span class="ff1">LISTA WSKAŹNIKÓW ESRS</span> <span class="_ _15"></span><span class="ls2">.................................................................................................................<span class="ls0"> <span class="_ _16"></span><span class="ls1">99<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y6c ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0"> <span class="_ _11"> </span><span class="ff1 fc5">INFORMACJE O ŚRODOWISKU</span> <span class="_ _15"></span><span class="ls2">..........................................................................................................<span class="ls0"> <span class="_ _15"></span><span class="ls1">106<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x1 h2 y6d ff2 fs0 fc1 sc0 ls0 ws0">2.1. <span class="_ _14"> </span>ZMIANA KLIMATU <span class="_ _7"></span><span class="ls2">............................................................................................................................<span class="ls0"> <span class="_ _15"></span><span class="ls1">106<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y6e ff2 fs0 fc1 sc0 ls0 ws0">2.1.1.  <span class="ff1">RYZYKA <span class="_ _8"></span>ZW<span class="_ _1"></span>IĄZANE ZE ZMIANĄ KLIMATU<span class="ff2"> <span class="_ _7"></span><span class="ls2">..........................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">108<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h2 y6f ff1 fs0 fc1 sc0 ls0 ws0">2.1.2. EMISJE GAZÓW CIEPLARNIANYCH<span class="ff2"> <span class="_ _7"></span><span class="ls2">.....................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">112<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x1 h2 y70 ff1 fs0 fc1 sc0 ls0 ws0">2.1.3. ZUŻYCIE ENERGII I KOSZYK ENERGETYCZNY<span class="ff2"> <span class="ls2">.....................................................................................</span> <span class="_ _15"></span><span class="ls1">133<span class="ls0"> </span></span></span></div><div class="t m0 x1 h2 y71 ff2 fs0 fc1 sc0 ls0 ws0">2.2. <span class="_ _14"> </span>ZANIECZYSZCZENIE <span class="_ _16"></span><span class="ls2">.........................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">135<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y72 ff2 fs0 fc1 sc0 ls0 ws0">2.3. <span class="_ _14"> </span>ZASOBY WODNE I MORSKIE <span class="_ _15"></span><span class="ls2">.............................................................................................................<span class="ls0"> <span class="_ _15"></span><span class="ls1">146<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y73 ff2 fs0 fc1 sc0 ls0 ws0">2.4. <span class="_ _14"> </span><span class="ff1">BIORÓŻNORODNOŚĆ I EKOSYSTEMY</span> <span class="_ _7"></span><span class="ls2">................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">150<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y74 ff2 fs0 fc1 sc0 ls0 ws0">2.5. <span class="_ _14"> </span><span class="ff1">WYKORZYSTANIE ZASOBÓW I GOSPODARKA O OB<span class="_ _0"></span>IEGU ZAMKNIĘTYM<span class="_ _1"></span><span class="ff2"> <span class="_ _16"></span><span class="ls2">................................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">153<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h2 y75 ff2 fs0 fc1 sc0 ls0 ws0">2.5.1.  ZASOBY <span class="_ _8"></span>WPROW<span class="_ _1"></span>ADZONE DO ORGANIZACJI <span class="_ _8"></span><span class="ls2">......................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">160<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y76 ff2 fs0 fc1 sc0 ls0 ws0">2.5.2.  ZASOBY <span class="_ _8"></span>WYPROWADZONE Z OR<span class="_ _1"></span>GANIZACJI <span class="_ _15"></span><span class="ls2">................................<span class="_ _1"></span>.......................................................<span class="ls0"> <span class="_ _15"></span><span class="ls1">161<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y77 ff2 fs0 fc1 sc0 ls0 ws0">2.5.3.  GOSPO<span class="_ _0"></span>DARKA ODPADAMI <span class="ls2">................................................................................................................</span> <span class="_ _15"></span><span class="ls1">162<span class="ls0"> </span></span></div><div class="t m0 x1 h2 y78 ff2 fs0 fc1 sc0 ls0 ws0">2.6. <span class="_ _14"> </span>TAKSONOMIA UNII EUROPEJSKIEJ <span class="_ _13"></span><span class="ls2">................................................................................................<span class="_ _1"></span>....<span class="ls0"> <span class="_ _15"></span><span class="ls1">165<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y79 ff2 fs0 fc1 sc0 ls1 ws0">3.<span class="ls0"> <span class="_ _11"> </span><span class="ff1 fc5">INFORMACJE DOTYCZĄCE KWESTII SPOŁECZNYCH</span> <span class="_ _16"></span><span class="ls2">............................................................................<span class="ls0"> <span class="_ _15"></span><span class="ls1">181<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x1 h2 y7a ff1 fs0 fc1 sc0 ls0 ws0">RAMY ZARZĄDZANIA WPŁYWEM SPOŁECZNYM –<span class="ff2"> PODSTAWOWE REGULACJE W GRUP<span class="_ _0"></span>IE UNIMOT<span class="_ _1"></span> <span class="ls2">...................</span> <span class="_ _15"></span><span class="ls1">181<span class="ls0"> </span></span></span></div><div class="t m0 x1 h2 y7b ff2 fs0 fc1 sc0 ls0 ws0">3.1. <span class="_ _14"> </span><span class="ff1">WŁASNA SIŁA ROBOCZA GRUPY UNIMOT</span> <span class="_ _7"></span><span class="ls2">..........................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">181<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y7c ff2 fs0 fc1 sc0 ls0 ws0">3.1.1.  <span class="ff1">ZARZĄDZANIE KAP<span class="_ _0"></span>ITAŁEM LUDZKIM<span class="ff2"> <span class="_ _15"></span><span class="ls2">................................................................................................<span class="ls0">. <span class="_ _7"></span><span class="ls1">182<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h2 y7d ff2 fs0 fc1 sc0 ls0 ws0">3.1.2.  <span class="ff1">CHARAKTERYSTYKA PRACOW<span class="_ _8"></span>NIKÓW I STRUKTURA ZATR<span class="_ _1"></span>UDNIENIA W GRUPIE UN<span class="_ _0"></span>IMOT<span class="_ _1"></span><span class="ff2"> <span class="_ _7"></span><span class="ls2">......................<span class="ls0"> <span class="_ _7"></span><span class="ls1">186<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h2 y7e ff2 fs0 fc1 sc0 ls0 ws0">3.1.3.  <span class="ff1">RÓWNOŚĆ I <span class="_ _8"></span>R<span class="_ _1"></span>ÓŻNORODNOŚĆ<span class="ff2"> <span class="_ _16"></span><span class="ls2">..........................................................................................................<span class="ls0"> <span class="_ _15"></span><span class="ls1">198<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h2 y7f ff2 fs0 fc1 sc0 ls0 ws0">3.1.4.  <span class="ff1">P<span class="_ _0"></span>OLITYKA WYNAGRODZEŃ I ODPOWIEDNIE PŁACE<span class="ff2"> <span class="ls2">...........................................................................</span> <span class="_ _15"></span><span class="ls1">204<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y80 ff2 fs0 fc1 sc0 ls0 ws0">3.1.5.  <span class="ff1">ROZWÓJ <span class="_ _0"></span>KOMPETENCJI I SZKOLENIA PRACOWNIKÓW<span class="ff2"> <span class="_ _15"></span><span class="ls2">.......................................................................<span class="ls0"> <span class="_ _15"></span><span class="ls1">207<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h2 y81 ff2 fs0 fc1 sc0 ls0 ws0">3.1.6.  <span class="ff1">BE<span class="_ _0"></span>ZPIECZNE I ERGONOMICZNE ŚRODOWISKO PRACY<span class="ff2"> <span class="_ _13"></span><span class="ls2">........................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">209<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h2 y82 ff2 fs0 fc1 sc0 ls0 ws0">3.2. <span class="_ _14"> </span><span class="ff1">PRACOWNICY W ŁAŃCUCHU WARTOŚCI</span> <span class="_ _12"></span><span class="ls2">............................................................................................<span class="ls0"> <span class="_ _15"></span><span class="ls1">224<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y83 ff2 fs0 fc1 sc0 ls0 ws0">3.3. <span class="_ _14"> </span><span class="ff1">SPOŁECZNOŚCI DOTKNIĘTE WPŁYWEM</span> <span class="ls2">............................................................................................</span> <span class="_ _15"></span><span class="ls1">233<span class="ls0"> </span></span></div><div class="t m0 x1 h2 y84 ff2 fs0 fc1 sc0 ls0 ws0">3.4. <span class="_ _14"> </span><span class="ff1">KONSUMENCI I UŻYTKOWNICY KOŃCOWI</span> <span class="_ _13"></span><span class="ls2">.........................................................................................<span class="_ _1"></span><span class="ls0"> <span class="_ _15"></span><span class="ls1">244<span class="ls0"> </span></span></span></span></div></div><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1483.600000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1448.620000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1413.640000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1378.660000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1343.660000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1308.680000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1273.700000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1248.720000px;width:465.100000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1213.720000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3c" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1178.740000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3c" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1143.760000px;width:465.100000px;height:17.490000px;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:123.100000px;bottom:1108.760000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf44" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1073.780000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf58" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1038.800000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf63" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1003.820000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6a" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:968.820000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6a" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:933.840000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6c" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:898.860000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf70" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:863.880000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf85" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:828.880000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf87" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:793.900000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf92" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:758.920000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf96" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:723.940000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf99" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:688.940000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa0" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:653.960000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa1" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:618.980000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa2" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:583.980000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa5" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:549.000000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb5" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:514.020000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb5" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:479.040000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb5" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:444.040000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb6" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:409.060000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfba" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:374.080000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc6" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:339.100000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfcc" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:304.100000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfcf" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:269.120000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd1" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:234.140000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe0" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:199.150000px;width:465.100000px;height:17.495000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe9" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:164.164000px;width:465.100000px;height:17.493000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff4" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:129.180000px;width:465.100000px;height:17.492000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x4 h5 y5 ff3 fs2 fc1 sc0 ls0 ws0">5 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff2 fs0 fc1 sc0 ls1 ws0">4.<span class="ls0"> <span class="_ _11"> </span><span class="ff1 fc5">POSTĘPOWANIE W BIZNESIE</span> <span class="_ _0"></span><span class="ls2">...........................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">258<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x1 h2 y86 ff2 fs0 fc1 sc0 ls0 ws0">4.1. <span class="_ _14"> </span><span class="ff1">POLITYKI POSTĘPOWANIA W BIZNESIE I KULTURA KORPORACYJNA</span> <span class="_ _13"></span><span class="ls2">...................................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">258<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y87 ff2 fs0 fc1 sc0 ls0 ws0">4.2. <span class="_ _14"> </span><span class="ff1">ZARZĄDZANIE RELACJAMI Z DOSTAWCAMI</span> <span class="_ _7"></span><span class="ls2">.......................................................................................<span class="ls0"> <span class="_ _15"></span><span class="ls1">264<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y88 ff2 fs0 fc1 sc0 ls0 ws0">4.3. <span class="_ _14"> </span>ZAPOBIEGANIE KORUPCJI I PRZEKUPSTWU <span class="_ _13"></span><span class="ls2">.......................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">269<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y89 ff2 fs0 fc1 sc0 ls0 ws0">4.4. <span class="_ _14"> </span><span class="ff1">WPŁYW POLITYCZNY I DZIAŁALNOŚĆ LOBBINGOWA</span> <span class="_ _13"></span><span class="ls2">..........................................................................<span class="ls0"> <span class="_ _15"></span><span class="ls1">271<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y8a ff2 fs0 fc1 sc0 ls0 ws0">4.5. <span class="_ _14"> </span><span class="ff1">DOBROSTAN ZWIERZĄT</span> <span class="_ _16"></span><span class="ls2">...................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">273<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y8b ff2 fs0 fc1 sc0 ls1 ws0">5.<span class="ls0"> <span class="_ _11"> </span><span class="ff1 fc5">ZAŁĄCZNIKI</span> <span class="_ _8"></span><span class="ls2">....................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">274<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x1 h2 y8c ff2 fs0 fc1 sc0 ls0 ws0">5.1. <span class="_ _14"> </span><span class="ff1">ZAŁĄCZNIK 1. KLUCZOWE DANE DOTYCZĄCE ZATRUDNIENIA</span> <span class="_ _12"></span><span class="ls2">.............................................................<span class="ls0"> <span class="_ _15"></span><span class="ls1">274<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y8d ff2 fs0 fc1 sc0 ls0 ws0">5.2. <span class="_ _14"> </span><span class="ff1">ZAŁĄCZNIK 2. KLUCZOWE DANE DOTYCZĄCE ŚRODOWISKA I <span class="_ _0"></span>KLIMATU<span class="_ _1"></span><span class="ff2"> <span class="_ _15"></span><span class="ls2">..............................................<span class="ls0"> <span class="_ _7"></span><span class="ls1">280<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h2 y8e ff2 fs0 fc1 sc0 ls0 ws0">5.3. <span class="_ _14"> </span><span class="ff1">ZAŁĄCZNIK 3. SPIS TABEL</span> <span class="_ _16"></span><span class="ls2">................................................................................................................<span class="ls0"> <span class="_ _15"></span><span class="ls1">284<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h2 y8f ff2 fs0 fc1 sc0 ls0 ws0">5.3.1.  TABEL<span class="_ _8"></span>E W ROZDZIALE 1.<span class="_ _1"></span> <span class="ls2">.................................................................................................................</span> <span class="_ _15"></span><span class="ls1">284<span class="ls0"> </span></span></div><div class="t m0 x1 h2 y90 ff2 fs0 fc1 sc0 ls0 ws0">5.3.2.  TABEL<span class="_ _8"></span>E W ROZDZIALE 2.<span class="_ _1"></span> <span class="ls2">.................................................................................................................</span> <span class="_ _15"></span><span class="ls1">285<span class="ls0"> </span></span></div><div class="t m0 x1 h2 y91 ff2 fs0 fc1 sc0 ls0 ws0">5.3.3.  TABEL<span class="_ _8"></span>E W ROZDZIALE 3.<span class="_ _1"></span> <span class="ls2">.................................................................................................................</span> <span class="_ _15"></span><span class="ls1">286<span class="ls0"> </span></span></div><div class="t m0 x1 h2 y92 ff2 fs0 fc1 sc0 ls0 ws0">5.3.4.  TABEL<span class="_ _8"></span>E W ROZDZIALE 4.<span class="_ _1"></span> <span class="ls2">.................................................................................................................</span> <span class="_ _15"></span><span class="ls1">287<span class="ls0"> </span></span></div><div class="t m0 x1 h2 y93 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y94 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y95 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y96 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y97 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y98 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y99 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span><span class="fc5"> </span></div></div><a class="l" href="#pf102" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1507.060000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf102" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1472.060000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf108" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1437.080000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10d" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1402.100000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10f" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1367.120000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf111" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1332.120000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf112" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1297.140000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf112" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1262.160000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf118" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1227.180000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11c" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1192.180000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11c" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1157.200000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11d" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1122.220000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11e" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1087.240000px;width:465.100000px;height:17.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11f" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1052.240000px;width:465.100000px;height:17.500000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x9 y9a w7 hd" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x4 h5 y5 ff3 fs2 fc1 sc0 ls0 ws0">6 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 he y9b ff2 fs2 fc6 sc0 ls3 ws0">1.<span class="ff5 ls0"> <span class="_ _17"> </span><span class="ff1">INFORMACJE OGÓLNE<span class="ff2"> </span></span></span></div><div class="t m0 xa hf y9c ff2 fs1 fc7 sc0 ls0 ws0">1.1.<span class="ff5"> <span class="_ _8"></span><span class="ff2">P<span class="ff1">odst<span class="_ _1"></span>awa<span class="_ _0"></span> sporządzenia S<span class="_ _8"></span>prawozdania<span class="ff2"> </span></span></span></span></div></div><div class="c x1 y9d w8 h10"><div class="t m0 xb h2 y9e ff2 fs0 fc5 sc0 ls4 ws0">BP<span class="ls0">-1   BP-<span class="ls1">2 </span> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y9f ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya0 ff1 fs0 fc1 sc0 ls0 ws0">Prezentowane <span class="_ _1"></span>Sprawozdanie <span class="_ _1"></span>Zrównow<span class="_ _1"></span>ażonego Rozwoju <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _a"></span><span class="ff2">za <span class="_ _1"></span>2024 <span class="_ _1"></span>rok <span class="_ _1"></span>(<span class="_ _1"></span>dalej: <span class="_ _1"></span>Sprawozdanie, <span class="_ _1"></span>Raport, </span></div><div class="t m0 x1 h2 ya1 ff1 fs0 fc1 sc0 ls0 ws0">Oświadczenie,<span class="ff2"> </span>Do<span class="_ _1"></span>kument) zostało opracowane zgodnie <span class="_ _1"></span>z art. <span class="_ _1"></span><span class="ff2 ls1">63x<span class="ls0"> <span class="_ _1"></span>Ustawy </span></span>o <span class="_ _1"></span>rachunkowości z <span class="_ _1"></span>dnia 29 wr<span class="_ _1"></span>ześnia 1994 </div><div class="t m0 x1 h2 ya2 ff2 fs0 fc1 sc0 ls0 ws0">roku. <span class="_ _7"></span><span class="ff1">Sprawozdanie <span class="_ _7"></span>zos<span class="_ _1"></span>tało <span class="_ _7"></span>sporządzone <span class="_ _7"></span>w <span class="_ _7"></span>o<span class="_ _1"></span>parciu <span class="_ _7"></span>o <span class="_ _7"></span>standardy <span class="_ _7"></span>ESRS <span class="_ _8"></span>(wprowadzone <span class="_ _8"></span>Rozporządz<span class="_ _0"></span>eniem <span class="_ _7"></span>De<span class="_ _1"></span>legowanym </span></div><div class="t m0 x1 h2 ya3 ff1 fs0 fc1 sc0 ls0 ws0">Komisji (UE) 2023/2772), które są obowiązkowe dla Grupy UNIMOT od roku <span class="_ _0"></span>obrotowego 2024. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ya4 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya5 ff2 fs0 fc5 sc0 ls0 ws0">Ponadto <span class="_ _4"></span><span class="ff1">Sprawozdanie <span class="_ _5"> </span>zostało <span class="_ _5"> </span></span>opracowane<span class="_ _1"></span> <span class="_ _4"> </span><span class="ff1">zgodnie <span class="_ _5"> </span>z <span class="_ _5"> </span>uwzględnieniem <span class="_ _5"> </span>następujących <span class="_ _5"> </span></span>dodatkowych <span class="_ _5"> </span>wytycznych <span class="_ _5"> </span>i </div><div class="t m0 x1 h2 ya6 ff2 fs0 fc5 sc0 ls0 ws0">regulacji: </div><div class="t m0 xa h11 ya7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">„Wytyczne GPW do raportowania ESG”,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ya8 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">standard AA1000 Stakeholder Engagement Standa<span class="_ _0"></span>rd <span class="ff1">–<span class="_ _1"></span></span> 2015 Edition (tzw. standard AA1000 SES), </span></span></div><div class="t m0 xa h11 ya9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">rekomendacje <span class="_ _e"> </span>TCFD <span class="_ _e"> </span>(Task <span class="_ _e"> </span>Force <span class="_ _e"> </span>on <span class="_ _e"> </span>Climate<span class="_ _1"></span>-related <span class="_ _e"> </span>Financial <span class="_ _e"> </span>Disclosures) <span class="_ _e"> </span>dla <span class="_ _e"> </span>raportowania <span class="_ _e"> </span>kwestii </span></span></div><div class="t m0 xc h2 yaa ff1 fs0 fc1 sc0 ls0 ws0">związanych z klimatem,<span class="ff2"> </span></div><div class="t m0 xa h11 yab ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ICMM <span class="_ _7"></span>(Inte<span class="_ _1"></span>rnational <span class="_ _7"></span>Council <span class="_ _7"></span>on <span class="_ _7"></span>Mining <span class="_ _7"></span>&amp;<span class="_ _1"></span> <span class="_ _7"></span>Metals), <span class="_ _7"></span>S<span class="_ _1"></span>takeholder <span class="_ _7"></span>Research <span class="_ _7"></span>Toolkit, <span class="_ _7"></span>opierający <span class="_ _7"></span>s<span class="_ _1"></span>ię <span class="_ _7"></span>merytorycznie </span></span></div><div class="t m0 xc h2 yac ff1 fs0 fc1 sc0 ls0 ws0">na metodyce <span class="_ _1"></span>Johnsona i <span class="_ _1"></span>Scholesa, <span class="_ _1"></span>która pozwala zilustrować <span class="_ _1"></span>wpływ i <span class="_ _1"></span>zaangażowanie poszczególnych <span class="_ _1"></span>grup </div><div class="t m0 xc h2 yad ff2 fs0 fc1 sc0 ls0 ws0">interesariuszy. </div><div class="t m0 x1 h2 yae ff1 fs0 fc1 sc0 ls0 ws0">Informacje, <span class="_ _4"></span>dane <span class="_ _4"></span>oraz <span class="_ _a"></span>ws<span class="_ _1"></span>kaźniki <span class="_ _a"></span>i <span class="_ _4"></span><span class="ff2">opisy <span class="_ _4"></span></span>zawarte <span class="_ _4"></span>w <span class="_ _4"></span>Raporcie <span class="_ _4"></span>odnoszą <span class="_ _4"></span>się <span class="_ _4"></span>do <span class="_ _4"></span>jednostki <span class="_ _a"></span>dominującej <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>S.A. </div><div class="t m0 x1 h2 yaf ff1 fs0 fc1 sc0 ls0 ws0">(Spółka<span class="ff2">,  UNIMOT<span class="ls2">)  </span></span>z <span class="_ _e"> </span>siedzibą  w  Zawa<span class="_ _1"></span>dz<span class="ff2">k</span>iem,  ul. <span class="_ _e"> </span>Świerklańska  2A,  47<span class="_ _1"></span><span class="ff2">-120  Z<span class="_ _1"></span>awadzkie, <span class="_ _e"> </span>wpisanej  do  re<span class="_ _1"></span>jestru </span></div><div class="t m0 x1 h2 yb0 ff1 fs0 fc1 sc0 ls0 ws0">przedsiębiorców <span class="_ _d"> </span>Krajowego <span class="_ _d"> </span>Rejestru <span class="_ _d"> </span>Sądowego <span class="_ _d"> </span>prowadzonego <span class="_ _d"> </span>przez <span class="_ _d"> </span>Sąd <span class="_ _d"> </span>Rejonowy <span class="_ _d"> </span>w <span class="_ _d"> </span>Opolu, <span class="_ _d"> </span>VIII <span class="_ _d"> </span>Wydział </div><div class="t m0 x1 h2 yb1 ff1 fs0 fc1 sc0 ls0 ws0">Gospodarczy Kra<span class="_ _1"></span>jowego <span class="_ _1"></span>Rejestru <span class="_ _1"></span>Sądowego <span class="_ _1"></span>pod nr <span class="_ _1"></span>KRS:<span class="_ _1"></span> 00003<span class="_ _1"></span>82244, <span class="_ _1"></span>NIP: <span class="_ _1"></span>7561967341, REGON:<span class="_ _1"></span> 16038<span class="_ _1"></span>4226 <span class="_ _1"></span>oraz </div><div class="t m0 x1 h2 yb2 ff1 fs0 fc1 sc0 ls0 ws0">Grupy Kapitałowej UNIMOT (dalej: <span class="ff2">GK UNIMOT, Grupa UNIMOT, Grupa), chyba, </span>że wskazano inaczej. <span class="ff2"> </span></div><div class="t m0 x1 h2 yb3 ff1 fs0 fc1 sc0 ls0 ws0">Sprawozdanie <span class="_ _1"></span>o<span class="_ _1"></span>bejmuje <span class="_ _6"></span>informacje <span class="_ _6"></span>na <span class="_ _a"></span>temat <span class="_ _6"></span>zrównoważonego <span class="_ _6"></span>rozwoju <span class="_ _a"></span><span class="ff2">(ESG) <span class="_ _a"></span></span>dotyczące <span class="_ _1"></span>UNIMOT <span class="_ _a"></span>S.A. <span class="_ _6"></span>oraz <span class="_ _6"></span>Grupy </div><div class="t m0 x1 h2 yb4 ff1 fs0 fc1 sc0 ls0 ws0">Kapitałowej <span class="_ _a"></span>UNIMOT <span class="_ _6"></span>za <span class="_ _a"></span>okres <span class="_ _6"></span>o<span class="_ _1"></span>d <span class="_ _6"></span>1 <span class="_ _a"></span>stycznia <span class="_ _6"></span>2024 <span class="_ _a"></span>roku <span class="_ _a"></span>do <span class="_ _a"></span>31 <span class="_ _6"></span>grudnia <span class="_ _a"></span>2024 <span class="_ _a"></span>roku. <span class="_ _6"></span>Jes<span class="_ _1"></span>t <span class="_ _6"></span>to <span class="_ _a"></span>okres <span class="_ _a"></span>tożsamy <span class="_ _6"></span>z <span class="_ _a"></span>rokiem </div><div class="t m0 x1 h2 yb5 ff2 fs0 fc1 sc0 ls0 ws0">obrotowym Grupy.  </div><div class="t m0 x1 h2 yb6 ff2 fs0 fc1 sc0 ls0 ws0">Na potrzeby prezentacji <span class="ff1">danych przyjęto trzy horyzonty czasowe:</span> </div><div class="t m0 xa h11 yb7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">w <span class="_ _e"> </span>perspektywie <span class="_ _d"> </span>krótkoterminowej: <span class="_ _d"> </span>okres <span class="_ _d"> </span><span class="ff2">jednego <span class="_ _e"> </span>roku <span class="_ _d"> </span></span>od <span class="_ _e"> </span>zakończe<span class="_ _1"></span>nia <span class="_ _e"> </span>okresu <span class="_ _d"> </span>objętego <span class="_ _e"> </span>niniejszym </span></span></div><div class="t m0 xc h2 yb8 ff1 fs0 fc1 sc0 ls0 ws0">Sprawozdaniem Zrównoważonego Rozwoju; <span class="ff2"> </span></div><div class="t m0 xa h11 yb9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dla  ś<span class="_ _1"></span>rednioterminowego  ho<span class="_ _1"></span>ryzontu  czasowe<span class="_ _1"></span>go: <span class="_ _e"> </span><span class="ff2">5 <span class="_ _e"> </span>lat  liczo<span class="_ _1"></span>nych <span class="_ _e"> </span></span>od  końca <span class="_ _e"> </span>krótkoterminowe<span class="_ _1"></span>go  okresu </span></span></div><div class="t m0 xc h2 yba ff2 fs0 fc1 sc0 ls0 ws0">sprawozdawczego, tj. od 1 stycznia 2026 r. do 31 grudnia 2030 r.; </div><div class="t m0 xa h11 ybb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">w horyzoncie długoterminowym: od 1 stycznia 20<span class="ff2 ls1">31<span class="ls0"> r. </span></span></span></span></div><div class="t m0 x1 h2 ybc ff1 fs0 fc1 sc0 ls0 ws0">Powyższe <span class="_ _6"></span>ramy<span class="_ _1"></span> <span class="_ _6"></span>czasowe<span class="_ _1"></span> <span class="_ _6"></span>dla <span class="_ _a"></span>krótkoterminowego, <span class="_ _a"></span>średnioterminowego <span class="_ _a"></span>i <span class="_ _6"></span>długoterminow<span class="_ _1"></span>ego <span class="_ _6"></span>horyzontu <span class="_ _a"></span>są <span class="_ _a"></span>zgodne <span class="_ _a"></span>z </div><div class="t m0 x1 h2 ybd ff1 fs0 fc1 sc0 ls0 ws0">wymogami <span class="_ _5"> </span>okreś<span class="_ _1"></span>lonymi <span class="_ _5"> </span>w <span class="_ _b"> </span>Załączniku <span class="_ _b"> </span>C <span class="_ _b"> </span>do <span class="_ _b"> </span>standardu <span class="_ _b"> </span>ESRS <span class="_ _b"> </span>1 <span class="_ _b"> </span>„Ogólne <span class="_ _5"> </span>Wymogi” <span class="_ _b"> </span>(Gene<span class="_ _1"></span>ral <span class="_ _5"> </span>Requirements<span class="_ _1"></span>), <span class="_ _5"> </span>który </div><div class="t m0 x1 h2 ybe ff2 fs0 fc1 sc0 ls0 ws0">precyzuje definicje pers<span class="_ _1"></span>pektyw czasowych stosowan<span class="_ _1"></span><span class="ff1">ych w procesie raportowania zrównoważonego rozwoju zgodnie </span></div><div class="t m0 x1 h2 ybf ff1 fs0 fc1 sc0 ls0 ws0">z dyrektywą CSRD.<span class="ff2"> </span></div><div class="t m0 x1 h2 yc0 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _e"> </span>sporządza <span class="_ _d"> </span>skonsolidowaną <span class="_ _d"> </span>sprawozdawczość <span class="_ _d"> </span>dotyczącą <span class="_ _d"> </span>zrównoważonego <span class="_ _d"> </span>rozwoju <span class="_ _e"> </span>zgodnie <span class="_ _d"> </span>z <span class="_ _e"> </span>a<span class="_ _1"></span>rt. <span class="_ _19"> </span><span class="ff2 ls1">29a<span class="ls0"> </span></span></div><div class="t m0 x1 h2 yc1 ff2 fs0 fc1 sc0 ls0 ws0">Dyrektywy 2013/34/UE. </div><div class="t m0 x1 h2 yc2 ff2 fs0 fc1 sc0 ls0 ws0">Zakres <span class="_ _1"></span>kons<span class="_ _1"></span>olidacji <span class="_ _1"></span>w <span class="_ _6"></span>Sprawozdaniu <span class="_ _6"></span>co<span class="_ _1"></span> <span class="_ _1"></span>do <span class="_ _6"></span>zasady <span class="_ _6"></span>jes<span class="_ _1"></span>t <span class="_ _1"></span>taki <span class="_ _6"></span>sam, <span class="_ _6"></span>jak <span class="_ _6"></span>w <span class="_ _6"></span>przypadku <span class="_ _6"></span>skonsolidowanego <span class="_ _6"></span>sprawozdania </div><div class="t m0 x1 h2 yc3 ff2 fs0 fc1 sc0 ls0 ws0">finansowego <span class="_ _9"> </span>za <span class="_ _9"> </span>ostatni<span class="_ _1"></span> <span class="_ _9"> </span>rok  obrotowy. <span class="_ _9"> </span><span class="ff1">Niemniej,  w <span class="_ _9"> </span>celu  z<span class="_ _0"></span>achowania  p<span class="_ _0"></span>rzejrzystości <span class="_ _9"> </span>i  rzetelności <span class="_ _9"> </span>raportowania, </span></div><div class="t m0 x1 h2 yc4 ff1 fs0 fc1 sc0 ls0 ws0">wyłączono <span class="_ _1"></span>z <span class="_ _1"></span>procesu <span class="_ _1"></span><span class="ff2">raportowania </span>d<span class="_ _1"></span>anych nie<span class="_ _1"></span>które <span class="_ _1"></span><span class="ff2">S</span>półki <span class="_ _1"></span>wchodzące <span class="_ _1"></span>w <span class="_ _1"></span>skład Grupy <span class="_ _1"></span>UNIMOT. <span class="_ _1"></span>Uzasadnieniem <span class="_ _1"></span>tych </div><div class="t m0 x1 h2 yc5 ff1 fs0 fc1 sc0 ls0 ws0">wyłączeń są następujące przesłanki: <span class="ff2"> </span></div><div class="t m0 xa h11 yc6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Spółki <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>B1<span class="_ _1"></span> <span class="_ _1"></span>Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o.<span class="_ _1"></span><span class="ff2 ls2">, <span class="_ _6"></span><span class="ls0">UNIMOT <span class="_ _6"></span>SA <span class="_ _1"></span>(<span class="_ _1"></span>UNIMOT <span class="_ _6"></span>LTD) <span class="_ _6"></span></span></span>oraz <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>Centrum <span class="_ _6"></span>Usług <span class="_ _6"></span>Ws<span class="_ _1"></span>pólnych <span class="_ _1"></span>Sp. <span class="_ _6"></span>z </span></span></div><div class="t m0 xc h2 yc7 ff2 fs0 fc1 sc0 ls2 ws0">o.o. <span class="_ _d"> </span><span class="ff1 ls0">charakteryzują <span class="_ _e"> </span>s<span class="_ _1"></span>ię <span class="_ _d"> </span>marginalnym <span class="_ _d"> </span>w<span class="_ _1"></span>pływem <span class="_ _d"> </span>na <span class="_ _d"> </span>całość <span class="_ _19"> </span>działalności <span class="_ _d"> </span>Grupy <span class="_ _19"> </span>zarówno <span class="_ _d"> </span>w<span class="_ _1"></span> <span class="_ _d"> </span>wymiarze </span></div><div class="t m0 xc h2 yc8 ff1 fs0 fc1 sc0 ls0 ws0">finansowym, <span class="_ _4"></span>jak <span class="_ _a"></span>i<span class="_ _1"></span> <span class="_ _a"></span>operacyjnym.<span class="_ _1"></span> <span class="_ _a"></span>Ich <span class="_ _4"> </span>działalność<span class="_ _1"></span> <span class="_ _a"></span>nie<span class="_ _1"></span> <span class="_ _a"></span>ma <span class="_ _4"></span>isto<span class="_ _1"></span>tnego <span class="_ _a"></span>znaczenia <span class="_ _4"></span>z <span class="_ _4"></span>punktu <span class="_ _4"> </span>wi<span class="_ _1"></span>dzenia <span class="_ _a"></span>realizacji </div><div class="t m0 xc h2 yc9 ff1 fs0 fc1 sc0 ls0 ws0">strategii zrównoważonego rozwoju oraz wpływu na <span class="_ _0"></span>otoczenie społeczne,<span class="_ _1"></span> środowiskowe i <span class="_ _8"></span>gos<span class="_ _1"></span>podarcze<span class="ff2">, </span></div><div class="t m0 xa h11 yca ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Spółki U<span class="ff2">NIMOT </span>Energy LLC oraz <span class="_ _0"></span>MOT LLC w 2024 roku nie prowadziły działalności<span class="ff2"> operacyjnej<span class="_ _1"></span>. </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x9 ycb w9 h12" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x4 h5 y5 ff3 fs2 fc1 sc0 ls0 ws0">7 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _a"></span>dzień <span class="_ _4"></span>31.12.2024 <span class="_ _a"></span>r. <span class="_ _4"> </span>i <span class="_ _4"></span>na <span class="_ _4"></span>dzień <span class="_ _4"></span>zatwierdzenia <span class="_ _a"></span>do <span class="_ _4"></span>publikacji <span class="_ _4"></span>Sprawozdania <span class="_ _a"></span>Grupę<span class="_ _1"></span> <span class="_ _a"></span>Kapitałową <span class="_ _4"></span>UNIMOT <span class="_ _a"></span>tworzyła </div><div class="t m0 x1 h2 ycc ff1 fs0 fc1 sc0 ls0 ws0">jednostka <span class="_ _19"> </span>dominująca <span class="_ _17"> </span>UNIMOT <span class="_ _17"> </span>S.A. <span class="_ _19"> </span>oraz <span class="_ _17"> </span>następujące <span class="_ _19"> </span>j<span class="_ _1"></span>ednostki <span class="_ _17"> </span>bezpośrednio <span class="_ _19"> </span>i<span class="_ _1"></span> <span class="_ _19"> </span>poś<span class="_ _1"></span>rednio <span class="_ _19"> </span>zależne, <span class="_ _17"> </span>objęte </div><div class="t m0 x1 h2 ycd ff1 fs0 fc1 sc0 ls0 ws0">konsolidacją: <span class="ff2"> </span></div></div><div class="c x1 yce wa h13"><div class="t m0 xd h2 ycf ff2 fs0 fc5 sc0 ls0 ws0">Nazwa jednostki </div></div><div class="c xe yce wb h13"><div class="t m0 xd h2 ycf ff2 fs0 fc5 sc0 ls0 ws0">Siedziba </div></div><div class="c xf yce wc h13"><div class="t m0 xd h2 yd0 ff1 fs0 fc5 sc0 ls0 ws0">Zakres podstawowej działalności </div><div class="t m0 xd h2 yd1 ff2 fs0 fc5 sc0 ls0 ws0">jednostki </div></div><div class="c x10 yce wd h13"><div class="t m0 xd h2 yd2 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xd h2 yd3 ff2 fs0 fc5 sc0 ls0 ws0">Posiadane </div><div class="t m0 xd h2 ycf ff1 fs0 fc5 sc0 ls0 ws0">udziały <span class="ff2"> </span></div><div class="t m0 xd h2 yd4 ff2 fs0 fc5 sc0 ls0 ws0">i prawa </div><div class="t m0 xd h2 yd5 ff1 fs0 fc5 sc0 ls0 ws0">głosu<span class="ff2"> </span></div><div class="t m0 xd h2 y0 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x11 yce we h13"><div class="t m0 xd h2 yd3 ff2 fs0 fc5 sc0 ls0 ws0">Data </div><div class="t m0 xd h2 ycf ff2 fs0 fc5 sc0 ls0 ws0">uzyskania </div><div class="t m0 xd h2 yd4 ff2 fs0 fc5 sc0 ls0 ws0">kontroli </div></div><div class="c x1 yd6 wa h14"><div class="t m0 xd h2 yd7 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. </div></div><div class="c xe yd6 wb h14"><div class="t m0 xd h2 yd7 ff2 fs0 fc1 sc0 ls0 ws0">Warszawa, </div><div class="t m0 xd h2 yd8 ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c xf yd6 wc h14"><div class="t m0 xd h2 yd7 ff1 fs0 fc1 sc0 ls0 ws0">Kontrolowanie i zarządzanie innymi </div><div class="t m0 xd h2 yd8 ff1 fs0 fc1 sc0 ls0 ws0">spółkami w branży paliwowej i </div><div class="t m0 xd h2 yd9 ff1 fs0 fc1 sc0 ls0 ws0">energetycznej oraz branżach </div><div class="t m0 xd h2 yda ff2 fs0 fc1 sc0 ls0 ws0">pokrewnych, planowanie strategiczne </div><div class="t m0 xd h2 ydb ff2 fs0 fc1 sc0 ls0 ws0">i organizacyjne oraz procesy </div><div class="t m0 xd h2 ydc ff2 fs0 fc1 sc0 ls0 ws0">podejmowania decyzji; Prowadzenie </div><div class="t m0 xd h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">działalności handlowej w ramach </div><div class="t m0 xd h2 yde ff1 fs0 fc1 sc0 ls0 ws0">stacji paliw pod marką AVIA; Obrót </div><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">gazem ziemnym </div></div><div class="c x10 yd6 wd h14"><div class="t m0 xd h2 yd7 ff2 fs0 fc1 sc0 ls0 ws0">nie dotyczy </div></div><div class="c x11 yd6 we h14"><div class="t m0 xd h2 yd7 ff2 fs0 fc1 sc0 ls0 ws0">Jednostka </div><div class="t m0 xd h2 yd8 ff1 fs0 fc1 sc0 ls0 ws0">Dominująca<span class="ff2"> </span></div></div><div class="c x1 ye0 wa h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT SYSTEM Sp. </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">z o.o. </div></div><div class="c xe ye0 wb h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Zawadzkie, </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c xf ye0 wc h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Sprzedaż i dystrybucja paliw </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">gazowych w systemie sieciowym </div></div><div class="c x10 ye0 wd h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 ye0 we h15"><div class="t m0 x12 h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">20.01.2014 </div></div><div class="c x1 ye3 wa h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT PALIWA Sp. </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">z o.o. </div></div><div class="c xe ye3 wb h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Częstochowa,<span class="ff2"> </span></div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c xf ye3 wc h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Sprzedaż hurtowa paliw i produktów </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">pochodnych </div></div><div class="c x10 ye3 wd h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 ye3 we h15"><div class="t m0 x12 h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">16.11.2015 </div></div><div class="c x1 ye4 wa h16"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT ENERGIA I </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">GAZ Sp. z o.o. </div></div><div class="c xe ye4 wb h16"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls0 ws0">Warszawa, </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c xf ye4 wc h16"><div class="t m0 xd h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Obrót energią elektryczną i paliwami </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">gazowymi </div></div><div class="c x10 ye4 wd h16"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 ye4 we h16"><div class="t m0 x12 h2 yde ff2 fs0 fc1 sc0 ls0 ws0">30.12.2015 </div></div><div class="c x1 ye5 wa h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">TRADEA Sp. z o.o. </div></div><div class="c xe ye5 wb h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Częstochowa,<span class="ff2"> </span></div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c xf ye5 wc h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Handel energią elektryczną<span class="ff2"> </span></div></div><div class="c x10 ye5 wd h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 ye5 we h15"><div class="t m0 x12 h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">23.05.2016 </div></div><div class="c x1 ye6 wa h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT UKRAINE </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">LLC<span class="ls0"> </span></div></div><div class="c xe ye6 wb h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Kijów,<span class="ff2"> </span></div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Ukraina </div></div><div class="c xf ye6 wc h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Dystrybucja paliw ciekłych<span class="ff2"> </span></div></div><div class="c x10 ye6 wd h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 ye6 we h15"><div class="t m0 x12 h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">19.04.2018 </div></div><div class="c x1 ye7 wa h17"><div class="t m0 xd h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT ASIA <span class="ls5">LLC</span> </div></div><div class="c xe ye7 wb h17"><div class="t m0 xd h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">Szanghaj, </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Chiny </div></div><div class="c xf ye7 wc h17"><div class="t m0 xd h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">Dystrybucja produktów </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">ropopochodnych </div></div><div class="c x10 ye7 wd h17"><div class="t m0 xd h2 ye8 ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 ye7 we h17"><div class="t m0 x12 h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">04.09.2018 </div></div><div class="c x1 ye9 wa h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT ENERGY </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">LLC<span class="ls0"> </span></div></div><div class="c xe ye9 wb h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Kijów, <span class="ff2"> </span></div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Ukraina </div></div><div class="c xf ye9 wc h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Dystrybucja energii elektrycznej </div></div><div class="c x10 ye9 wd h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 ye9 we h15"><div class="t m0 x12 h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">02.04.2019 </div></div><div class="c x1 yea wa h18"><div class="t m0 xd h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">OPERATOR KLASTRA </div><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls0 ws0">ENERGII Sp. z o.o. </div></div><div class="c xe yea wb h18"><div class="t m0 xd h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Żywiec,<span class="ff2"> </span></div><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c xf yea wc h18"><div class="t m0 xd h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">Planowanie, wytwarzanie i </div><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls0 ws0">koordynacja dystrybucji energii, </div><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">konsulting, działania doradcze<span class="ff2"> </span></div></div><div class="c x10 yea wd h18"><div class="t m0 xd h2 ydd ff2 fs0 fc1 sc0 ls1 ws0">80%<span class="ls0"> </span></div></div><div class="c x11 yea we h18"><div class="t m0 x12 h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">15.02.2021 </div></div><div class="c x1 yeb wa h19"><div class="t m0 xd h2 yec ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT CENTRUM </div><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">USŁUG WSPÓLNYCH<span class="ff2"> </span></div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c xe yeb wb h19"><div class="t m0 xd h2 yec ff2 fs0 fc1 sc0 ls0 ws0">Warszawa, </div><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c xf yeb wc h19"><div class="t m0 xd h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Spółka celowa nieprowadząca </div><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">działalności operacyjnej<span class="ff2"> </span></div></div><div class="c x10 yeb wd h19"><div class="t m0 xd h2 yec ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 yeb we h19"><div class="t m0 x12 h2 yec ff2 fs0 fc1 sc0 ls0 ws0">20.10.2021 </div></div><div class="c x1 yed wa h16"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT B1 Sp. z </div><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls2 ws0">o.o.<span class="ls0"> </span></div></div><div class="c xe yed wb h16"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls0 ws0">Warszawa, </div><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c xf yed wc h16"><div class="t m0 xd h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Spółka celowa nieprowadząca </div><div class="t m0 xd h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">działalności operacyjnej<span class="ff2"> </span></div></div><div class="c x10 yed wd h16"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 yed we h16"><div class="t m0 x12 h2 yde ff2 fs0 fc1 sc0 ls0 ws0">20.10.2021 </div></div><div class="c x1 yee wa h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT SA </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls2 ws0">(U<span class="ls0">NIMOT LTD) </span></div></div><div class="c xe yee wb h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Genewa, </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Szwajcaria </div></div><div class="c xf yee wc h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Dystrybucja paliw ciekłych<span class="ff2"> </span></div></div><div class="c x10 yee wd h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 yee we h15"><div class="t m0 x12 h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">17.05.2022 </div></div><div class="c x1 yef wa h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">ŻYWIEC OZE<span class="ff2">-1 Sp. z </span></div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls2 ws0">o.o.<span class="ls0"> </span></div></div><div class="c xe yef wb h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Żywiec,<span class="ff2">  </span></div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c xf yef wc h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Wytwarzanie energii elektrycznej </div></div><div class="c x10 yef wd h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 yef we h15"><div class="t m0 x12 h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">13.02.2023 </div></div><div class="c x1 yf0 wa h1a"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls0 ws0">OLAVION Sp. z o.o. </div></div><div class="c xe yf0 wb h1a"><div class="t m0 xd h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Gdańsk,<span class="ff2"> </span></div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c xf yf0 wc h1a"><div class="t m0 xd h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Transport kolejowy i usługi </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">spedycyjne </div></div><div class="c x10 yf0 wd h1a"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls1 ws0">90%<span class="ls0"> </span></div></div><div class="c x11 yf0 we h1a"><div class="t m0 x12 h2 yde ff2 fs0 fc1 sc0 ls0 ws0">07.03.2023 </div></div><div class="c x1 yf1 wa h1b"><div class="t m0 xd h2 yf2 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT TERMINALE </div><div class="t m0 xd h2 yf3 ff2 fs0 fc1 sc0 ls0 ws0">Sp. z o.o. </div><div class="t m0 xd h2 yf4 ff2 fs0 fc1 sc0 ls0 ws0">(11.12.2024 r. do </div><div class="t m0 xd h2 yf5 ff1 fs0 fc1 sc0 ls0 ws0">Spółki włączono </div><div class="t m0 xd h2 yf6 ff1 fs0 fc1 sc0 ls0 ws0">Spółę UNIMOT </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Infrastruktura)* </div></div><div class="c xe yf1 wb h1b"><div class="t m0 xd h2 yf2 ff2 fs0 fc1 sc0 ls0 ws0">Czechowice-Dziedzice, </div><div class="t m0 xd h2 yf7 ff2 fs0 fc1 sc0 ls0 ws0">Polska </div><div class="t m0 xd h2 yf8 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xf yf1 wc h1b"><div class="t m0 xd h2 yf2 ff2 fs0 fc1 sc0 ls0 ws0">Magazynowanie i dystrybucja pali<span class="_ _0"></span>w<span class="_ _1"></span> </div></div><div class="c x10 yf1 wd h1b"><div class="t m0 xd h2 yf2 ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 yf1 we h1b"><div class="t m0 x12 h2 yf2 ff2 fs0 fc1 sc0 ls0 ws0">07.04.2023 </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x9 yf9 w9 h1c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x4 h5 y5 ff3 fs2 fc1 sc0 ls0 ws0">8 </div></div><div class="c x1 yfa wa h17"><div class="t m0 xd h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT BITUMEN </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c xe yfa wb h17"><div class="t m0 xd h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">Gdańsk, <span class="ff2"> </span></div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c xf yfa wc h17"><div class="t m0 xd h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">Produkcja asfaltów<span class="ff2"> </span></div></div><div class="c x10 yfa wd h17"><div class="t m0 xd h2 ye8 ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 yfa we h17"><div class="t m0 x12 h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">07.04.2023 </div></div><div class="c x1 yfb wa h16"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls0 ws0">RCEKOENERGIA Sp. </div><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">z o.o. </div></div><div class="c xe yfb wb h16"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls0 ws0">Czechowice-Dziedzice, </div><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c xf yfb wc h16"><div class="t m0 xd h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Wytwarzanie, przesył, dystrybucja </div><div class="t m0 xd h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">oraz obrót mediami energetycznymi<span class="ff2"> </span></div></div><div class="c x10 yfb wd h16"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 yfb we h16"><div class="t m0 x12 h2 yde ff2 fs0 fc1 sc0 ls0 ws0">07.04.2023 </div></div><div class="c x1 yfc wa h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT AVIATION </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Sp. z o.o.  </div></div><div class="c xe yfc wb h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Warszawa, Polska </div></div><div class="c xf yfc wc h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Obrót paliwem lotniczym<span class="ff2"> </span></div></div><div class="c x10 yfc wd h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1 ws0">75%<span class="ls0"> </span></div></div><div class="c x11 yfc we h15"><div class="t m0 x12 h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">28.04.2023 </div></div><div class="c x1 yfd wa h19"><div class="t m0 xd h2 yec ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT </div><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">COMMODITIES  </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c xe yfd wb h19"><div class="t m0 xd h2 yec ff2 fs0 fc1 sc0 ls0 ws0">Katowice, </div><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c xf yfd wc h19"><div class="t m0 xd h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Działalność logistyczno<span class="ff2">-handlowa w </span></div><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">branży surowców energetycznych </div><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">(węgiel)<span class="ff2"> </span></div></div><div class="c x10 yfd wd h19"><div class="t m0 xd h2 yec ff2 fs0 fc1 sc0 ls1 ws0">80%<span class="ls0"> </span></div></div><div class="c x11 yfd we h19"><div class="t m0 x13 h2 yec ff2 fs0 fc1 sc0 ls0 ws0">4.07.2023 </div></div><div class="c x1 yfe wa h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT AVIATION </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">SERVICES Sp. z <span class="ls2">o.o.</span> </div></div><div class="c xe yfe wb h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Warszawa, Polska </div></div><div class="c xf yfe wc h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Działalność usługowa wspomagająca </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">transport lotniczy </div></div><div class="c x10 yfe wd h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1 ws0">75%<span class="ls0"> </span></div></div><div class="c x11 yfe we h15"><div class="t m0 x12 h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">20.07.2023 </div></div><div class="c x1 yff wa h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">MOT LLC </div></div><div class="c xe yff wb h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Kijów, Ukraina<span class="ff2"> </span></div></div><div class="c xf yff wc h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Budowa i użytkowanie obiektów </div><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">przemysłowych<span class="ff2"> </span></div></div><div class="c x10 yff wd h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">74,6 </div></div><div class="c x11 yff we h15"><div class="t m0 x12 h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">16.02.2024 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y100 ff2 fs0 fc1 sc0 ls0 ws0">* <span class="_ _17"> </span><span class="ff1">W <span class="_ _f"> </span>Sprawozdaniu <span class="_ _17"> </span>Zrównoważonego <span class="_ _17"> </span>R<span class="_ _1"></span>ozwoju <span class="_ _17"> </span>Grupa <span class="_ _f"> </span>UNIMOT <span class="_ _17"> </span>nawiązuje <span class="_ _17"> </span>do <span class="_ _f"> </span>działalności <span class="_ _17"> </span>spółki <span class="_ _17"> </span>UNIMOT </span></div><div class="t m0 x1 h2 y101 ff1 fs0 fc1 sc0 ls0 ws0">Infrastruktura, <span class="_ _c"> </span>która <span class="_ _c"> </span>11 <span class="_ _c"> </span>grudnia <span class="_ _c"> </span>2024 <span class="_ _c"> </span>r. <span class="_ _9"> </span>została <span class="_ _c"> </span>połączona <span class="_ _c"> </span>ze <span class="_ _c"> </span>spółką <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>Te<span class="_ _1"></span>rminale <span class="_ _c"> </span>i <span class="_ _c"> </span>od <span class="_ _c"> </span>tego <span class="_ _c"> </span>mome<span class="_ _1"></span>ntu </div><div class="t m0 x1 h2 y102 ff1 fs0 fc1 sc0 ls0 ws0">funkcjonuje <span class="_ _5"> </span>pod <span class="_ _4"> </span>jej <span class="_ _5"> </span>nazwą. <span class="_ _5"> </span>Ponieważ <span class="_ _5"> </span>jednak <span class="_ _4"></span>przez <span class="_ _5"> </span>większą <span class="_ _4"> </span>c<span class="_ _1"></span>zęść<span class="_ _1"></span> <span class="_ _4"></span>raportowanego <span class="_ _5"> </span>okresu <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>Infrastruktura </div><div class="t m0 x1 h2 y103 ff1 fs0 fc1 sc0 ls0 ws0">(Jasło, Polska, <span class="_ _8"></span>data<span class="_ _1"></span> prz<span class="_ _0"></span>ejęcia kontroli: 07.04.2023 r.) funkcjo<span class="_ _8"></span>no<span class="_ _1"></span>wała<span class="ff2"> </span>jako odrębny p<span class="_ _0"></span>odmiot, jej działalność została <span class="_ _8"></span>w </div><div class="t m0 x1 h2 y104 ff1 fs0 fc1 sc0 ls0 ws0">Sprawozdaniu  opisana  oddzielnie  w  stosownych  mie<span class="_ _1"></span>jscach.  Takie  pod<span class="_ _0"></span>ejście  pozwala  na  pełniejs<span class="_ _1"></span>z<span class="_ _1"></span><span class="ff2">e  i  bardziej </span></div><div class="t m0 x1 h2 y105 ff1 fs0 fc1 sc0 ls0 ws0">przejrzyste przedstawienie wyników oraz działań Spółki w okresie objętym <span class="ff2">Raportem. </span></div><div class="t m2 x1 h1d y106 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-1. <span class="ff1">Struktura Grupy UNIMOT uwzględniająca spółki objęte konsolidacją</span> <span class="ff1">na dzień 31.12.2024 r. i na dzień </span></div><div class="t m2 x1 h1d y107 ff2 fs5 fc1 sc0 ls0 ws0">zatwierdzenia do publikacji Sprawozdania<span class="_ _0"></span>.  </div><div class="t m0 x1 h2 y108 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _1"></span>z <span class="_ _1"></span>ESRS <span class="_ _6"></span>1, <span class="_ _1"></span>9.1 <span class="_ _6"></span>„Włączenie<span class="_ _1"></span> <span class="_ _1"></span>przez <span class="_ _1"></span>odniesienie”, <span class="_ _1"></span>Grupa <span class="_ _1"></span>zdec<span class="_ _1"></span>ydowała <span class="_ _1"></span>się <span class="_ _1"></span>włączyć <span class="_ _6"></span>do <span class="_ _1"></span>Sprawozdania <span class="_ _1"></span>info<span class="_ _1"></span>rmacje </div><div class="t m0 x1 h2 y109 ff1 fs0 fc1 sc0 ls0 ws0">przez odniesienie i każdorazowo wskazuje miejsce zamieszczenia tego typ<span class="_ _8"></span>u<span class="_ _1"></span> wymaganych informacji.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y10a ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>poniższej <span class="_ _8"></span>tabeli <span class="_ _8"></span>zaprezentowano <span class="_ _8"></span>miejsca <span class="_ _8"></span>w <span class="_ _8"></span>Sprawozdaniu, <span class="_ _8"></span>w <span class="_ _8"></span>których <span class="_ _8"></span>Gru<span class="_ _1"></span>pa <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>zastosow<span class="_ _1"></span>ała <span class="_ _7"></span>„włączenie <span class="_ _8"></span>przez </div><div class="t m0 x1 h2 y10b ff1 fs0 fc1 sc0 ls0 ws0">odniesienie”.<span class="ff2"> </span></div></div><div class="c x1 y10c wf h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Podrozdział w Sprawozdaniu<span class="ff2">/ Temat </span></div></div><div class="c xf y10c w10 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">ESRS </div></div><div class="c x14 y10c w11 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Dokument, do którego odniesiono<span class="ff2"> </span></div></div><div class="c x1 y10d wf h1f"><div class="t m0 xb h2 y10e ff1 fs0 fc1 sc0 ls0 ws0">1.2./ <span class="_ _e"> </span>Szcze<span class="_ _1"></span>gółowe <span class="_ _e"> </span>informacje <span class="_ _d"> </span>prezentujące </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">doświadczenie <span class="_ _1a"> </span>oraz <span class="_ _1a"> </span>kompetencje <span class="_ _1a"> </span>o<span class="_ _0"></span>sób </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">zarządzających i nadzorujących<span class="ff2"> </span></div></div><div class="c xf y10d w10 h1f"><div class="t m0 xb h2 y10e ff2 fs0 fc1 sc0 ls6 ws0">GOV<span class="ls0">-1 </span></div></div><div class="c x14 y10d w11 h1f"><div class="t m0 xb h2 y10e ff1 fs0 fc1 sc0 ls0 ws0">Sprawozdanie <span class="_ _19"> </span>z <span class="_ _17"> </span>działalności <span class="_ _19"> </span>Zarządu <span class="_ _19"> </span>Grupy<span class="_ _1"></span> </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT i UNIMOT S.A. za 2024 r. </div></div><div class="c x1 y10f wf h19"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">1.3.2.  /  Czynnik<span class="_ _0"></span>i  mające  wpływ  na <span class="_ _9"> </span>wyniki </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">finansowe <span class="_ _9"> </span>i <span class="_ _9"> </span>operacyjne  oraz <span class="_ _c"> </span>kome<span class="_ _1"></span>ntarz <span class="_ _9"> </span>do </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">wyników<span class="ff2"> </span></div></div><div class="c xf y10f w10 h19"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x14 y10f w11 h19"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Sprawozdanie <span class="_ _19"> </span>z <span class="_ _17"> </span>działalności <span class="_ _19"> </span>Zarządu <span class="_ _19"> </span>Grupy<span class="_ _1"></span> </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT i UNIMOT S.A. za 2024 r. </div></div><div class="c x1 y110 wf h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">1.2. <span class="_ _f"> </span>/ <span class="_ _10"> </span><span class="ff1">Szczegółowe <span class="_ _f"> </span>informacje <span class="_ _f"> </span>dotyczące </span></div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">wynagrodzenia <span class="_ _b"> </span>c<span class="_ _1"></span>złonków <span class="_ _c"> </span>Rady <span class="_ _b"> </span>Nadzorczej <span class="_ _c"> </span>i </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Zarządu<span class="ff2"> </span></div></div><div class="c xf y110 w10 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls6 ws0">GOV<span class="ls0">-<span class="ls1">3 </span> </span></div><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">E-1 </div></div><div class="c x14 y110 w11 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">Sprawozdanie <span class="_ _1b"> </span>Rady <span class="_ _1b"> </span>Nadzorczej <span class="_ _1c"> </span>o </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">wynagrodzeniach <span class="_ _9"> </span>Zarządu  i <span class="_ _9"> </span>Rady <span class="_ _9"> </span>Nadzorczej </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Spółki za 2024 r.<span class="ff2"> </span></div></div><div class="c x1 y111 wf h19"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">3.1.4/ <span class="_ _1d"> </span>Szczegółowe <span class="_ _1d"> </span>informacje <span class="_ _1d"> </span>dotyczące </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">wynagrodzenia <span class="_ _b"> </span>c<span class="_ _1"></span>złonków <span class="_ _c"> </span>Rady <span class="_ _b"> </span>Nadzorczej <span class="_ _c"> </span>i </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Zarządu<span class="ff2"> </span></div></div><div class="c xf y111 w10 h19"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-<span class="ls1">10</span> </span></div></div><div class="c x14 y111 w11 h19"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">Sprawozdanie <span class="_ _1b"> </span>Rady <span class="_ _1b"> </span>Nadzorczej <span class="_ _1c"> </span>o </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">wynagrodzeniach <span class="_ _9"> </span>Zarządu  i <span class="_ _9"> </span>Rady <span class="_ _9"> </span>Nadzorczej </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Spółki za 2024 r.<span class="ff2"> </span></div></div><div class="c x1 y112 wf h20"><div class="t m0 xb h2 ydc ff2 fs0 fc1 sc0 ls0 ws0">2.1.6./ Taksonomia Unii Europejskiej </div></div><div class="c xf y112 w10 h20"><div class="t m0 xb h2 ydc ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x14 y112 w11 h20"><div class="t m0 xb h2 ydc ff2 fs0 fc1 sc0 ls0 ws0">Skonsolidowane <span class="_ _1e"> </span>Sprawozdanie <span class="_ _14"> </span>Finansow<span class="_ _1"></span>e </div><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _c"> </span>Kapitałowej <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>z<span class="_ _1"></span>a <span class="_ _c"> </span>rok <span class="_ _c"> </span>obrotowy </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">zakończony <span class="_ _4"></span>31 <span class="_ _5"> </span>grudnia <span class="_ _5"> </span>2024 <span class="_ _4"> </span>ro<span class="_ _1"></span>ku, <span class="_ _4"></span>część <span class="_ _5"> </span>4.2. </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Koszty według rodzaju<span class="ff2"> </span></div></div><div class="c x1 y113 wf h21"><div class="t m0 xb h2 y114 ff2 fs0 fc1 sc0 ls0 ws0">2.1.6./ Taksonomia Unii Europejskiej </div></div><div class="c xf y113 w10 h21"><div class="t m0 xb h2 y114 ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x14 y113 w11 h21"><div class="t m0 xb h2 y114 ff2 fs0 fc1 sc0 ls0 ws0">Skonsolidowane <span class="_ _1e"> </span>Sprawozdanie <span class="_ _14"> </span>Finansow<span class="_ _1"></span>e </div><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _c"> </span>Kapitałowej <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>z<span class="_ _1"></span>a <span class="_ _c"> </span>rok <span class="_ _c"> </span>obrotowy </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">zakończony <span class="_ _4"></span>31 <span class="_ _5"> </span>grudnia <span class="_ _5"> </span>2024 <span class="_ _4"> </span>ro<span class="_ _1"></span>ku, <span class="_ _5"> </span>część <span class="_ _5"> </span>3.2. </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Sprawozdanie <span class="_ _1d"> </span>z <span class="_ _1f"> </span>całkowitych <span class="_ _1d"> </span>docho<span class="_ _1"></span>dów <span class="_ _1d"> </span>w </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">podziale na segmenty operacyjne </div></div><div class="c x1 y116 wf h22"><div class="t m0 xb h2 yf4 ff2 fs0 fc1 sc0 ls0 ws0">2.1.6./ Taksonomia Unii Europejskiej </div></div><div class="c xf y116 w10 h22"><div class="t m0 xb h2 yf4 ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x14 y116 w11 h22"><div class="t m0 xb h2 yf4 ff2 fs0 fc1 sc0 ls0 ws0">Skonsolidowane Sprawozdanie Finansowe </div><div class="t m0 xb h2 yf5 ff1 fs0 fc1 sc0 ls0 ws0">Grupy Kapitałowej UNIMOT za rok obrotowy </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">zakończony 31 grudnia 2024 roku, część <span class="ff2">4.1. </span></div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Przychody ze sprzedaży<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x9 y117 w7 h23" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x4 h5 y5 ff3 fs2 fc1 sc0 ls0 ws0">9 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela  1-<span class="ff1">2.  Miejs<span class="_ _1"></span>ca  w  S<span class="_ _1"></span>prawozdaniu  oraz  tematy,  w  kt<span class="_ _1"></span>órych  Grupa  UNIMOT <span class="_ _e"> </span>zastosowała <span class="_ _e"> </span>„włączenie <span class="_ _e"> </span>przez </span></div><div class="t m2 x1 h1d y118 ff1 fs5 fc1 sc0 ls0 ws0">odniesienie”.<span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT nie przekazuje informacji doty<span class="_ _0"></span>czących własności intelektualnej, know<span class="_ _1"></span><span class="ff2">-</span>how lub efektów innowacji. <span class="ff2"> </span></div><div class="t m0 x1 h2 y11a ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>Sprawozdaniu <span class="_ _8"></span>Grupa skorzystała <span class="_ _8"></span>ze zwolnienia <span class="_ _8"></span>przysługującego na <span class="_ _8"></span>mocy art. <span class="_ _8"></span>19a <span class="_ _8"></span>us<span class="_ _1"></span>t. <span class="_ _8"></span>3 i <span class="_ _8"></span>art. 29a <span class="_ _8"></span>ust. 3 <span class="_ _8"></span>dyrektywy </div><div class="t m0 x1 h2 y11b ff2 fs0 fc1 sc0 ls0 ws0">2013/34/UE) <span class="ff1">zgodnie z art. 63x ust. 7 Ustawy o Rachunkowości.</span> </div><div class="t m0 x1 h2 y11c ff1 fs0 fc1 sc0 ls0 ws0">Szczegóły <span class="_ _a"></span>dotyczące <span class="_ _a"></span>preze<span class="_ _1"></span>ntowanego <span class="_ _a"></span>zakresu <span class="_ _a"></span>danych <span class="_ _a"></span>w <span class="_ _4"></span>łańcuchu <span class="_ _a"></span>w<span class="_ _1"></span>artości, <span class="_ _a"></span>ich <span class="_ _a"></span>źródeł <span class="_ _4"></span>i <span class="_ _a"></span>wpływu, <span class="_ _a"></span>s<span class="_ _1"></span>ą <span class="_ _a"></span>każdorazowo </div><div class="t m0 x1 h2 y11d ff1 fs0 fc1 sc0 ls0 ws0">określone <span class="_ _c"> </span>przy <span class="_ _b"> </span>poszczególnyc<span class="_ _1"></span>h <span class="_ _c"> </span>wskaźnikach. <span class="_ _b"> </span>W<span class="_ _1"></span> <span class="_ _b"> </span>pr<span class="_ _1"></span>zypadku<span class="_ _1"></span><span class="ff2">, <span class="_ _c"> </span></span>gdy <span class="_ _b"> </span>dane<span class="_ _1"></span> <span class="_ _c"> </span>nie <span class="_ _b"> </span>b<span class="_ _1"></span>yły <span class="_ _c"> </span>dostępne, <span class="_ _c"> </span>zastosowano <span class="_ _c"> </span>metod<span class="_ _0"></span>ę </div><div class="t m0 x1 h2 y11e ff1 fs0 fc1 sc0 ls0 ws0">szacunkową<span class="ff2"> <span class="_ _a"></span></span>bądź <span class="_ _a"></span>oparto <span class="_ _a"></span>dane <span class="_ _a"></span>na <span class="_ _a"></span>źródłach <span class="_ _4"></span>pośrednich <span class="_ _a"></span>(np. <span class="_ _a"></span>deklaracjach <span class="_ _a"></span>partnerów)<span class="_ _6"></span><span class="ff2 ls2">. <span class="_ _a"></span><span class="ls0">Informacje <span class="_ _a"></span>na <span class="_ _a"></span>ten <span class="_ _a"></span></span></span>temat <span class="_ _a"></span>są </div><div class="t m0 x1 h2 y11f ff1 fs0 fc1 sc0 ls0 ws0">ujawniane <span class="_ _4"></span>wraz <span class="_ _4"></span>z <span class="_ _5"> </span>poszczególnymi <span class="_ _4"></span>zakresami <span class="_ _4"></span>tematycznymi <span class="_ _5"> </span>ESRS. <span class="_ _5"> </span>Grupa <span class="_ _4"> </span>UNIMOT <span class="_ _5"> </span>dołoży <span class="_ _4"> </span>w<span class="_ _1"></span>szelkich <span class="_ _4"></span>starań, <span class="_ _4"></span>by <span class="_ _4"> </span>w<span class="_ _1"></span> </div><div class="t m0 x1 h2 y120 ff1 fs0 fc1 sc0 ls0 ws0">kolejnych <span class="_ _c"> </span>Sprawozdaniach <span class="_ _b"> </span>opie<span class="_ _1"></span>rać <span class="_ _b"> </span>prezento<span class="_ _1"></span>wane <span class="_ _b"> </span>dane <span class="_ _c"> </span>o <span class="_ _c"> </span>bezpośrednie <span class="_ _c"> </span>źródła. <span class="_ _c"> </span>Za <span class="_ _c"> </span>każdym <span class="_ _c"> </span>razem,<span class="_ _1"></span><span class="ff2"> <span class="_ _b"> </span>gdy <span class="_ _c"> </span>dane <span class="_ _c"> </span>w </span></div><div class="t m0 x1 h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">Sprawozdaniu <span class="_ _7"></span>opierają <span class="_ _8"></span>się <span class="_ _7"></span>na<span class="_ _1"></span> <span class="_ _7"></span>szacunkach <span class="_ _8"></span>lub <span class="_ _7"></span>pośre<span class="_ _1"></span>dnich <span class="_ _7"></span>źródłach, <span class="_ _8"></span>Grupa <span class="_ _8"></span>ujawnia <span class="_ _7"></span>taką <span class="_ _8"></span>informację<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span><span class="ff1">wraz <span class="_ _8"></span>z <span class="_ _7"></span>metodologią </span></span></div><div class="t m0 x1 h2 y122 ff1 fs0 fc1 sc0 ls0 ws0">przybliżeń i ewentualnych osądów zastosowanych w pomiarze. <span class="ff2"> </span></div><div class="t m0 x1 h2 y123 ff2 fs0 fc1 sc0 ls0 ws0">Dokument jest pierwszym Sprawozdaniem <span class="ff1">Grupy UNIMOT s<span class="_ _1"></span>porządzon</span><span class="ls5">ym</span> <span class="ff1">w oparciu o standardy ESRS i w<span class="_ _1"></span> związku z </span></div><div class="t m0 x1 h2 y124 ff1 fs0 fc1 sc0 ls0 ws0">tym <span class="_ _1"></span>Grupa <span class="_ _1"></span>nie <span class="_ _6"></span>zgłasza <span class="_ _6"></span>żadnych <span class="_ _1"></span>zmian <span class="_ _1"></span>w <span class="_ _6"></span>sposobie <span class="_ _1"></span>pr<span class="_ _1"></span>zygotowania <span class="_ _1"></span>lub <span class="_ _1"></span>prezentacji <span class="_ _a"></span><span class="ff2">danych <span class="_ _6"></span></span>zrównoważon<span class="ff2">ego <span class="_ _6"></span>rozwoju </span></div><div class="t m0 x1 h2 y125 ff1 fs0 fc1 sc0 ls0 ws0">ani błędów z poprzednich okresów.<span class="ff2">  </span></div><div class="t m0 x1 h2 y126 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _1"></span>przyjęła <span class="_ _6"></span>rok <span class="_ _6"></span>2024 <span class="_ _6"></span>jako <span class="_ _a"></span>rok <span class="_ _1"></span>bazowy <span class="_ _6"></span>dla <span class="_ _6"></span>ujawniania <span class="_ _6"></span>informacji <span class="_ _6"></span>dotyczących <span class="_ _6"></span>zrównoważonego <span class="_ _6"></span>rozwoju<span class="_ _1"></span><span class="ff2">. <span class="_ _6"></span>Z <span class="_ _6"></span>tego </span></div><div class="t m0 x1 h2 y127 ff1 fs0 fc1 sc0 ls0 ws0">względu, <span class="_ _8"></span>jak również <span class="_ _8"></span>biorąc pod <span class="_ _8"></span>uwagę fakt, <span class="_ _8"></span>że rok <span class="_ _8"></span>2024 jest <span class="_ _8"></span>pierwszym, w <span class="_ _8"></span>którym Grup<span class="_ _0"></span>a UNIMOT <span class="_ _8"></span>jest zobowiązana<span class="_ _0"></span> </div><div class="t m0 x1 h2 y28 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _c"> </span>prezentacji <span class="_ _c"> </span>danych <span class="_ _c"> </span>zrównoważonego <span class="_ _c"> </span>rozwo<span class="_ _1"></span>ju<span class="ff2">. <span class="_ _c"> </span>Grupa <span class="_ _c"> </span></span>nie <span class="_ _c"> </span>ujawnia <span class="_ _c"> </span>w <span class="_ _c"> </span>Do<span class="_ _1"></span>kumencie <span class="_ _c"> </span>danych <span class="_ _c"> </span>porównawczych <span class="_ _c"> </span>z </div><div class="t m0 x1 h2 y128 ff2 fs0 fc1 sc0 ls0 ws0">poprzednich lat. </div><div class="t m0 x1 h2 yb1 ff1 fs0 fc1 sc0 ls0 ws0">Sprawozdanie <span class="_ _6"></span>zos<span class="_ _1"></span>tało <span class="_ _6"></span>poddane <span class="_ _a"></span>weryfikacji <span class="_ _6"></span>zew<span class="_ _1"></span>nętrznej. <span class="_ _a"></span><span class="ff2">Atestacja <span class="_ _a"></span></span>została <span class="_ _a"></span>przeprowadzona <span class="_ _6"></span>przez <span class="_ _a"></span>firmę <span class="_ _a"></span>audytorską<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yb2 ff2 fs0 fc1 sc0 ls0 ws0">Forvis <span class="_ _1"></span>Mazars <span class="_ _1"></span>Au<span class="_ _1"></span>dyt <span class="_ _1"></span>Sp. <span class="_ _1"></span>z <span class="_ _6"></span>o.o.<span class="_ _1"></span> <span class="_ _1"></span><span class="ff1">zgodnie <span class="_ _6"></span>z <span class="_ _1"></span>Krajowym <span class="_ _1"></span>Stan<span class="_ _1"></span>dardem <span class="_ _1"></span>Usług <span class="_ _6"></span>Atestacyjnych <span class="_ _1"></span>3000 <span class="_ _6"></span>Usługi <span class="_ _1"></span>atestacyjne <span class="_ _6"></span>inne </span></div><div class="t m0 x1 h2 y129 ff1 fs0 fc1 sc0 ls0 ws0">niż <span class="_ _b"> </span>badania <span class="_ _b"> </span>lub <span class="_ _c"> </span>przegląd <span class="_ _b"> </span>historycznych <span class="_ _c"> </span>informacji <span class="_ _b"> </span>finansowych<span class="ff2"> <span class="_ _c"> </span>(KSUA <span class="_ _b"> </span>3000)<span class="_ _1"></span> <span class="_ _b"> </span>oraz <span class="_ _b"> </span></span>Krajowym <span class="_ _b"> </span>S<span class="_ _1"></span>tandardem <span class="_ _5"> </span>Us<span class="_ _1"></span>ług </div><div class="t m0 x1 h2 y12a ff1 fs0 fc1 sc0 ls0 ws0">Atestacyjnych 3002 <span class="_ _0"></span>Usługa <span class="_ _0"></span>atestacyjna d<span class="_ _0"></span>ająca ograniczoną <span class="_ _8"></span>p<span class="_ _1"></span>ewność w z<span class="_ _0"></span>akresie spra<span class="_ _8"></span>w<span class="_ _1"></span>ozdawczości <span class="_ _0"></span>zrównoważonego </div><div class="t m0 x1 h2 y12b ff2 fs0 fc1 sc0 ls0 ws0">rozwoju. </div><div class="t m0 xa hf y12c ff2 fs1 fc7 sc0 ls0 ws0">1.2.<span class="ff5"> <span class="_ _8"></span><span class="ff2">Struktura <span class="ff1">zarządzania ze szc<span class="_ _0"></span>zególnym uwzglę<span class="_ _0"></span>dnieniem roli zrównowa<span class="_ _8"></span>żonego rozwoju<span class="ff2">  </span></span></span></span></div><div class="t m0 x1 h2 y12d ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y12e w8 h24"><div class="t m0 xb h2 y12f ff2 fs0 fc5 sc0 ls6 ws0">GOV<span class="ls0">-1 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y130 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y131 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>niniejsze<span class="_ _1"></span>j <span class="_ _8"></span>części Sp<span class="_ _0"></span>rawozdania <span class="_ _8"></span>Grupa p<span class="_ _0"></span>rezentuje <span class="_ _0"></span>informacje <span class="_ _8"></span>dotyczące organów <span class="_ _8"></span>spółki <span class="_ _8"></span>UNIMOT S.A. <span class="_ _8"></span>ponieważ <span class="_ _8"></span>jest </div><div class="t m0 x1 h2 y132 ff1 fs0 fc1 sc0 ls0 ws0">to <span class="_ _1"></span>spółka<span class="ff2">-</span>matka <span class="_ _1"></span>konso<span class="_ _1"></span>lidująca <span class="_ _1"></span>Grupę<span class="ff2"> <span class="_ _1"></span>UNIMOT<span class="_ _1"></span></span>, <span class="_ _1"></span>a <span class="_ _1"></span>jej <span class="_ _1"></span>o<span class="_ _1"></span>rgany <span class="_ _1"></span>zarządzające <span class="_ _1"></span>mają <span class="_ _6"></span>determinujący <span class="_ _1"></span>w<span class="_ _1"></span>pływ <span class="_ _1"></span>na <span class="_ _1"></span>strategię <span class="_ _1"></span>i </div><div class="t m0 x1 h2 y133 ff1 fs0 fc1 sc0 ls0 ws0">funkcjonowanie Grupy, również w zakresie zrównoważonego rozwoju.<span class="ff2"> </span></div><div class="t m0 x1 h2 y134 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y135 ff1 fs0 fc5 sc0 ls0 ws0">Zarząd UNIMOT S.A.<span class="ff2"> </span></div><div class="t m0 x1 h2 ybe ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y136 ff1 fs0 fc1 sc0 ls0 ws0">Ogólne  z<span class="_ _0"></span>asady  działania <span class="_ _9"> </span>Zarządu  Spółki <span class="_ _9"> </span>określa  Statut <span class="_ _9"> </span>S<span class="_ _1"></span>półki. <span class="_ _9"> </span>Szczegółowy  tryb  dz<span class="_ _0"></span>iałania <span class="_ _e"> </span>Zarządu  oraz <span class="_ _9"> </span>opis </div><div class="t m0 x1 h2 y137 ff1 fs0 fc1 sc0 ls0 ws0">kompetencji określa Regulamin Zarządu, a także Regulamin Organizacyjny <span class="_ _8"></span>S<span class="_ _1"></span>półki.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y138 ff1 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _b"> </span>zakres<span class="_ _1"></span>u <span class="_ _b"> </span>działania <span class="_ _b"> </span>Zarz<span class="_ _1"></span>ądu <span class="_ _b"> </span>należy <span class="_ _c"> </span>kierowanie <span class="_ _b"> </span>c<span class="_ _1"></span>ałokształtem <span class="_ _b"> </span>działalności <span class="_ _c"> </span>Spółki <span class="_ _b"> </span>zgodnie <span class="_ _c"> </span>z <span class="_ _b"> </span>pr<span class="_ _1"></span>zyjętą <span class="_ _b"> </span>Strategią, </div><div class="t m0 x1 h2 y139 ff1 fs0 fc1 sc0 ls0 ws0">reprezentowanie jej na zewnątrz oraz g<span class="_ _0"></span>ospodarowanie jej majątkiem.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y13a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y13b ff1 fs0 fc1 sc0 ls0 ws0">Od początku 2024 roku Zarząd UNIMOT S.A. dz<span class="_ _0"></span>iała w następującym 5<span class="ff2">-</span>oso<span class="_ _1"></span>bowym składzie: <span class="ff2"> </span></div><div class="t m0 xa h11 y13c ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Adam Sikorski - <span class="ff1">Prezes Zarządu </span> </span></span></div><div class="t m0 xa h11 y13d ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Robert Brzozowski <span class="ff1">–</span> <span class="ff1">Wiceprezes Zarządu ds. Handlowych</span> </span></span></div><div class="t m0 xa h11 y13e ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Filip Kuropatwa <span class="ff1">–</span> <span class="ff1">Wiceprezes Zarząd<span class="_ _8"></span>u<span class="_ _1"></span> ds. Finansowych<span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y13f ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Aneta Szczesna-Kowalska <span class="ff1">–</span> <span class="ff1">Wiceprezes Zarządu ds. HR</span> </span></span></div><div class="t m0 xa h11 y140 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Michał Hojowski –<span class="ff2"> </span>Wiceprezes Zarządu ds. Transformacji Energetycznej<span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x1 y141 w12 h25" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">10<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>okresie sprawozda<span class="_ _0"></span>wczym <span class="_ _8"></span>ni<span class="_ _1"></span>e wystąp<span class="_ _0"></span>iły zmia<span class="_ _8"></span>ny<span class="_ _1"></span> <span class="_ _0"></span>w <span class="_ _0"></span>składzie Zarząd<span class="_ _0"></span>u. W całym <span class="_ _8"></span>okres<span class="_ _1"></span>ie <span class="_ _8"></span>raportowania, 20% <span class="_ _8"></span>członków </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">Zarządu <span class="_ _a"></span>Spółki <span class="_ _a"></span>s<span class="_ _1"></span>tanowiły <span class="_ _a"></span>kobiety. <span class="_ _a"></span><span class="ff2">Cztere<span class="_ _1"></span>ch <span class="_ _a"></span></span>członków <span class="_ _a"></span><span class="ff2"> <span class="_ _4"></span></span>Zarządu <span class="_ _a"></span>należ<span class="ff2">y <span class="_ _a"></span>do <span class="_ _4"></span>grupy <span class="_ _a"></span>wiekowej <span class="_ _4"></span>w <span class="_ _a"></span>przedziale <span class="_ _4"></span>30-50 <span class="_ _a"></span>lat<span class="ls9">, </span></span></div><div class="t m0 x1 h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">jedna osoba <span class="ff1">do grupy wiekowej powyżej 50 lat. </span> </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">Zarząd <span class="_ _b"> </span>jes<span class="_ _1"></span>t <span class="_ _b"> </span>organem <span class="_ _c"> </span>wykonawczym <span class="_ _c"> </span>i <span class="_ _c"> </span>taki <span class="_ _b"> </span>status<span class="_ _1"></span> <span class="_ _b"> </span>posiadają <span class="_ _c"> </span>wszyscy <span class="_ _c"> </span>jego <span class="_ _c"> </span>członkowie. <span class="_ _9"> </span><span class="ff2 lsa">W <span class="_ _b"> </span><span class="ls0">Z</span></span>arządzie <span class="_ _c"> </span>nie <span class="_ _c"> </span>zasiada </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">reprezentant pracowników i innych osób świadczących pra<span class="_ _8"></span>c<span class="_ _1"></span>ę, jak również niezależni członkowie.<span class="ff2"> </span></div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">Informacje <span class="_ _8"></span>na temat <span class="_ _8"></span>różnorodnośc<span class="_ _1"></span>i <span class="_ _8"></span>Zarządu <span class="_ _8"></span>zostały p<span class="_ _0"></span>rzedstawione w <span class="_ _8"></span>częś<span class="_ _1"></span>ci <span class="_ _8"></span><span class="ff2">3.1.3.<span class="_ _1"></span> <span class="_ _8"></span><span class="ff1">Sprawozdania <span class="_ _8"></span>(wskaźnik <span class="_ _0"></span>ESRS <span class="_ _8"></span>S1<span class="_ _1"></span><span class="ff2">-</span></span></span></div><div class="t m0 x1 h2 y146 ff2 fs0 fc1 sc0 ls0 ws0">9). </div><div class="t m0 x1 h2 y147 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">Członek Zarząd<span class="_ _8"></span>u informuje Zarząd <span class="_ _8"></span>o każdym konflik<span class="_ _0"></span>cie interesów w <span class="_ _8"></span>związku z <span class="_ _0"></span>pełnioną funk<span class="_ _0"></span>cją lub <span class="_ _8"></span>o możliwości jego </div><div class="t m0 x1 h2 y149 ff1 fs0 fc1 sc0 ls0 ws0">powstania <span class="_ _1"></span>oraz <span class="_ _1"></span>powstrzymuje <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>od z<span class="_ _1"></span>abierania <span class="_ _1"></span>głosu <span class="_ _1"></span>w <span class="_ _1"></span>dyskus<span class="_ _1"></span>ji i<span class="_ _1"></span> <span class="_ _1"></span>od <span class="_ _6"></span>głosowania <span class="_ _1"></span>nad <span class="_ _1"></span>uch<span class="_ _1"></span>wałą <span class="_ _1"></span>w <span class="_ _1"></span>sprawie, <span class="_ _1"></span>w <span class="_ _1"></span>której </div><div class="t m0 x1 h2 y14a ff1 fs0 fc1 sc0 ls0 ws0">zaistniał konf<span class="_ _1"></span>likt interes<span class="_ _1"></span>ów. W<span class="_ _1"></span> przypadkach <span class="_ _1"></span>zaistnienia <span class="_ _1"></span>konfliktu <span class="_ _1"></span>interesów <span class="_ _1"></span>Członek <span class="_ _1"></span>Zarządu S<span class="_ _1"></span>półki zobligowany <span class="_ _1"></span>jest </div><div class="t m0 x1 h2 y14b ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _c"> </span>d<span class="_ _1"></span>ziałania <span class="_ _9"> </span>zgodnie <span class="_ _9"> </span>z <span class="_ _c"> </span>Re<span class="_ _1"></span>gulaminem <span class="_ _9"> </span>identyfikacji, <span class="_ _c"> </span>z<span class="_ _1"></span>arządzania <span class="_ _9"> </span>i <span class="_ _9"> </span>zapobiegania <span class="_ _c"> </span>Konflikto<span class="_ _1"></span>m <span class="_ _c"> </span>Inte<span class="_ _1"></span>resów<span class="_ _1"></span><span class="ff2"> <span class="_ _9"> </span></span>Członków </div><div class="t m0 x1 h2 y14c ff1 fs0 fc1 sc0 ls0 ws0">Organów Spółki UNIMOT S.<span class="_ _1"></span>A. przyjętym uchwałą nr 27 <span class="_ _1"></span>Zwyczajnego Walnego Zg<span class="_ _1"></span>romadzenia U<span class="_ _1"></span><span class="ff2">NIMOT S.A. <span class="_ _1"></span>z dnia 2<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y14d ff1 fs0 fc1 sc0 ls0 ws0">czerwca <span class="_ _1"></span>2016 <span class="_ _6"></span>roku, <span class="_ _1"></span>zmieniony <span class="_ _6"></span>uchwałą <span class="_ _1"></span>nr <span class="_ _6"></span>23 <span class="_ _1"></span>Zwyczajnego <span class="_ _6"></span>Walnego <span class="_ _6"></span>Zgromadzenia <span class="_ _1"></span>U<span class="_ _1"></span><span class="ff2">NIMOT <span class="_ _6"></span>S.A. <span class="_ _1"></span>z <span class="_ _6"></span>dnia <span class="_ _1"></span>3 <span class="_ _6"></span>czerwca </span></div><div class="t m0 x1 h2 y14e ff1 fs0 fc1 sc0 ls0 ws0">2020 <span class="_ _21"> </span>roku, <span class="_ _21"> </span>którego <span class="_ _21"> </span>treść <span class="_ _21"> </span>dostępna <span class="_ _21"> </span>jest <span class="_ _21"> </span>na <span class="_ _21"> </span>stronie <span class="_ _21"> </span>internetowej <span class="_ _21"> </span>Spółki: <span class="_ _21"> </span><span class="ff2 fc9">https://www.unimot.pl/wp<span class="_ _1"></span>-</span></div><div class="t m0 x1 h2 y14f ff2 fs0 fc9 sc0 ls0 ws0">content/uploads/2020/06/regulamin-konflikt-interesow-2.pdf<span class="fc1">  </span></div><div class="t m0 x1 h2 y150 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y151 ff1 fs0 fc1 sc0 ls0 ws0">Szczegółowe <span class="_ _4"></span>życiorysy <span class="_ _a"></span>zawodo<span class="_ _1"></span>we <span class="_ _4"></span>poszczególnych <span class="_ _4"></span>członków <span class="_ _a"></span>Zarządu<span class="_ _1"></span>, <span class="_ _4"></span>w <span class="_ _4"></span>tym <span class="_ _4"></span>również <span class="_ _4"></span>informacje <span class="_ _4"></span>o <span class="_ _4"></span>doświadczeniu </div><div class="t m0 x1 h2 y152 ff1 fs0 fc1 sc0 ls0 ws0">związanym <span class="_ _6"></span>z <span class="_ _a"></span>sektorami, <span class="_ _a"></span>produktami <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _6"></span>usł<span class="_ _1"></span>ugami,<span class="ff2"> <span class="_ _a"></span></span>znajdują <span class="_ _6"></span>się <span class="_ _a"></span>w <span class="_ _a"></span>Oświadczeniu <span class="_ _6"></span>Zarządu <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>S.A. <span class="_ _a"></span>o <span class="_ _6"></span>stosow<span class="_ _1"></span>aniu<span class="_ _8"></span> </div><div class="t m0 x1 h2 y153 ff1 fs0 fc1 sc0 ls0 ws0">zasad ładu korporacyjnego 2024 r.<span class="ff2">, opublikowanym w tej samej dacie, co Sprawozdanie. </span></div><div class="t m0 x1 h2 y154 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y155 ff1 fs0 fc5 sc0 ls0 ws0">Podział obowiązków członków Zarząd<span class="_ _0"></span>u<span class="ff2"> </span></div><div class="t m0 x1 h2 y156 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y157 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _19"> </span>poniższej <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>zaprezentow<span class="_ _1"></span>ano <span class="_ _19"> </span>podział <span class="_ _19"> </span>ról <span class="_ _19"> </span>oraz <span class="_ _19"> </span>wy<span class="_ _1"></span>nikających <span class="_ _19"> </span>z <span class="_ _19"> </span>nich <span class="_ _19"> </span>obow<span class="_ _1"></span>iązków <span class="_ _19"> </span>i <span class="_ _19"> </span>odpowiedzialności </div><div class="t m0 x1 h2 y158 ff1 fs0 fc1 sc0 ls0 ws0">poszczególnych <span class="_ _e"> </span>członków  Zarządu<span class="ff2"> <span class="_ _e"> </span></span>w <span class="_ _e"> </span>zakresie <span class="_ _e"> </span>nadzoru  nad <span class="_ _e"> </span>wpływami, <span class="_ _e"> </span>ryzykami  i <span class="_ _e"> </span>szans<span class="_ _1"></span>ami  w <span class="_ _e"> </span>wydzielonych </div><div class="t m0 x1 h2 y159 ff2 fs0 fc1 sc0 ls0 ws0">zagadnieniach. </div><div class="t m0 x1 h2 y15a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y15b ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y15c w13 h26"><div class="t m0 xb h2 y15d ff2 fs0 fc1 sc0 ls0 ws0">Adam Sikorski </div><div class="t m0 xb h2 y15e ff1 fs0 fc1 sc0 ls0 ws0">Prezes Zarządu<span class="ff2"> </span></div><div class="t m0 xb h2 y15f ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 y15c w14 h26"><div class="t m0 x17 h11 y15d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Nadzór nad pracami Zarządu<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y15e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zrównoważony Rozwój (ESG)<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y15f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zarządzanie ryzykiem<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y160 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Relacje Inwestorskie </span></span></div><div class="t m0 x17 h11 y161 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Obszar prawny GK </span></span></div><div class="t m0 x17 h11 y162 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Audyt w<span class="ff1">ewnętrzny</span> </span></span></div><div class="t m0 x17 h11 y163 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Komunikacja </span></span></div><div class="t m0 x17 h11 y164 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Ochrona informacji niejawnych; </span></span></div><div class="t m0 x17 h11 y165 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Relacje z a<span class="ff1">dministracją </span>p<span class="ff1">ubliczną;</span> </span></span></div><div class="t m0 x17 h11 y166 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Ochrona danych </span></span></div><div class="t m0 x17 h11 y167 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Nadzór <span class="_ _e"> </span>nad <span class="_ _d"> </span>spółkami: <span class="_ _e"> </span>U<span class="_ _1"></span><span class="ff2">NIMOT <span class="_ _d"> </span>Ukraine <span class="_ _e"> </span>LLC, <span class="_ _d"> </span>UNIMOT <span class="_ _d"> </span>Asia <span class="_ _e"> </span>LLC,<span class="_ _1"></span> </span></span></span></div><div class="t m0 x18 h2 y168 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _7"></span>Energy <span class="_ _7"></span>LLC, <span class="_ _7"></span>UNIMOT <span class="_ _8"></span>System <span class="_ _7"></span>s<span class="_ _1"></span>p. <span class="_ _7"></span>z <span class="_ _7"></span>o.o., <span class="_ _7"></span>UNIMOT <span class="_ _7"></span>Co<span class="_ _1"></span>mmodities </div><div class="t m0 x18 h2 y169 ff2 fs0 fc1 sc0 ls0 ws0">sp. z o.o., UNIMOT Aviation sp. z o.o. </div></div><div class="c x1 y16a w13 h27"><div class="t m0 xb h2 y16b ff2 fs0 fc1 sc0 ls0 ws0">Robert Brzozowski  </div><div class="t m0 xb h2 y16c ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu <span class="ff2"> </span></div><div class="t m0 xb h2 y16d ff2 fs0 fc1 sc0 ls0 ws0">ds. Handlowych </div></div><div class="c x16 y16a w14 h27"><div class="t m0 x17 h11 y16b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Sprzedaż<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y16c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Nadzór nad spółkami: UNIMOT Paliwa Sp. z o.o.,<span class="ff2"> </span></span></span></div><div class="t m0 x18 h2 y16d ff2 fs0 fc1 sc0 ls0 ws0">Olavion sp. z o.o., UNIMOT S.A. (UNIMOT Ltd, Genewa) </div></div><div class="c x1 y16e w13 h28"><div class="t m0 xb h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">Filip Kuropatwa </div><div class="t m0 xb h2 y170 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu <span class="ff2"> </span></div><div class="t m0 xb h2 ydc ff2 fs0 fc1 sc0 ls0 ws0">ds. Finansowych </div><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 y16e w14 h28"><div class="t m0 x17 h11 y16f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Finanse i księgowość<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y170 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rachunkowość i <span class="ff2">s</span>prawozdawczość<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 ydc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1 lsb">IT<span class="ls0"> </span></span></span></div><div class="t m0 x17 h11 yec ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Kontroling </span></span></div><div class="t m0 x17 h11 ye1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Optymalizacja m<span class="ff1">arż i </span>ryzyka finansowego </span></span></div><div class="t m0 x17 h11 ye2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Nadzór nad spółką U<span class="ff2">NIMOT </span>Centrum Usług Wspólnych sp. z o.o.<span class="ff2"> </span></span></span></div></div><div class="c x1 y171 w13 h19"><div class="t m0 xb h2 yf5 ff2 fs0 fc1 sc0 ls0 ws0">Aneta Szczesna-Kowalska </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu ds. HR<span class="ff2"> </span></div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 y171 w14 h19"><div class="t m0 x17 h11 yf5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zarządzanie zasobami ludzkimi<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 ye1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Bezpieczeństwo i <span class="ff2">higiena pracy </span></span></span></div><div class="t m0 x17 h11 ye2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zarządzanie flotą samochodową<span class="ff2"> </span></span></span></div></div><span class="d m1" style="border-style:none;position:absolute;left:827.240000px;bottom:1147.260000px;width:113.030000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1122.280000px;width:245.120000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x9 y172 w15 h29" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">11<span class="ls0"> </span></div></div><div class="c x16 y173 w14 h1e"><div class="t m0 x17 h11 ye2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Administracja </span></span></div></div><div class="c x1 y174 w13 h2a"><div class="t m0 xb h2 y175 ff1 fs0 fc1 sc0 ls0 ws0">Michał Hojowski <span class="ff2"> </span></div><div class="t m0 xb h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu <span class="ff2"> </span></div><div class="t m0 xb h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">ds. Transformacji </div><div class="t m0 xb h2 ydc ff2 fs0 fc1 sc0 ls0 ws0">Energetycznej </div><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 y174 w14 h2a"><div class="t m0 x17 h11 y175 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Marketing </span></span></div><div class="t m0 x17 h11 y16f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Transformacja energetyczna <span class="ff1">–</span> rynek OZE </span></span></div><div class="t m0 x17 h11 y170 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Stacje AVIA </span></span></div><div class="t m0 x17 h11 ydc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Relacje z Klientami </span></span></div><div class="t m0 x17 h11 yec ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Nadzór <span class="_ _1f"> </span>na<span class="_ _1"></span>d <span class="_ _22"> </span>spółkami: <span class="_ _22"> </span>Tradea <span class="_ _22"> </span>sp. <span class="_ _22"> </span>z <span class="_ _22"> </span>o<span class="_ _1"></span>.o., <span class="_ _22"> </span>U<span class="_ _1"></span><span class="ff2">NIMOT <span class="_ _22"> </span>Energia  </span></span></span></div><div class="t m0 x18 h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">i Gaz sp. z o.o., Operator Klastra <span class="_ _0"></span>Energii sp. z o.o. </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y8b w13 h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 y8b w14 h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y176 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-3<span class="ff1">. Podział obowiązków i odp<span class="_ _8"></span>o<span class="_ _1"></span>wiedzialności członków Zarządu UNIMOT S.A.<span class="ff2"> </span></span></div><div class="t m2 x1 h1d y177 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y178 ff1 fs0 fc1 sc0 ls0 ws0">Poszczególni <span class="_ _a"></span>członkowie <span class="_ _a"></span>Zarządu <span class="_ _a"></span>są <span class="_ _a"></span>ró<span class="_ _1"></span>wnież <span class="_ _a"></span>odpowiedzialni <span class="_ _a"></span>za <span class="_ _a"></span>polityki <span class="_ _a"></span>funkc<span class="_ _1"></span>jonujące <span class="_ _a"></span>w <span class="_ _a"></span>podległych <span class="_ _a"></span>im <span class="_ _a"></span>kwes<span class="_ _1"></span>tiach, </div><div class="t m0 x1 h2 y179 ff1 fs0 fc1 sc0 ls0 ws0">wyznaczanie celów oraz monitorowanie postępów w ich realiz<span class="_ _0"></span>acji. <span class="ff2"> </span></div><div class="t m0 x1 h2 y17a ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y17b w8 h2c"><div class="t m0 xb h2 y17c ff2 fs0 fc5 sc0 ls6 ws0">GOV<span class="ls0">-2 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y17d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y17e ff1 fs0 fc1 sc0 ls0 ws0">Kwestie <span class="_ _8"></span>zrównoważonego <span class="_ _0"></span>rozwoju <span class="_ _8"></span>i <span class="_ _8"></span>zarządzania <span class="_ _8"></span>wpływem są <span class="_ _7"></span>zintegrowane ze <span class="_ _7"></span>Strategią <span class="_ _8"></span>Grupy <span class="_ _0"></span>UNIMOT <span class="_ _8"></span>na <span class="_ _8"></span>lat<span class="_ _1"></span>a <span class="_ _8"></span>2024<span class="_ _1"></span><span class="ff2">-</span></div><div class="t m0 x1 h2 y17f ff1 fs0 fc1 sc0 ls0 ws0">2028. <span class="_ _d"> </span>Tematy <span class="_ _d"> </span>z <span class="_ _d"> </span>zakresu <span class="_ _d"> </span>zrówno<span class="_ _1"></span>ważonego <span class="_ _e"> </span>rozwo<span class="_ _1"></span>ju <span class="_ _e"> </span>s<span class="_ _1"></span>ą <span class="_ _d"> </span>zatem <span class="_ _d"> </span>adresowane <span class="_ _d"> </span>łącznie <span class="_ _d"> </span>z <span class="_ _d"> </span>pozostałymi <span class="_ _d"> </span>kwestiami </div><div class="t m0 x1 h2 y180 ff1 fs0 fc1 sc0 ls0 ws0">strategicznymi oraz <span class="_ _1"></span>przy <span class="_ _1"></span>użyciu tych <span class="_ _1"></span>samych <span class="_ _1"></span>kanałó<span class="_ _1"></span>w, tj. <span class="_ _1"></span>po<span class="_ _1"></span>przez bieżącą <span class="_ _1"></span>analizę i<span class="_ _1"></span> spotk<span class="_ _1"></span>ania tematyczne <span class="_ _1"></span>(cykliczne </div><div class="t m0 x1 h2 y181 ff1 fs0 fc1 sc0 ls0 ws0">jak <span class="_ _c"> </span>Busine<span class="_ _1"></span>ss <span class="_ _c"> </span>Review <span class="_ _9"> </span>i <span class="_ _c"> </span>dedykowane <span class="_ _9"> </span>konkretnym <span class="_ _c"> </span>zagadnieniom, <span class="_ _9"> </span>np. <span class="_ _c"> </span>analizie <span class="_ _9"> </span>istotności <span class="_ _9"> </span>finansowej), <span class="_ _c"> </span>posiedzenia </div><div class="t m0 x1 h2 y182 ff1 fs0 fc1 sc0 ls0 ws0">Zarządu, przeglądy projektów i rejestru ryzyka<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y183 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y184 ff1 fs0 fc1 sc0 ls0 ws0">Zarząd nadzoruje <span class="_ _1"></span>ww. <span class="_ _1"></span>zagadnienia w <span class="_ _1"></span>kontekście <span class="_ _1"></span>realizacji celów <span class="_ _6"></span><span class="ff2">strategicznych <span class="_ _1"></span></span>i w<span class="_ _1"></span>ymaga od <span class="_ _1"></span>pracowników<span class="_ _1"></span><span class="ff2">, zgodnie </span></div><div class="t m0 x1 h2 y185 ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _6"></span>obsz<span class="_ _1"></span>arem <span class="_ _6"></span>działalności,<span class="_ _1"></span><span class="ff2"> <span class="_ _a"></span></span>bieżącego <span class="_ _a"></span>informowania <span class="_ _a"></span>o <span class="_ _a"></span>istotnych <span class="_ _a"></span>wpływach, <span class="_ _6"></span>ry<span class="_ _1"></span>zykach <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _6"></span>szansach,<span class="_ _1"></span> <span class="_ _6"></span>wdrażaniu <span class="_ _a"></span>procedur </div><div class="t m0 x1 h2 y186 ff1 fs0 fc1 sc0 ls0 ws0">należytej staranności oraz raportowania wyników działań<span class="ff2">. </span></div><div class="t m0 x1 h2 y187 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y188 ff2 fs0 fc1 sc0 lsa ws0">W <span class="ff1 ls0">raportowanym ok<span class="_ _0"></span>resie Zarząd adresował m.in. poniższe tematy<span class="ff2"> ESG </span>w swoim zakresie<span class="_ _1"></span> dzia<span class="_ _0"></span>łalności: <span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 xa h11 y189 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przyjęcie <span class="_ _a"></span>Strategii <span class="_ _4"></span><span class="ff2">Grupy <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>na <span class="_ _4"></span>lata <span class="_ _a"></span>2024-</span>2028,<span class="_ _1"></span> <span class="_ _a"></span>w <span class="_ _4"></span>której <span class="_ _a"></span>zintegrowano <span class="_ _4"></span>obszar <span class="_ _4"></span>ESG <span class="_ _a"></span>z<span class="_ _1"></span> <span class="_ _a"></span>działalnością </span></span></div><div class="t m0 xc h2 y18a ff1 fs0 fc1 sc0 ls0 ws0">Grupy Kapitałowej;<span class="ff2"> </span></div><div class="t m0 xa h11 y18b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przyjęcie do stosowania Procedury Zarządzania Zrównoważonym Rozwojem i Raportowania <span class="_ _0"></span>danych ESG<span class="_ _1"></span><span class="ff2">; </span></span></span></div><div class="t m0 xa h11 y12d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przyjęcie do stosowania bądź aktua<span class="_ _0"></span>lizacja polityk i procedur w obszarach ESG: <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xc h2 y18c ff2 fs0 fc1 sc0 ls0 ws0">- <span class="_ _4"></span><span class="ff1">aktualizacja <span class="_ _5"> </span>Procedury <span class="_ _5"> </span>dokonywania <span class="_ _4"> </span>z<span class="_ _1"></span>głoszeń <span class="_ _5"> </span>naruszeń <span class="_ _4"> </span>prawa <span class="_ _5"> </span>i <span class="_ _5"> </span>podejmowania <span class="_ _5"> </span>działań <span class="_ _5"> </span>następczych <span class="_ _5"> </span>w </span></div><div class="t m0 xc h2 y18d ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. (Uchwała nr 02/08/2024 Zarządu UNIMOT S.A. z dnia <span class="_ _8"></span>5<span class="_ _1"></span> sierpnia 2024 r.);<span class="ff2"> </span></div><div class="t m0 xc h2 y18e ff2 fs0 fc1 sc0 ls0 ws0">- Polityka <span class="ff1">Poszanowania Praw Człowieka w Grupie Kapita<span class="_ _0"></span>łowej UNIMOT (Uchwała Zarządu UNIMOT S.A. nr </span></div><div class="t m0 xc h2 y18f ff2 fs0 fc1 sc0 ls0 ws0">2/12/2024 z dnia 3 grudnia 2024 r.); </div><div class="t m0 xc h2 y190 ff2 fs0 fc1 sc0 ls0 ws0">- <span class="_ _a"></span>Polityk<span class="ff1">a <span class="_ _6"></span>R<span class="_ _1"></span>óżnorodności <span class="_ _a"></span>w <span class="_ _a"></span>Grupie <span class="_ _a"></span>Kapitałowej <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>(Uchwała <span class="_ _6"></span>Zarządu <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>S.A. <span class="_ _a"></span>nr <span class="_ _a"></span>5/12/2024 <span class="_ _a"></span>z </span></div><div class="t m0 xc h2 y191 ff2 fs0 fc1 sc0 ls0 ws0">dnia 16 grudnia 2024 r.); </div><div class="t m0 xc h2 y192 ff2 fs0 fc1 sc0 ls0 ws0">- <span class="_ _5"> </span><span class="ff1">Polityka <span class="_ _5"> </span>Równo<span class="_ _1"></span>wagi <span class="_ _4"> </span>i <span class="_ _b"> </span>Reintegracji <span class="_ _5"> </span>w <span class="_ _5"> </span>Grupie <span class="_ _5"> </span>K<span class="_ _1"></span>apitałowej <span class="_ _5"> </span>UNIMOT<span class="_ _1"></span></span> <span class="_ _5"> </span>(<span class="ff1">Uch<span class="_ _1"></span>wała <span class="_ _5"> </span>Zarządu <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>S.A.<span class="_ _1"></span> <span class="_ _5"> </span>nr </span></div><div class="t m0 xc h2 y193 ff2 fs0 fc1 sc0 ls0 ws0">6/12/2024 z dnia 20 grudnia 2024 r.); </div><div class="t m0 xc h2 y194 ff2 fs0 fc1 sc0 ls0 ws0">- <span class="_ _1"></span><span class="ff1">Polityka <span class="_ _6"></span>Zaangażowania <span class="_ _1"></span>Społ<span class="_ _1"></span>ecznego <span class="_ _1"></span>w <span class="_ _6"></span>Grupie <span class="_ _1"></span>K<span class="_ _1"></span>apitałowej <span class="_ _1"></span>UNIMOT<span class="_ _1"></span></span> <span class="_ _1"></span>(<span class="_ _1"></span><span class="ff1">Uchwała <span class="_ _1"></span>Zarządu <span class="_ _1"></span>U<span class="_ _1"></span>NIMOT <span class="_ _1"></span>S.A. <span class="_ _6"></span>nr </span></div><div class="t m0 xc h2 y195 ff2 fs0 fc1 sc0 ls0 ws0">4/12/2024 z dnia 6 grudnia 2024 r.). </div><div class="t m0 xa h11 y196 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">analiza rynku finansowego pod ką<span class="_ _8"></span>te<span class="_ _1"></span>m zielonego finansowania;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y197 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wprowadzanie do koszyka nowych, niskoemisyjnych produktów;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y198 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dialog z partnerami biznesowymi w zakresie realizacji <span class="_ _8"></span>w<span class="_ _1"></span>spólnych celów klimatycznych; <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y199 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zarządzanie <span class="_ _d"> </span>ryzykiem<span class="ff2">, <span class="_ _d"> </span>w <span class="_ _d"> </span>tym <span class="_ _d"> </span>ryzykiem<span class="_ _1"></span> <span class="_ _d"> </span>ESG, <span class="_ _d"> </span>wprowadzenie <span class="_ _d"> </span>do <span class="_ _d"> </span>stosowania <span class="_ _d"> </span>Polityki <span class="_ _d"> </span>oraz <span class="_ _d"> </span>Proce<span class="_ _1"></span>dury </span></span></span></div><div class="t m0 xc h2 y19a ff1 fs0 fc1 sc0 ls0 ws0">Zarządzania <span class="_ _6"></span>Ryzykiem <span class="_ _6"></span>(<span class="_ _1"></span>załącznik <span class="_ _6"></span>nr <span class="_ _6"></span>do <span class="_ _a"></span>uchwały <span class="_ _6"></span>zar<span class="_ _1"></span>ządu <span class="_ _6"></span>U<span class="_ _1"></span><span class="ff2">NIMOT <span class="_ _6"></span>S.A.<span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _6"></span>nr<span class="_ _1"></span> <span class="_ _6"></span>04/10/2024 <span class="_ _6"></span>z <span class="_ _a"></span>dnia <span class="_ _6"></span>07.10.2024 </span></div><div class="t m0 xc h2 y19b ff2 fs0 fc1 sc0 ls0 ws0">r.).; </div><div class="t m0 xa h11 y19c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">panel dialog<span class="_ _0"></span>owy <span class="ff1">–</span> <span class="ff1">sesja dla <span class="_ _8"></span>In<span class="_ _1"></span>teresariuszy w <span class="_ _8"></span>r<span class="_ _1"></span>amach badania p<span class="_ _0"></span>odwójnej istotności<span class="_ _1"></span><span class="ff2"> </span>wraz <span class="_ _8"></span>z<span class="_ _1"></span> analizą <span class="_ _8"></span>wyników<span class="_ _1"></span><span class="ff2">. </span></span></span></span></div><div class="t m0 x1 h2 y19d ff1 fs0 fc1 sc0 ls0 ws0">Zarząd podczas swoich posiedzeń w 2024 r., omówił <span class="ff2">m. in. </span>następujące zagadnienia w obszarze ESG: <span class="ff2"> </span></div><div class="t m0 xa h11 y19e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">założenia <span class="_ _a"></span>Strategii <span class="_ _a"></span>na <span class="_ _a"></span>lata <span class="_ _a"></span>20<span class="_ _1"></span>24<span class="ff2">-</span>2028 <span class="_ _a"></span>wraz <span class="_ _a"></span>z <span class="_ _a"></span>uw<span class="_ _1"></span>zględnieniem <span class="_ _a"></span>zobowiązań, <span class="_ _a"></span>kierunków <span class="_ _a"></span>i <span class="_ _4"></span>celów <span class="_ _a"></span>w <span class="_ _a"></span>zakresie </span></span></div><div class="t m0 xc h2 y19f ff2 fs0 fc1 sc0 ls0 ws0">ESG; </div><div class="t m0 xa h11 y1a0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">analiza <span class="ff1">podwójnej istotności i zagadnienia <span class="_ _8"></span>o<span class="_ _1"></span> najwyższym priorytecie ustalonym przez Interesariusz<span class="_ _1"></span><span class="ff2 ls5">y;<span class="ls0"> </span></span></span></span></span></div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x9 y1a1 w15 h2d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">12<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ślad węglowy –<span class="ff2"> metodyka badania zgodna z GHG Protocol;  </span></span></span></div><div class="t m0 xa h11 y118 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">środowisko <span class="_ _10"> </span>regulacyjne, <span class="_ _10"> </span>dynamikę <span class="_ _f"> </span>zmian <span class="_ _10"> </span>i <span class="_ _10"> </span>podejmowane <span class="_ _10"> </span>działania <span class="_ _f"> </span>dostos<span class="_ _1"></span>owujące <span class="_ _f"> </span>do <span class="_ _10"> </span>wymogów </span></span></div><div class="t m0 xc h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">raportowania niefinansowego;  </div><div class="t m0 xa h11 y1a2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">zagadnienia taksonomiczne; </span></span></div><div class="t m0 xa h11 y1a3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zakres raportowania i założenia do <span class="_ _0"></span>Sprawozdania.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y1a4 ff2 fs0 fc5 sc0 ls0 ws0">Rada Nadzorcza UNIMOT S.A. </div><div class="t m0 x1 h2 y1a5 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1a6 w8 h24"><div class="t m0 xb h2 y12f ff2 fs0 fc5 sc0 ls6 ws0">GOV<span class="ls0">-1 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a7 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1a8 ff2 fs0 fc1 sc0 ls0 ws0">Rada  <span class="ff1">Na<span class="_ _0"></span>dzorcza  pełni <span class="_ _9"> </span>stały  nadzór <span class="_ _9"> </span>nad  działalnością <span class="_ _9"> </span>Spół<span class="_ _1"></span>ki. <span class="_ _9"> </span>Jej  kompetencje  obejmuj<span class="_ _0"></span>ą <span class="_ _9"> </span>m.in.  powoływanie  i </span></div><div class="t m0 x1 h2 y1a9 ff1 fs0 fc1 sc0 ls0 ws0">odwoływanie członków<span class="_ _1"></span> Zarządu, ocenę sprawozdań finans<span class="_ _1"></span>owych, wybór <span class="_ _1"></span>biegłego rewidenta oraz <span class="_ _1"></span>przedstawianie na </div><div class="t m0 x1 h2 y1aa ff1 fs0 fc1 sc0 ls0 ws0">Zwyczajnym <span class="_ _9"> </span>Walnym  Zg<span class="_ _0"></span>romadzeniu <span class="_ _9"> </span>zwięzłej  oceny <span class="_ _9"> </span>sytuac<span class="_ _1"></span>ji <span class="_ _9"> </span>Spółki,  z <span class="_ _c"> </span>uw<span class="_ _1"></span>zględnieniem <span class="_ _9"> </span>oceny  systemu <span class="_ _9"> </span>kontroli </div><div class="t m0 x1 h2 y1ab ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznej i systemu zarządzania ryzykiem.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1ac ff1 fs0 fc1 sc0 ls0 ws0">Szczegółowe <span class="_ _7"></span>informacje<span class="_ _1"></span> <span class="_ _7"></span>prezentujące <span class="_ _7"></span>dośw<span class="_ _1"></span>iadczenie <span class="_ _7"></span>oraz <span class="_ _7"></span>kompetenc<span class="_ _1"></span>je <span class="_ _7"></span>osób <span class="_ _7"></span>zarządzających <span class="_ _7"></span>i <span class="_ _8"></span>nadzorujących <span class="_ _8"></span>znajdują </div><div class="t m0 x1 h2 y1ad ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _5"> </span>w <span class="_ _b"> </span>Sprawozdaniu <span class="_ _5"> </span>z <span class="_ _5"> </span>działalnoś<span class="_ _1"></span>ci <span class="_ _5"> </span>Zarządu <span class="_ _5"> </span>Gru<span class="_ _1"></span>py <span class="_ _5"> </span>Kapitałowej <span class="_ _5"> </span>za <span class="_ _5"> </span>2024<span class="_ _1"></span> <span class="_ _5"> </span>rok <span class="_ _5"> </span>oraz <span class="_ _5"> </span>na<span class="_ _1"></span> <span class="_ _5"> </span>stronie<span class="_ _1"></span> <span class="_ _5"> </span>internetowej <span class="_ _5"> </span>Spółki<span class="_ _1"></span><span class="ff2">: </span></div><div class="t m0 x1 h2 y1ae ff2 fs0 fc1 sc0 ls0 ws0">https://www.unimot.pl/relacje-inwestorskie/raporty-i-strategia/raporty-okresowe. </div><div class="t m0 x1 h2 y1af ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1b0 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 <span class="_ _8"></span>ro<span class="_ _1"></span>ku <span class="_ _0"></span>nastąpiły <span class="_ _0"></span>zmiany w <span class="_ _8"></span>R<span class="_ _1"></span>adzie <span class="_ _8"></span>Nadzorczej UNIMOT S.A. <span class="_ _8"></span>Rezygnację<span class="_ _1"></span><span class="ff2"> </span>złożyło <span class="_ _8"></span><span class="ff2">trzec<span class="_ _1"></span>h <span class="_ _8"></span>je<span class="_ _1"></span>j <span class="ff1">członków <span class="_ _8"></span><span class="ff2">- <span class="ff1">Bogusław </span></span></span></span></div><div class="t m0 x1 h2 y1b1 ff1 fs0 fc1 sc0 ls0 ws0">Satława, <span class="_ _7"></span>który <span class="_ _8"></span>pełni <span class="_ _7"></span>funkc<span class="_ _1"></span>ję <span class="_ _7"></span>wiceprzewodniczące<span class="_ _1"></span><span class="ff2 lsc">go<span class="ls0"> <span class="_ _7"></span>R<span class="_ _1"></span>ady <span class="_ _7"></span>Nadzorczej, <span class="_ _7"></span>Isaac <span class="_ _8"></span>Queruba <span class="_ _7"></span>oraz <span class="_ _8"></span>Ryszard <span class="_ _7"></span>Budzik. <span class="_ _8"></span>Re<span class="_ _1"></span>zygnacje </span></span></div><div class="t m0 x1 h2 y1b2 ff2 fs0 fc1 sc0 ls0 ws0">z<span class="ff1">ostały <span class="_ _5"> </span>uargumentowane <span class="_ _5"> </span>powodami <span class="_ _5"> </span>os<span class="_ _1"></span>obistymi <span class="_ _4"> </span>i<span class="_ _1"></span> <span class="_ _5"> </span>zostały <span class="_ _5"> </span>zło<span class="_ _1"></span>żone <span class="_ _5"> </span>ze <span class="_ _5"> </span>skutkiem <span class="_ _5"> </span>na <span class="_ _b"> </span>17 <span class="_ _5"> </span>czerw<span class="_ _1"></span>ca <span class="_ _5"> </span>2024 <span class="_ _5"> </span>roku.<span class="_ _6"></span></span> <span class="_ _5"> </span>Walne </div><div class="t m0 x1 h2 y1b3 ff2 fs0 fc1 sc0 ls0 ws0">Zgromadzenie <span class="_ _1"></span>Akcjonariuszy <span class="_ _6"></span><span class="ff1">powołało <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>ich <span class="_ _1"></span>miejs<span class="_ _1"></span>ce <span class="_ _1"></span>Panią <span class="_ _6"></span>Magdalenę <span class="_ _1"></span>Katarzynę <span class="_ _6"></span>Sikorską, <span class="_ _1"></span>Pana <span class="_ _6"></span>Yiannisa <span class="_ _6"></span>Petrallisa </span></div><div class="t m0 x1 h2 y1b4 ff1 fs0 fc1 sc0 ls0 ws0">oraz Pana Czesława Władysława Sadk<span class="_ _0"></span>owskiego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y1b5 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1b6 ff2 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _7"></span>31 <span class="_ _8"></span><span class="ff1">gru<span class="_ _1"></span>dnia <span class="_ _7"></span>2024 <span class="_ _8"></span>roku <span class="_ _8"></span>oraz na<span class="_ _0"></span> <span class="_ _8"></span>dzień <span class="_ _7"></span>z<span class="_ _1"></span>atwierdzenia <span class="_ _7"></span>do <span class="_ _0"></span>publikacji <span class="_ _7"></span>niniejs<span class="_ _1"></span>zego <span class="_ _7"></span>Sprawozdania <span class="_ _8"></span>Rada <span class="_ _8"></span>Nadzorcza <span class="_ _8"></span>działała </span></div><div class="t m0 x1 h2 y1b7 ff1 fs0 fc1 sc0 ls0 ws0">w następującym składzie: <span class="ff2"> </span></div><div class="t m0 x1 h2 y1b8 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x19 h11 y1b9 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Andreas Golombek -<span class="_ _1"></span> <span class="ff1">Przewodniczący Rady Na<span class="_ _1"></span>dzorczej</span>- <span class="ff1">s<span class="_ _1"></span>pełnia kryteria niezależnoś<span class="_ _1"></span>ci określone w<span class="_ _1"></span> Ustawie z </span></span></span></div><div class="t m0 x1a h2 y1ba ff1 fs0 fc1 sc0 ls0 ws0">dnia <span class="_ _8"></span>11 maja 2017 <span class="_ _8"></span>r. o <span class="_ _8"></span>biegłyc<span class="_ _1"></span>h <span class="_ _0"></span>rewidentach, firmach <span class="_ _8"></span>audytors<span class="_ _1"></span>kich <span class="_ _8"></span>oraz nadzorze <span class="_ _8"></span>pu<span class="_ _1"></span>blicznym <span class="_ _8"></span>oraz określone </div><div class="t m0 x1a h2 y1bb ff2 fs0 fc1 sc0 ls0 ws0">w statucie UNIMOT S.A., </div><div class="t m0 x19 h11 y1bc ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Magd<span class="_ _0"></span>alena Katarzyna Sikorska - <span class="ff1">Członek Rady Nadzorczej,</span> </span></span></div><div class="t m0 x19 h11 y1bd ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Piotr Cieślak <span class="_ _0"></span><span class="ff2">- <span class="ff1">Członek Rady Nadzorczej,</span> </span></span></span></div><div class="t m0 x19 h11 y1be ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Yiannis Petrall<span class="_ _8"></span>is<span class="_ _1"></span> - <span class="ff1">Członek Rady Nadzorczej,</span> </span></span></div><div class="t m0 x19 h11 y1bf ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Piotr Prusak<span class="_ _0"></span>iewicz - <span class="ff1">Członek Rady Nadzorczej –</span> <span class="ff1">spełnia kryteria niezależności określone w Ustawie z dnia 11 </span></span></span></div><div class="t m0 x1a h2 y1c0 ff1 fs0 fc1 sc0 ls0 ws0">maja <span class="_ _4"> </span>2017 <span class="_ _b"> </span>r. <span class="_ _5"> </span>o <span class="_ _b"> </span>biegłych <span class="_ _5"> </span>rewidentach, <span class="_ _5"> </span>firmach <span class="_ _b"> </span>audytorskich <span class="_ _5"> </span>oraz <span class="_ _5"> </span>nadzorze <span class="_ _5"> </span>publicznym <span class="_ _5"> </span>or<span class="_ _1"></span>az <span class="_ _4"> </span>okre<span class="_ _1"></span>ślone <span class="_ _5"> </span>w </div><div class="t m0 x1a h2 y1c1 ff2 fs0 fc1 sc0 ls0 ws0">statucie UNIMOT S.A., </div><div class="t m0 x19 h11 y1c2 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Czesław Władysław Sadkowski <span class="ff2">- </span>Członek Rady Nadz<span class="_ _0"></span>orczej,<span class="ff2"> </span></span></span></div><div class="t m0 x19 h11 y1c3 ff2 fs0 fc5 sc0 ls1 ws0">7.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Lidia <span class="_ _8"></span>Banach-Hoheke<span class="_ _1"></span>r <span class="_ _8"></span>- <span class="ff1">Członek <span class="_ _8"></span>Ra<span class="_ _1"></span>dy <span class="_ _8"></span>Na<span class="_ _1"></span>dzorczej –<span class="ff2"> <span class="_ _8"></span><span class="ff1">spełnia kryteria <span class="_ _8"></span>niezależno<span class="_ _1"></span>ści <span class="_ _0"></span>określone w <span class="_ _8"></span>Ustawie z <span class="_ _8"></span>dnia </span></span></span></span></span></div><div class="t m0 x1a h2 y1c4 ff1 fs0 fc1 sc0 ls0 ws0">11 <span class="_ _1"></span>maja <span class="_ _1"></span>2017<span class="_ _1"></span> <span class="_ _1"></span>r.<span class="_ _1"></span> <span class="_ _1"></span>o <span class="_ _6"></span>biegłych <span class="_ _1"></span>rewidentach, <span class="_ _6"></span>firmach <span class="_ _1"></span>audytors<span class="_ _1"></span>kich <span class="_ _1"></span>oraz <span class="_ _1"></span>nadzorze <span class="_ _6"></span>publicznym <span class="_ _6"></span>oraz <span class="_ _1"></span>określon<span class="_ _1"></span>e <span class="_ _1"></span>w </div><div class="t m0 x1a h2 y1c5 ff2 fs0 fc1 sc0 ls0 ws0">statucie UNIMOT S.A. </div><div class="t m0 x1 h2 y1c6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1c7 ff1 fs0 fc1 sc0 ls0 ws0">Odsetek <span class="_ _c"> </span>niezależnych <span class="_ _b"> </span>czł<span class="_ _1"></span>onków <span class="_ _c"> </span>Rady <span class="_ _b"> </span>N<span class="_ _1"></span>adzorczej <span class="_ _b"> </span>w<span class="_ _1"></span>ynosi <span class="_ _c"> </span><span class="ff2 lsd">43</span>%. <span class="_ _c"> </span>Członkowie <span class="_ _c"> </span>Rady <span class="_ _b"> </span>N<span class="_ _1"></span>adzorczej <span class="_ _c"> </span>nie <span class="_ _c"> </span>przynależą <span class="_ _c"> </span>do </div><div class="t m0 x1 h2 y1c8 ff1 fs0 fc1 sc0 ls0 ws0">niedostatecznie <span class="_ _19"> </span>reprezentowanych <span class="_ _19"> </span>grup <span class="_ _d"> </span>społec<span class="_ _1"></span>znych<span class="ff2"> <span class="_ _19"> </span></span>ani <span class="_ _19"> </span>reprezentacji <span class="_ _19"> </span>pracowników. <span class="_ _19"> </span>Przewodniczący <span class="_ _19"> </span>organu </div><div class="t m0 x1 h2 y1c9 ff1 fs0 fc1 sc0 ls0 ws0">nadzorującego nie należy do kadry zarządzającej.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1ca ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1cb ff1 fs0 fc1 sc0 ls0 ws0">Informacje  na <span class="_ _e"> </span>temat  różnorodnoś<span class="_ _1"></span>ci <span class="_ _e"> </span><span class="ff2">Rady  Nadzorczej  </span>zo<span class="_ _1"></span>stały  przedstawione <span class="_ _e"> </span>w  poniższej <span class="_ _e"> </span>tabeli.<span class="ff2">  </span>Szczegółowe </div><div class="t m0 x1 h2 y1cc ff1 fs0 fc1 sc0 ls0 ws0">informacje zaprezentowano w części 3.1.3. niniejszego Sprawozdania (wskaźnik ESRS S1<span class="ff2">-9). </span></div><div class="t m0 x1 h2 y1cd ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1ce ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1cf w16 h2e"><div class="t m0 xb h2 y1d0 ff2 fs0 fc5 sc0 ls0 ws0">28,57 % </div><div class="t m0 xb h2 y1d1 ff2 fs0 fc5 sc0 ls0 ws0">  </div><div class="t m0 xb h2 y1d2 ff1 fs0 fc1 sc0 ls0 ws0">członków  R<span class="_ _1"></span>ady  Nadzorczej <span class="_ _e"> </span><span class="ff2">UNIMOT <span class="_ _e"> </span>S.A.  </span>s<span class="_ _1"></span>tanowiły </div><div class="t m0 xb h2 y1d3 ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1b y1cf w17 h2e"><div class="t m0 xb h2 y1d0 ff2 fs0 fc5 sc0 ls0 ws0">71,43 <span class="lse">% </span> </div><div class="t m0 xb h2 y1d1 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y1d2 ff1 fs0 fc1 sc0 ls0 ws0">członków <span class="_ _10"> </span>Rady <span class="_ _f"> </span>Nadzorczej <span class="_ _10"> </span><span class="ff2">UNIMOT <span class="_ _10"> </span>S.A. <span class="_ _10"> </span>s<span class="_ _1"></span>tanowili </span></div><div class="t m0 xb h2 y1d3 ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x1 y1d4 w18 h2f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">13<span class="ls0"> </span></div></div><div class="c x1 y1d5 w16 h30"><div class="t m0 xb h2 y1d6 ff2 fs0 fc5 sc0 ls0 ws0">71,43 <span class="lse">% </span> </div><div class="t m0 xb h2 y1d7 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">członków Rady <span class="_ _8"></span>N<span class="_ _1"></span>adzorczej <span class="ff2">UNIMOT S.A. </span>kwali<span class="_ _0"></span>fikowało </div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">się do grupy wiekowej w przedzia<span class="_ _0"></span>le 30<span class="ff2">-50 lat <span class="_ _1"></span> </span></div></div><div class="c x1b y1d5 w17 h30"><div class="t m0 xb h2 y1d6 ff2 fs0 fc5 sc0 ls0 ws0">28,57 <span class="lse">% </span> </div><div class="t m0 xb h2 y1d7 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">członków <span class="_ _4"></span>Rady <span class="_ _a"></span>Na<span class="_ _1"></span>dzorczej <span class="_ _4"></span><span class="ff2">UNIMOT <span class="_ _4"></span>S.A. <span class="_ _4"> </span></span>kwalifikowało </div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">się do grupy wiekowej powyżej 50 lat<span class="ff2"> </span></div></div><div class="c x1 y1da w16 h31"><div class="t m0 xb h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1b y1da w17 h31"><div class="t m0 xb h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1db ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y1dc ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-4<span class="ff1">. <span class="_ _1"></span>Różnorodność <span class="_ _1"></span>członków R<span class="_ _1"></span>ady Nadzorczej <span class="_ _1"></span></span>UNIMOT <span class="_ _1"></span>S.A. <span class="_ _1"></span><span class="ff1">na <span class="_ _1"></span>dzień 31.12.2024 <span class="_ _1"></span>r. <span class="_ _1"></span>i na <span class="_ _1"></span>dzień <span class="_ _1"></span>zatwierdzenia </span></div><div class="t m2 x1 h1d y1dd ff2 fs5 fc1 sc0 ls0 ws0">do publikacji niniejszego Sprawozdania. </div><div class="t m2 x1 h1d y11d ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1de ff1 fs0 fc1 sc0 ls0 ws0">Poszczególni <span class="_ _1"></span>członkowie<span class="_ _1"></span> <span class="_ _1"></span>Rady <span class="_ _1"></span>Nadzorczej <span class="_ _6"></span>posiadają <span class="_ _1"></span>dośw<span class="_ _1"></span>iadczenie <span class="_ _1"></span>i <span class="_ _1"></span>umiejętnoś<span class="_ _1"></span>ci <span class="_ _1"></span>dotyczące <span class="_ _6"></span>zarządzania <span class="_ _1"></span>kwestiami  </div><div class="t m0 x1 h2 yfe ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego rozwoju, w tym:<span class="ff2 fc5"> </span></div><div class="t m0 x1 h2 y1df ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1e0 ff2 fs0 fc5 sc0 ls0 ws0">1. Andreas Golombek </div><div class="t m0 xa h11 y1e1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zarządzanie <span class="_ _8"></span>łańcuche<span class="_ _1"></span>m <span class="_ _8"></span>dostaw<span class="ff2"> <span class="_ _8"></span><span class="ff1">–<span class="ff2"> </span>udz<span class="_ _8"></span>i<span class="_ _1"></span>ał <span class="_ _8"></span>w org<span class="_ _0"></span>anach <span class="_ _8"></span>zarządczy<span class="_ _1"></span>ch <span class="_ _8"></span>licznych p<span class="_ _8"></span>o<span class="_ _1"></span>dmiotów, <span class="_ _8"></span>w <span class="_ _0"></span>których <span class="_ _8"></span>odpowiadał </span></span></span></span></div><div class="t m0 xc h2 y1e2 ff2 fs0 fc1 sc0 ls0 ws0">za  <span class="ff1">sprzedaż, dostawy i kwestie jakości</span>; </div><div class="t m0 xa h11 y1e3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ład <span class="_ _19"> </span>korporacyjny <span class="_ _19"> </span>–<span class="ff2"> <span class="_ _19"> </span></span>jes<span class="_ _1"></span>t <span class="_ _19"> </span>właścicielem <span class="_ _19"> </span>firmy, <span class="_ _17"> </span>która <span class="_ _d"> </span>ofe<span class="_ _1"></span>ruje <span class="_ _19"> </span>profes<span class="_ _1"></span>jonalne <span class="_ _19"> </span>doradztwo <span class="_ _d"> </span>dla <span class="_ _17"> </span>przemysłu </span></span></div><div class="t m0 xc h2 y1e4 ff2 fs0 fc1 sc0 ls0 ws0">chemicznego, <span class="_ _d"> </span>petroc<span class="_ _1"></span>hemicznego, <span class="_ _d"> </span>rafineryjnego <span class="_ _d"> </span>i<span class="_ _1"></span> energetycznego <span class="_ _19"> </span>- <span class="_ _d"> </span>posiada<span class="_ _1"></span> <span class="_ _d"> </span>kompetencje<span class="_ _1"></span> <span class="_ _d"> </span>w <span class="_ _19"> </span>zakresie </div><div class="t m0 xc h2 y1e5 ff1 fs0 fc1 sc0 ls0 ws0">strategii, zarządzania i<span class="ff2"> optymalizacji;<span class="fc5"> </span></span></div><div class="t m0 xa h11 y1e6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">z<span class="ff1">arządzanie <span class="_ _1"></span>ryzykiem <span class="_ _1"></span></span>- <span class="_ _6"></span><span class="ff1">dzięki <span class="_ _6"></span>praktycznemu <span class="_ _1"></span>doświadczeniu <span class="_ _6"></span>w <span class="_ _1"></span>obszarze <span class="_ _6"></span>zarządczym <span class="_ _1"></span>i <span class="_ _6"></span>sprzedażowym <span class="_ _1"></span>nabył </span></span></span></div><div class="t m0 xc h2 y1e7 ff2 fs0 fc1 sc0 ls0 ws0">kompetencje w zakresie analizy <span class="ff1">ryzyka i oceny jego następstw</span>. <span class="fc5"> </span></div><div class="t m0 xa h2 y1e8 ff2 fs0 fc5 sc0 ls0 ws0">2. Lidia Banach-Hoheker </div><div class="t m0 xa h11 y109 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ład k<span class="_ _0"></span>orporacyjny –<span class="ff2"> </span>jako <span class="_ _8"></span>doradca finansowy i <span class="_ _8"></span>s<span class="_ _1"></span>trategiczny p<span class="_ _0"></span>osiada wiedzę w <span class="_ _8"></span>za<span class="_ _1"></span>kresie zarz<span class="_ _0"></span>ądzania kapitałem, </span></span></div><div class="t m0 xc h2 y1e9 ff1 fs0 fc1 sc0 ls0 ws0">optymalizacji procesów oraz efektywności funkcjonowania przedsiębiorstw<span class="ff2">;  </span></div><div class="t m0 xa h11 y1ea ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zarządzanie <span class="_ _1"></span>ryzykiem <span class="_ _6"></span>–<span class="ff2"> <span class="_ _6"></span></span>holistycznego <span class="_ _1"></span>myśle<span class="_ _1"></span>nia <span class="_ _1"></span>o <span class="_ _6"></span>organizacji <span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _1"></span>jej <span class="_ _6"></span>celach, <span class="_ _1"></span>a<span class="_ _1"></span> <span class="_ _1"></span>także <span class="_ _1"></span>s<span class="_ _1"></span>trategicznego <span class="_ _1"></span>podejścia </span></span></div><div class="t m0 xc h2 y1eb ff1 fs0 fc1 sc0 ls0 ws0">do zrównoważonego rozwoju biznesu nauczyła się w trakcie praktyki za<span class="_ _0"></span>rządczej i nadzorczej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h2 y1ec ff2 fs0 fc5 sc0 ls0 ws0">3. Piotr Prusakiewicz<span class="fc1"> </span></div><div class="t m0 xa h11 y1ed ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">transformacja <span class="_ _8"></span>energetyczna<span class="_ _1"></span> <span class="_ _8"></span><span class="ff1">i <span class="_ _8"></span>zarządzanie zmia<span class="_ _0"></span>ną<span class="ff2"> <span class="_ _8"></span><span class="ff1">–<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span><span class="ff1">członek <span class="_ _0"></span>Krajowej <span class="_ _0"></span>Izby <span class="_ _8"></span>Biopaliw, <span class="_ _8"></span>a<span class="_ _1"></span> <span class="_ _8"></span>także członek <span class="_ _8"></span>Zarządu </span></span></span></span></span></span></span></div><div class="t m0 xc h2 y1ee ff1 fs0 fc1 sc0 ls0 ws0">Krajowej <span class="_ _f"> </span>Izby <span class="_ _17"> </span>Paliw <span class="_ _f"> </span>Alternatywnych. <span class="_ _f"> </span>Doświadczenie <span class="_ _f"> </span>zawodowe <span class="_ _17"> </span>zdobywał <span class="_ _17"> </span>w<span class="_ _1"></span> <span class="_ _17"> </span>se<span class="_ _1"></span>ktorach <span class="_ _17"> </span>przemysłu </div><div class="t m0 xc h2 y1ef ff1 fs0 fc1 sc0 ls0 ws0">rafineryjnego, <span class="_ _6"></span>biopaliwowego <span class="_ _a"></span>i <span class="_ _6"></span>s<span class="_ _1"></span>ektora <span class="_ _6"></span>gospodarki <span class="_ _a"></span>odpadami, <span class="_ _a"></span>obejmujące <span class="_ _a"></span>kwestie <span class="_ _6"></span>strategii, <span class="_ _a"></span>zarządzania <span class="_ _6"></span>i </div><div class="t m0 xc h2 y1f0 ff2 fs0 fc1 sc0 ls0 ws0">optymalizacji w prowadzonych procesach inwestycyjnych. </div><div class="t m0 xa h2 y1f1 ff2 fs0 fc5 sc0 ls0 ws0">4. Magdalena Sikorska </div><div class="t m0 xa h11 y1f2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zarządzanie <span class="_ _7"></span>kapitałem <span class="_ _8"></span>lud<span class="_ _1"></span>zkim <span class="_ _8"></span><span class="ff2">- <span class="_ _8"></span><span class="ff1">dzięki <span class="_ _8"></span>wieloletnie<span class="_ _1"></span>j<span class="ff2"> <span class="_ _8"></span><span class="ff1">działalności<span class="ff2"> <span class="_ _8"></span>w <span class="_ _8"></span>obszarze <span class="_ _8"></span>konsultingu <span class="_ _8"></span>biznesowe<span class="_ _1"></span>go<span class="ff1">, <span class="_ _8"></span>a <span class="_ _8"></span>także </span></span></span></span></span></span></span></span></div><div class="t m0 xc h2 y1f3 ff1 fs0 fc1 sc0 ls0 ws0">zarządzania <span class="_ _5"> </span>zasobami <span class="_ _5"> </span>ludzkimi <span class="_ _5"> </span>posiada<span class="_ _1"></span> <span class="_ _5"> </span>praktyczną <span class="_ _5"> </span>wiedzę <span class="_ _b"> </span>na <span class="_ _5"> </span>temat <span class="_ _5"> </span>budowania <span class="_ _b"> </span>efektywnych <span class="_ _5"> </span>zespoł<span class="_ _1"></span>ów, </div><div class="t m0 xc h2 y1f4 ff1 fs0 fc1 sc0 ls0 ws0">zarządzania zmianą, budowy s<span class="_ _1"></span>truktur organizacyjnych z <span class="_ _1"></span>uwzględnieniem czynników takich,<span class="_ _1"></span> jak zarządzanie </div><div class="t m0 xc h2 y1f5 ff1 fs0 fc1 sc0 ls0 ws0">różnorodnością, czy transferem wiedzy<span class="ff2"> </span>oraz tworzeniem kultury organizacyjnej w oparciu o wartości<span class="_ _1"></span><span class="ff2">; </span></div><div class="t m0 xa h11 y1f6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zarządzanie  ryzykiem  –<span class="ff2">  </span>posi<span class="_ _1"></span>ada  doświadczenie  w  zakresie  proces<span class="_ _1"></span>ów  zorientowanych  na  zachowanie </span></span></div><div class="t m0 xc h2 y1f7 ff1 fs0 fc1 sc0 ls0 ws0">zgodności z powszechnie obowiązującymi p<span class="_ _0"></span>rzepisami prawa oraz etyki biznesowej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h2 y1f8 ff2 fs0 fc5 sc0 ls0 ws0">5. Yiannis Petrallis </div><div class="t m0 xa h11 y1f9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ład <span class="_ _4"></span>korporacyjny <span class="_ _5"> </span>–<span class="ff2"> <span class="_ _5"> </span></span>j<span class="_ _1"></span>ako <span class="_ _4"></span>człone<span class="_ _1"></span>k <span class="_ _4"></span>Cypryjskiej <span class="_ _5"> </span>Izby <span class="_ _5"> </span>Adwokackiej, <span class="_ _5"> </span>a <span class="_ _5"> </span>także <span class="_ _5"> </span>partner <span class="_ _5"> </span>i <span class="_ _5"> </span>konsultant <span class="_ _5"> </span>w <span class="_ _5"> </span>firmie <span class="_ _5"> </span>L. </span></span></div><div class="t m0 xc h2 y47 ff1 fs0 fc1 sc0 ls0 ws0">PSYCHAKIS, <span class="_ _9"> </span>Y. <span class="_ _c"> </span>PETRALLIS <span class="_ _9"> </span>&amp; <span class="_ _9"> </span>ASSOCIATES <span class="_ _9"> </span>LLC <span class="_ _c"> </span>w <span class="_ _9"> </span>Paralimni <span class="_ _c"> </span>pos<span class="_ _1"></span>iada <span class="_ _c"> </span>znajomość  <span class="ff2">regulacji <span class="_ _9"> </span>krajowych <span class="_ _c"> </span><span class="ls4">i </span></span></div><div class="t m0 xc h2 y1fa ff1 fs0 fc1 sc0 ls0 ws0">międzynarodow<span class="ff2">ych, </span>w tym również zmian regulacyjnych z zakresu zrównoważonego rozwoju<span class="ff2">;<span class="fc5"> </span></span></div><div class="t m0 xa h11 y1fb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zarządzanie <span class="_ _4"></span>ryzykiem <span class="_ _5"> </span>–<span class="ff2"> <span class="_ _5"> </span>spec<span class="_ _1"></span>jalistyczn</span>ą<span class="ff2"> <span class="_ _4"></span>wiedz</span>ę<span class="ff2"> <span class="_ _5"> </span>prawnicz</span>ą, <span class="_ _5"> </span>która<span class="ff2"> <span class="_ _5"> </span></span>istotnie <span class="_ _5"> </span>wpływa <span class="_ _4"> </span>na <span class="_ _5"> </span>ograniczenie<span class="_ _1"></span> <span class="_ _4"> </span>ryzyka </span></span></div><div class="t m0 xc h2 y1fc ff1 fs0 fc1 sc0 ls0 ws0">prawnego <span class="_ _6"></span> <span class="_ _a"></span>i <span class="_ _a"></span>należytego <span class="_ _6"></span>zabezpieczenia <span class="_ _a"></span>spółki <span class="_ _a"></span>przed <span class="_ _6"></span>negatywnymi <span class="_ _a"></span>skutkami <span class="_ _6"></span>działań <span class="_ _a"></span>lub <span class="_ _6"></span>ic<span class="_ _1"></span>h <span class="_ _6"></span>braku<span class="_ _1"></span><span class="ff2"> <span class="_ _a"></span>rozwija </span></div><div class="t m0 xc h2 y1fd ff1 fs0 fc1 sc0 ls0 ws0">będąc członkiem organów zarządczych licznych spółek<span class="ff2">.<span class="fc5"> </span></span></div><div class="t m0 xc h2 y4d ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y1fe ff2 fs0 fc5 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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rfOeQLakKJ6ow6k12rhiploRd1KgvcrraNjlXdl/dQJ2cRUZJfYK7mqjUmNnURFVQfnyWXEvtsEGpZq1DfrV7VAJueW2zf/4f+x78gsSwGCavSezFC1TdnWCRSJA/kAF5BHQ6/rYwJoTBakQDS0iRrl2rgxGQxjMq8Eg4g4g4Hl8PE5Nd/EbGnEcFODhpuUJSqWhvGvPvQpMBRs4JViEME5HDg6e/f99y8MS8l7Uf2gDJBOMB+NF0dVtBVl5xtCEPGwSh/46+vf9Eu/tf2uR0a1K1u0yYF77PpGvRjzqpZOf8PiMA5qHgX59Oe+8vo3/fbnPn+PAsYYtY3zzmdeTUajAOuITGpyZlBDgktwAVlLWUAW4BNcHOvUlkfLk+UJmVqWzIVkSvAeJCfl5qfiW2IrBtq2hSBqbLGM4fLRxx8rEGFtQu0KKiUtdLjsyDC1IsQaN6Hrji3GnfuLhjdEmmiQ0I0uv/rHfmxuVOXc6UKyOmUhOVWfkEdks8vpwZ3RGvWEpE4BQiuaEd33lx86i3PPIbUhaTKzDJwbI6E/tTY/fVsDZOioAQZaLI/s2Lm2pumWqC3zZK5JWTBnPCjr/pYtGzaeDle0IgD30Vvcf6A6fNyF1Cu6RBRVATreo0cnaVc/zHZ1tquzWcpE+JHDfHyphSYgqq5SzzNKBW28uAIwBBqCGjzQDQGP7n3gHX/aeWjvpKaZOpzVoLv74M73fABt8tqOxypG0oh4ctziU2wrALJMfFYENSVhl8dgyUicJ3JPK8fC86gsfZ4lSxAmoe5EJ8ZGGP0JD0oAQqs+6xJnBEeSEeVtxOTUOp9NfO2WW2sd1ylbILIgpWZyqg82EBmbMRmRy2R5UPrxHEiGkZGjZMllokjsBEx5p8/iU4JzzMQEGgzKzBcGR5w1kaJJrz81GLXiuiD/lRtvrmqMmmBA1dQgxKgK3L/zgWhKQgYjobwoDAoxEn7s8UeNYUmhqm2rNo566P965399yx++rW61rEIyVxQ9VTPDaDRSjSlFn8lgMNiwYUu7XCb4JtLc/Oj3/re3PPDAMREW9gCaphGhXq9DhnK4TBT7fe88Qqqb2CrUmFRIvAsawOYLpm8AREZEeZGnBFW0bQRARM+ErQSgXJIz0WZLyPa9/9Pb5uuZtl0X01kDO2/RiuCOMy2SZ9/RRj2IYH3ozKHl4ce/6gaEBgaXKMOVV2x43hXLjgsu8sisTuEUnAW3pcb9n/hbV49KNGBCbVEwBPPRuXjHg+vqpqEhOReda8mFClRKkN5Bos0vuAZadIGOAgmzX9/Z2zN7rnbyqtzgpxB1yvXz4BEz2bClueziTPoo0Yuy3nj9qB7e+shpyzoV0QnotNRrpQMJ1FnO8+i7LkpIsfU02cbnHUO44YF16rohdVeHNDwzsADiFJIUwICTchuX5todD9/+pv91+VM3nB3QW24nFGsUm9sUvnzbo7/9Fj5wOKXRMoY1mwvWTUGfhnvG6R0pOEHIVjgDxk+tLdlT/BQUgGQryeE4P0o2LpCNx3aYjOtaRmZkiSwvumUVl4ftBz/8mZRgqWHHTWrVYla4JpTjBHCl5ZRaUKscjACKoARSUAIlozTOjPDkMr+tlPlFsuXh0ECJjTwZISUUeU+VzNzi4mjnzkdz780gIoCyUATuuvt+531eFCG1nKFJNZyJ42ixLKulQWpDBSGII3JlbR/9+Oc++rHrF+Yb7/tRyQzVcLBmatJSNTXhU1gqskar+V6HDx58Ynrjplhbr7u2DjI7X/7Sv/vNx/YccY7blIjIUapH890i9oroZNg2x5MuEqo8h1F0jgFt2irLBWibZui5clQ5qR21wkEoaGw0KjMyL2rjWZrfvm7VTdoyarJOYhxcfOBDn35WHWvAQIGE2LWUBS5GrU6SRwiNwwKFYBxHgx2f+NvrfvSHh5N5AdLM4znPOuPVL7t15129SsikytAIwaQTZCLgwRu+evYddxfXvQSOUCICBMSH9vMj+1mrKm8DTwxdEMn74rV1cxNTj0xlV1zz3JKzLigZJMOJr+9Y06QJcIIOcwxABZOSL7Puviy7+KUvGWfvUdABMErLX75tKqSWtPaIzIGlTM63+XTbTMKy2MxboMJy8IzSoRu/vvWnXlqmaL63Klw9E7sVEUU4wgS4gdbUZG2NNtz1m3+wZvuuMyenBkuzmeUNUmltxrzm8JETH/jE8U0bNvzW64ucavg0rCf6U0nSU+RbGv/IyqYMNWMoA2ZG0HFKcbKUbitDYxm0oqEkgmOQrlTWCQSDEpQNwFihTKAIIzNt2iTOTfXW33ff7o9+/KZffvWLUmq9ZC1kOBr2u71RpaDENpZpEsGMyE4V8ldqVcYwNWIywIzieLYaATAhsEUbLo/AuVrgTNRCbGOv6LVl7Tlrm9H27fdf/dzzklruvAHEJMDNX71TuFAbWzhC0pR5ApkphdaqUrMZB7amSZ6dE/fev/zYiWOjXm89UZ5SI2KO2rlj+ycnei950WUXX3ThwsLCV2/62hMHDm9ev35hYeh8tx62k52JheXjfHTus5+58Rd/4TX9rlx8wXl/9sd/VDcE6po6J3Weh0Fpf/4XH9y1+4BQZ1AOiCh3BG3WrZ3+tV/95ZnpibH5hMzYDJTWzUx2cj7lW2B6RmyFGii0FXFqctu97aHZoejBPqJIEq8sKcpp01ubuaViWHnjiDhCS+J7Mcw/tgdLC+XUphlAiOCtuOJim+ymxRM9Q22kBDbKI3VM19fh8E23Puu6F4ITMiGggJa7j05HCQjwPBGpiupZuuaylkcJGy65GOvWdMDUroxbz3Y+ugnE5VIXPF8uu1zCqOmgaDVbqsPm885HhtphmW0G0WmcO7C/6+ICpWGhCZJAapzWzvjDx7owE07OzGnrYtJm/vATW5vSTXQq6Gp49QwghJDgHJCipWoqUwyrg3/y7vTw41tdUS7O1tSWyBrmFkmASWYJ7f6PfnLDCy/PXnAlYp1NT6Ey80+uNCmZGY0FZDVSgzlLbJSgjHQquFphKxrPvIYY2AjGbIxxIAaDsRlAY0cg2GhlUSGBIE7UlIjqOsaW/vI9H3zFC8/devpWBWDQRERCNl5nBrOV+Y7jOj4ExoCyMa38x/ENiSIjsZ3kMaCtalVlqFoLYjNYTFCDmRB7nz2++4lTx8+AmTYtHzm0oEnaNrksTxpozLxJiYSIUuSExkFABMZdO/Y/umtfUUwDrmlaNk2pWjc9efjwwbe8+fd/5mde3inQNLZnz7/6pV/6jaNzVa+TNY1OdqaqMFwzs75ulm++5bbf/I3XAJiamvrhH36JnEzQVaMTVwZ85GOfqsqBiTlyMSbOMgF3svw1r/rBfvENKwWvqGhgQkrGbGb2zdsjfGvrrUnJUCO55erBv/rMWYs00XAgVngfpKhFkW15+cu2Pe/K1jnAksShb+DDhrradmB2cOvtHmGyRhahEnDhaVsufVayJoOxWSIokCs8wplKs3//NTo6m9jGttHOIKVbHuiE1Aob6ZpGO9F8RF5SBrbe5Ate++q6W1CIGLWI5YFDu4YP7OyXpaCEhIGVyIiRuhCX6FkXXdY771xLtUqMaGi0uPy5L04cPN6NjXIgS0XSPIGA9Iprs8kpB67IQpcjmkUeHi/KhX2PYvvdvVALwir1PJNEMEICEiFkVDjog7vv/tlf3ffej26o60bLITfI/KE8H2a5F+9VEUY+DIt9++/8rbfNv+sj2ZLWmuaLU8XAk+xDCeNqIyVDSqRsiS2IRbbEFslO2hZWbiuRmCQhHd88zEMzrLjkWeHJAAObEbWghqgxVN4TgKpsOp3pPbuPvv3t75qbW44JZujmk1UZyByrsDIbWImMDR7ASqVeCSpkzOZYRcaPRAAi4Rubmhw/eiQTZ5ZArfggnDwUKTrm0LbeuXvvuWduvhov86hJYR9+/23lkGPjGDlBzIwFpqoKoU5s3PJC08ZaAV9kozK97W3vLCs2zWLLwq7o5N5ZvTz7v/zqm179b3+gcMEh5lKee9bUW9/yG6PFY81wgZOGOrLPBqMakEd27Xli7zwDuUCsJW0YDVlNVmsoC2cW29yxI+oWPe+8Rc19Eaqml8Gj8Qge0ZmKqZhpVAKYjABN+s27uXxrbBVCYF1GyQePDW558LyRnN7SaQM5d4nPG/C5Q+bc45XXuR+6+tBadyQL85NYmMKwp8TN2iYcvv9eQ4WEkYuLmcMkd684d1jwUHQpx2LHljoYejSI+aj0+08M9x2K4/OFgJaqB/eUcZm6uWoaWl0XXHf8iDQV3f6FZ3ef/+x5keABn0Zh7mO3Xz+y0YAr1+8f983SJJ3IYtvNYzdfdPbsl/2ArulTRLcupxFkfrDzfR89o2rXpjTTpHWVbhymTY2ui9AfeUFnzQzALdQ5KVLKxUiCO3gUN2zHkYV8VWV/ZohwgihYpgSk+/7sL/XW+88cRgnNyIWUZ3UMi9P9klkSCiMSzfsybUkeeGz729618PmbIDLHK+saT17fY1c2bKwyMdL4Rkh4inZlwDjnW8n6xJhMyBzMwVaMoycF2/GzxnuMRKLQ6WYhtm3b9vsT5Sioyvv/6sOP7jokAmG0rfaKPsAEIRAbMQjjv/ykMj7BsQopiwmZsAlofNX+hrB24sQJ55yZEqvPzHvy3gksd76uqhTTnt17jh45uuILMIXh3f/t/YKuJtftTqdomThSMwVMhLK61oW5UZb7YTMCsGfviTvuuMu7jpNCJNOk1WgYY33Wmaf9h9/5lU4uuQOjho26Bb7v6suefcl5U/0ug3LnQlKXZWXVlmV98823mQEGEWNqUlxEWnQSSBPD2qrUFDPvy+Gw4wsGIUFIQgtGw6gZDVMgUiIjxBRiaGvAvPdPW+77FjDdteTPh5u7886tNjSM5jruQN8fzXiIUYnZdmoCF1+BV/zoMe8vKjZuXYxc4oiXg718gGZ47/0z9eDxHkRlpulilLsrvu/xfm+uWxROzhnQ5bPo5hP7spKz+rTShtuP5MG1gpJbLNyvu289G9JtqElrlnudtombh7pR02HXbHzty+K66Q46y8hCRr39dt1bPr91cfHcKDa02XxybTOzdQ5n93vz5YF9m13nF/5NwoRFLYs+EvCVe/L7Hi8dP95xwfxmWT80299JR3th4szz5GXff1c3X8o6WRCwDEQnGr2ykoMf/gKS1RyBiEbRAAnBLEINAdoiAgm2ymZPh9IDBXLViPm46x7+1OeeMxz2mgXWRS9aZmlYGOpdPTpeUtinXLvT2+GWQ8WGvdN9C1q+/zPFY49vxHCAah6hTYTkWuRDCLUoSmNo6Yk0H1nRcC9wEeHtpAJCpzZjO2VSJE2cVEJ0jXGjUoMbAhwgCImR3FCtr2nS4A2uHhWkk50+LdZPuCJlxdr+xgs+fv0Ng4gAZN0wqo4TAhlgYuDxTFolVQAcTVqwKmJiNnIqZNIkGVGaNCtsZVfLaA4tZFBa0k7O0+VibEPSji7E4wNdKCbWLCxnals//ZkbmdUw8uIP7lveXc4Ns2h5OxgdzVxgMTgf2I+SJYmdLOzbey+s66ivwGN7H57ZvLaldqlegtOgsT8xLdz5iVe9lERdJmbcNnAyZdbLst613/9Dg7ZqpQ6+9tRq2/Q6PbH8C5+/kU4RCeXOr2e/yXQN5xOJku/kTta1deEzNZkzamLriZlyAJPABNAbd00C7Hwm3uVFl8iN73lGbMXIhBB16b77mmYU0KTYZuOQzXWCdNedeRaEMTWxZvOmwajsBFkX/VSp/SatN9c8vBePHibAKcEIebHhwmflp21iJbfUpCYO2UbVoENZ1dYpxdEjjyJAGIXGfTfeHGNISKqJCRyaXidfqpcNebZ2/Yarr2yco6Q5oJzmP/spN79ERgokMlEjwEOGg5Kkt/ni89k5J0KTXbOEtt3+mb8jmKVAKZCXYTVynKessC0bN2zZtuY5l3fWzHhlrs1aBVFjKQB75w/v/btPO40A4BgCBca9qifXhK70R63imys2gBIero9nDe77g/ecvpT2xcH+abRFXtWVnGMAACAASURBVARMNrQuZufWPbXi2GRn6Yy19UuvoDe/6rJ3/vq//i9v/pE/+f01r7h2cfaw07pIbT42D6ST5+hJFZ0MrP+0E8roScYuxyxt0zhhcShHw7Ksb/jSVw4dPGFAXbVFp39yWf0PXa9iDOMSvqoyM0AE8t4zk4h471PSL3z+S8tlqaCYbMeOezWEGIIT6RSFaooxmiXAmNkMRhgOR2bmvRhw+PCx+fl54hUGYOaUkqpefvnlnQ4DRDR+ohGBGBdffGGeexZWiyAa/yqmuLS0VNffLRnhW3lQ5eCgGJQH79zhJLBTtbYAsVLtO3OdzvQlF6Kbo19MX3DufAoZsg2NWz/CmoipECcOHccH/24akGQIEWb+7G3bfuD5gGxBNzNe6tgojTpkrtvR0CzcfT9GI4qNX1p+5OOftxRHSMkCQYvYeqjBL0GnLrkEZ58VuduFdKC+Gt3+sY9OLSx65SFQO/MKNhQqbRWXi3ztC65ApwNC5SCq/vHDu++8iy140kxVCS2ok08sQdZdd03Rm8KVl8q2zaRStOQpMzNFGom2Pm6//nOyOIgpKqnJSu1yZZPC8VpZZat/HG0KW7tr+0fn9ZaHJiLE5+p8ybQsUPJrGuo2U83kltNf9sPX/vf3nvOzr3rixK73vvs/v+8//u4n3vJ7X/7Iexe/fEv38eVOEhcaEYIiBjXwuLffaOyYtO/A8mADqqoyS5dddmmnk5GlTpFNTqzZt//wW9/6zhixft3W0SgA4yvm/xCqqmRmZk6anHOm0NYy8Uw2JjLHbueDux57dB+Qichtd9yTUjJVITBBGNBEUIM5z2ZGzMePn2BmJhBw7NhCVVVOZNyLx8yq2ul0zjnnLACq48YolXGTk9nllz/be2EyszRmbQApphMnThw9uvg9xFY1gdvQ3HQbDh501NZSgkORlBMtgI7leXbReanjKhfpigtO9PIWIolcJFIaYXmDk/s/9Dfu4BFuWpgqU+343Ff9qzrPcyu8onTKAg7Rcm7T0D9x0B7ayakMjzyW3/e4MA0KJCgsEjVcVt3+9BHn9bprGvYJHmpclYuPPGT798+0lUu80KHaIU/GCgdWyuem+2uufg6MYooDSwXcE1/ZcbrraCgtVgVSk6LLu7Bs6IqpV768cYZnbZh+yVXB55l5VhGIT2i13lD4zoOP645HhDgBNa1MSUYa+x7VSJV0dfzo02eCkopI9Lmv+72zT8ho4LChobWzkdU1/f7AuVKKh668ctsf/58L3/+S29/57nve+Hv4+NdeuHvxpUfClceqTY8dPv7ODx3+F28c3fFglxzFBEHuOMGUCQIysK1sX/RPATtpqF75mjQR0ZrpiZ/48VdWo2Wkuqpjnk184XM33XLzXSFlMYxdl2akRmr0DK9ai4vLKySS1DnnWGC0ft26badtEVYvbEZ5MXHrrXcbspiwfccDjskLa4qhKc8+83QWU1WsjGFQIjly9KipNW0CMBqNRCSpikhKycxUdWpqanJyMimcnNrFfKV8MTmZOSdqiQgwExFVBWEwGCwvL38PsVUCZHn48Ic/NbU8Iq4rGhHHLKp32Yjccrc7cfEFA8ZiIb2LzzmxvrvA0oAq1qUsLZI2qaKl+Qff82EC0OUorgL7Z188cfGFQUOBzGzsf9NB0+SgybmF3Z/5W5TLC7fccdZCYGhZmDIEWqOeMBrUbXnmaWte9H0N5TnARER64sZbTkspQynEyzk1TvOkzkCQxnf9JeevufwikDCzI0ad0ld39JbLrme2kJkZoTYb1nVvw1Y89zkDz/Wk2/KyF8ZuQWALmqkrlLxpb3n4rKOj8sbtVNXEVANxxaI91kktwRS6Glr9I5mg4YnZu/7gXYuHDutzz1z2msEF53LK150INgiL//qay7d/il/18uKMLbXz0wO7aL68ZD5OtQvTcTQ1GmwbVL39T+z/m79Dm8i+sStkAEGIADbjfyLV8FSIPCYdIxSdDijNnjj6pjf83JnbNiHVqmbmJvprP/DBL3Ty6YnJ9WNHwcm9Kemba1vfCpaWhmYruZiIWIKGuGn9+vPPO0skxdSomnO9HXfuBPDgQ4f3HzyeiyOoafCOn/+Cq01XvK8iZGZENDs7ZzBmVkNd1c65cZpJROPYynvf7+Xjw1VLznmDqSUmChG9fg+wMa8R0fiFhRBijN9DbCUABqO5+x7spSgOnLEhsZoIJ5GYZTw9xQgFXH96os1c6RCEWsNQYt13y1Kvm5k89qWvo62DszhukxBfXHTuIijz3UIpwZD5um17WaeTmkP33oXhUvP43vUJptoyjI0NQ0aPsoVYllvXydlbC+aOrpyo9ti+aaUGLcBBkAhOjQwJbpB5OX2LTk8hqDIXiJido4PH2rnZbpY75ywpi1ShHaHtTU+hkzNigHW2bIAIjxMMVYNlmeO63qSshw5jYRGqQWN6krShhAS11d1T/1E9RvHo/vj4gROH91/woiuHsHm22Q4xuR782s76zi+98hGSY5BzXvyia1/3U7Mzrucmk7Ugj3W96BM8EgwHj+PEHAQwhFFgcDppTBDDd+pSYcSMFJOmuO309Wefua3fzbMsq+u2auyeu3dOTW1oGz2ZCerJEt8zeTlNE05NcyIiJhbiNdPTmzdtKArnBSxSle0T+4+OKuzcubuqWuKxeUPz3J9+2taUIlkiGBEZAOO2jcLiHZmtyGGE8SSpFbZKKY0tAGor3wMWYwQhhJTnORGpruQNZsb0XT3Nn/6f2UmMf5zQavGuu3tH5/tJy7apNBLENFq0qPHZl1zCkk0O6jV12DSxcZ3LnDDAuc9IpEXMicv5uTUP7A47H2gQFehZrir+2qv3Zm4I7taWMQ8sMnsh63NcevCB6vNfoAd2emuY0JopszOkLrcx+ZmtW370B4frpm2g3IAZOLif73jIDwdDp2DH3sNUUnKgZSdHJzvX/tq/b5CDHSfthlIffKjctXujFKmuWihApGSOi6y38azTUTaTc6OJpoErzjltawYqJIvEtedlCpZBOT6+/U5UiWNbsNNTLj0jXRngCFqtCT79uRX2fPJjZ1dY/syNz37Ji/TaC/dOWS3MyZVZb/O/f217zQs2ttjasFWQl14784Yf39WNQ7K5TjreLOcplHEw56u5e3airceXI++8Aw21SYRcvLZhTA/jbKXX66kqgJSefHoDQEopy7KU0ngRAogxtm1LhJRWHnTKCm9gIwopsmA4WKxH1Rt//tWpGZTNKO8UzO7EicHf/92XiqJnAEiVVAkKfmax1XBYikiWZc65qqocCyum+p0XX3vpcHDc5xZCy1IcPDi7d//sF2/4ajQXm4ZJgXTZxReevm2DpprZgBRCawZ27vjxE6oaogljampqzFJt24YQxm9X27ZLy6M8ywjMLABSVCdeFaPhaLA8AIhZRKSqqqIoQgy9Xm/t2rXfnXPn6b3s42LEKcJyo+Xjt92xpmpzw6yhmCrytnC1KCgzXdq9e9/b3rFgBIvbIL19xzshZWnc2wAAPpkYztH66O23z1xzgTifJSHfW//8K29a399SUrGwZDkNyQod+1Pi2jY+8L4Pdx45sh7GxqyqRKIWEg3Jj7ZuvOLnf/oQbDJjNOCiPfLlm7pPHOnCzfYoHzmuW0rJsTDJgYwv/bmfxLbTDBlEEBVzc7s+9nFZnO8wBlXjcg9yLnFkq6ldum/H3G//rlUeM/m6NhYHDhFiSrFxaNxYv7BWrF5YWPz4Z6Z//XWSOcCnlBgEIgUrmMbzm1bjq28mK6+33HfrtfXC1B1z+z/wt5f+2s9++fffHh86MmocvfTyNb/xKrhspgZOtNiYLedh4+tefv173j1ROd+mHMgjL+W6mGu2NNLBYhLzBhicouDCQG1dF+KR1Dk3zlCY2aKFgOxpNom0pmkAXpn9xmRmnU5nfPLTU9pq2U617VgyS73C/eD3X3PdC6/+/O23p9ASd5n83/z1x6fWTAFQSgCt2LyeUcFlNBqpqp609bVNM9kvNq6fuerKy4jqblfqUfQ+Hw6X/p/3/vWOex6Ixp7JERPp61//c50uvGewwU41IVJIWrd1nk8YMDU95ZxLSswrlUdVXVpaWlwcTE/2AGZygDJ7ZseGgwePLC4OiDpNG51zY7VLmKenp884YwrflW2i+GkDq1OctUJYITYP7+qmSCDOOMEvDYYKYmEfmsH+/Y9/4UuzX7zp0Cc/t+/TX8hGSz1yALyiE6iIyBPyiI621UMP95RyGMZtU5s2rbniov1tyXASAZKMMiStrF4j0j62N2/bGkrGTlkBNprg7qLnrS+8Ev0uj/UKZ2jKA7dt56p0rqhBAZRF82AGNKVBL9t43feh12MVEIsBj+078cADHQcxZUMgGYbowd1uQYUNjux/6BOfXvj8Vw5/8nOP/u3nBrPHIpL3ooTGjYN7Lh3H0By4dTuq1kMB1ZU3jRI4jaWKtEpNT3chDCE4XULsxbj3Q9ePDs/+wOte3T97W7527WFJmO73TZoOsClLuT6hS9WmNTPPe3blMh85j6SMOqNhps5Sa3Fl50cF0ngSMjiZEOtJxYeYx8JKVT3lYvwUHmIGrSg7MUbnXErgldK+PmXsJZDneUqp18lTDLD251/3WpLEnnq9TkoKlqqqjFYibSPYylCXb79y2rbjiC9pYmZhErLpye7atdOnbdtYVUvihMlFtdtv23H8xBwxk6nGsHHjxquee0WRswgBSuOeRyIzi1HrumYCgG5HxlRIJ4+diEIIR48cB6BqmsbvjYSQLOHw4aNNE5hk7JIXETODYWZm5n9+Jnjqm5QSdj02evjRHpAMvj/dBEx1ZoSzOtQTrGeCNi4tnlmOrkh8TtVuQTbQcuS1ZWKjLDEZKzGkGt1zPw7OU1lGQUxQX1z9cz99sCuRc9catyzqiKTxmLC0aanuMy9mIKM8iEHEaG3VmV0/dfabfqoqyxkd76vVxr17l2/ZkZtZlretVbCJQH2SRClZlPO24bkXBOJcXQoJRuX7Phj3POa9moXcFa3zXExIpKYezdVzU1a9IOo5qT1/2GwajsjHEUKkRGZkPFPTuop8ol5Mw7vut927HSIjOSYQgSgCCoES4io1PW3JhjoZ6bbJRvTioX/0f3/XIwtL1/zOr639mZ+cmlyXHjk4EzsHMVzGsoV4TlrTG+HiH/qhhX4vUD5iP9uV0iFLykhaUDUWhRRsxIAp1q5Zw9AEHde5RCTG6L0/cWIuJajquEXQDKordbExMY0nl8QYO52OKphhavwknhrPV4kxOuGUQttWjvkl153/O7/364amqkrnM1NiFoOC1GhlZwU8Q92qIaKxB0pEhLkaDc468zRP9trX/tuqXmbWaCqSHzh4GBASSTHC7BUv/5cb1qMociYlJGKMi3em1LbtaDgaH87mzZtjjCvZLtHYlEBEO3bcEyOYVrZ7MBMiUcV99z7I5FVJxONk4myw5z//+Sn9z2OrJ09qH8dWJ/76Y9nScgZEUBMJyAZlU2kkR5NMk2W5gdKM6ExqszQQh+U+zXexnKNlikytUOWoyWrdexA33Io6VYTEYMjUC64+47rnl5ljsw48tZqitTmH4eA0dRrCUgEC5YkBYXAvaP/yi3Dp2SwuD0hOWwlHtu+YPjFklcXQZMgjcz86n6CWMs7OeN7l9cx0zSxK4mV44sSBz1w/E2IbR44dQxqTxsCwfr/LXZqwdmtMGep1SGv72airo5411oqhGzATeG2UdSWtTdSdXzp65w5GUkQet74SpbHIa1iNrf6R4Mpefu11/sTAO55F011q5v/8Y7e85b+Mdt5/wc+8Rjaf6U7oluUTkxXcbft6b/v43Nv+Zsul17RFL1HWsGuE1w/tooU0Mdnrblp/KrZyJIpAhnPOOEuIx3MTiEhPalK33377yTIfmSGEWFXtsWPHx4wAM+ecmjLzunXrmJHSN4vjNBa2iKApptgIiyX8whteecVzL23aaixFY6X2f3LSwzeadr89LPy/7Z1psGVXdd//a6299zl3elOPUqtbU7cEGpAEktAACGwDdkAG4TAYD2CXcdmu2AY7cVwUVUnsVCUeMhIbJ3El2C6cOMEYBxs7HgLGAmPADBKa0IimbvXwpjudc/bea+XDuU9DS0kKVTuVlM/vU78P7/V9+92z7pr2/7+x0aY8wsLMOaX5bLp37y6D3vz6bz33vAMpN6pKxCBHLEYkTMNB/zvf/jYmrK4sq+b2RZvZzovXal6lDAIuv/xy55y2/4VI+6QT0Uc/+tHHHj1JBGaGCYwJ/PjjJz75yT9zzuXFZig3TWNmwYdbbrnl/9oltP+zBoOZ3f3FL620txaIqqbulaOVwUimdYZqSpbnkaRW81kdVANPUSdHAJUJnBG5dYpQm81O3HXvHtUGCO3fsSjOv/SF2x+/lWClL9HUyapo2WIufQmqkiykUlsvZQOtnXvQBEVvhBmaIiakU48/vkSizqYxhqJvRhKR1BRW+lCdc3YNYnjUBk8njh1Lm9sru1bmG9MQwjw2Uc35ItfzlFKVKoVXaG1Omxg5TDkt9wrPVmv2CgcC0FcyRZF18+jRs4CUG6jbWbt62oCw47necUvnXbBaJRF7tJzvs/6+Ld04uXFP/tqHf+Z9OHTO5buPDC7q4baja7c+ku9/YvkVL8Kb+w4sxqJw2XZFEGxltILlgbYnHQFFjomoaJvHzExONOecswKzenbXXXcxv66VTDKzGFPT5Mlk3FYP4iEiOTciMhwORZBj5ucKMiGENJ8Vhc85Eyd2XoGrr776ztsfH4+bPXv2bE1PsXzDY/dnM5vNVJWlVU8gEXZl0SsDYPvP2nfhhecffeS+OpqZcRtD2ZxI2SsPX7BEhH6vp5qe0kklMrV2Xyzn7ET279/nvY+VERMR5ayAEdtXvnz7448fPXBgt+f2fgbVVVw/tX7//Q+IXzZTMmaiKkYnwXl35Mjw/5qKLsOAiASrEQ0NcuJMDbCNGG3u6u17P/RrV33mrgPj8brXcSED7nGTt3Q66aVIDffKkxxqL0mqcUmb4rTWQxN/6JTtnQNm0RVNKoPtnlLviIb5r390/slPrNiWj9YYb6wu7fn+t2/sXUuIUm0bae1CEYfo7bvHFTWW945LNtdDsTL1cy3+4GAYXXMtVf0N4if66M3D6IF573c/PZxvguuVIrgmDvL0kdEk52kJ94mDvfI1r14eD0aP8VbPapr0fu8PB4UUW+OzM9fVpJFsgR7xzfHhMG1VV81Xh3Hw9dFgyPVWoTXThdPh2evsJxRZJh7HHdbJnfIlqezJsfnkF3BivAza9lIHIPNKxbtrCDe2PO9C07NRGuKNr3/g+95472DpcLXST7bht3Q4OevkA2/9wh3v+PCfXveBf3/Re35q5bf+3e6HPrcix+48PMdSdXAciIrZYHD2zG04/vQ5xe3ffzOalX1ZtsK03p2Sr1eySI1rrn7x3rN2VzyrLdfQ5GlKuSkGH/zwH//Aj//CZ297fJx6j56YffxPPv+Gt7xzvXENSt8fGTQ3E89NQc033XSdGTK7hKBwapJly2hm6jQPco4imqvQd3uFAD/pN/j+t7x2VG65cHLcPJ6oTlSqLnEuvFWFrRc5hei9toZglVLMZGqi6i15ZOFMOfHOImoybXLE9lYDGzKPGqVa61qahrG8erZTXnL6nW96OdxRGeQow5kOphlUzFxVv/KGazJZTQiDgshzMwjz1bJZcSrZbSd/qqnnvcCxSssDfM/bbimoQZwhN0wwJgMvlRf+6A/97K2furNRbM+tBu599LGff/+vivSclMFCSE4jr4xGVs9f9+qXUQWO4EwwASRDE5JSDUukHhpU5slVDfUbW1M4dRugGafnnVtxu1RFhIXRoRE84GPEePrpD/3nUWiTWh1GKxMXgAAOfgbSRvfS7mY+H0jfyFc5E0icsZuZNjlX6nIoylne3B5YE/NkFG//b//lVW+8aexzhngw7V32L7v02OP3H0hgahygBgEDcEacLYivUmXEmWl97/7d116RSzcDEmCY0sYjdzxx32Vr4cRkNvNJgw/znIc+at13BV9xUe/IuXBAQO3gkW6/6y/3F6gzyKyX8nJj/WiN1XtkOLXa5wJZBnUYymgzzzM4U18tLw/KWXPSODrLylnF1Wp50Hvw8Qdf+NXbwk03KukMDIdiMYFhhXXK7c+ZrGNl+Iof+8FP/Omne/MqzNb3gmeSpgGbZePMWHMKrja12cYy9hwkxvoTGzbepU05z0G57hexnl1106va/XLvCgOrRbAQsLpKP/zD7/qx9/1sjgkAkwVfCGwynnzkI7/38d/7w37h108d98557wVrJKY5sWWGplgfueDQW9/65qzmhIhMd8zvnpki0U7SRCAJHofO2ft3f/Ld7/0HP7c1mwyGqzGjLURhApBR0+pj0ZPf+4wF93ahNRsZUzt8FFBbcpIZCKyZBOS9WxoOACXw6173uvf9o18+vm0pNf1+P9YENeL84qsuDp6SKYiKomgq2EJBggEP0qZOZiTiWPCen/iR3/+DPzr6xCaY5rM4HC41OW/M6ifGj37Pu97z4pdcfvmLLnno4Qdvv/2OY0+sV5mFsnMlkViuirK/vTF581teGwpYfKYH19ONhUD2DFOwVjXsed41cItSvv3ZxjBOhmhaEIEZjzyu9z+kDFJ4RZFzARMQozwFnCz7xwchj/rbExfUZ2Y1X7IU8819hLJOPc0+RiGSmHnsKiJX1/Xn7+o/uj4/b+Qha9mgYXT48MR8LzcNZdYdJQ+ggJhlpJxROykpuEPnXYzlfZJ5IPAA1fnkn316sDkZkXAms5zglhvjOVkuNllf8tLrHXx77Xg1q9/eSHc/IAax9pPMPNQZlTI8Lmle7KHdy19vpmOx3bSyXlUQWXLFLqFTD997dl9GSb1lQ0aKkaTxBc9nX7v1s5e99Frp5xquAQpuO1aUwV20eo62FTNyhfPP2nv1Jc0f/eVy9A6pl6nJaRIwYwuJo+mQvUcoVocY9k9++YuQJGgsVdrb/wBmL7jpFWuHzmk9i5/SaNcMMTDdcP01q0uDrS1xzpmmHFuflcKJxJg2ZvOiXFPLKYNEoWCYd8JsTZWvv+Gas84aEpkQ1DLoGRM9eipDZCU2IjI3n1WhLN/4hpvf/4H/mI5tW85s0q4vWGvaarRzs4GsVZEB2tsPO/d62MjM1BgGhnGTEFNuFwuIRNUckw80HEkrg1WEYv/+fRvTsXeOiLz3lmrv8uHDB9tSV3ZmmjuLF2wQmB+Pq6bJvpCqsrVVuu6lV/7ux/5YTUeD/ryqvC94ONzV71fV7NbP3fa5r9yZUrOxsbW6slsRNaEchllVw6p63lz30iuPHH4hgJhS8HJ65UsLLa+ndSzbTyt+yiz6G45WBFBm2EIRCEiMaDYkRRMf+9StlyY+VYpXLVPOnGPOSrLdy3ezveinf/yVb745ro5yDqW5ZKaMoBGPPPQ7P/Cu8pHphcmV07nnKgU9MNWNUPj16XA9pz+7fencAwmKrYiChtdfcXxtdXrieOVTO8YggA1JFU6TSCzLsTbRxZe85bvQX1JFT62IEQ8++sUP/uZFya9Mtleo2ITEynZlchVmvnd0/+rad7wpGyuBBX5S6X/9HwfvO9YU0jAqsZnLvQRRm/XcXUP/Lf/4p8Irrj9/aWD9EcbmXWHe6Xwi483P/ot/9ehHP3buuEqcQZmMWD2Pty7Stcf+08cve+W39q67PPmgoLa/lsFzUOiC03NkVqS9nsX60Lu/7+tHj9IXJvtjnRFhBs1iVmbbO/Pm5WvcbPiTN15z2a2/9MsH6qqAn0M+v8qH3vG95/3gO7E0gjhlTiABOfGWamgi9gcPLb/zHW/+wPs/nOoJM3sSVev3B03TGIKxUwoxRSIizSzkhZtmShqvfvFlP/HudwFwDLXIi1YPw2ina54X7VPAjNUgJL0ezPLuZfnut33Hz/3zf1s10RVDPBWwSMmUVInJiEwMpKRKtvDwaVNxSWqJgKxgko3N2byuiXzKSYRSNAp5aVQOB8gNfMGxStdefc2X7/iYiKtmk34RUlOXpV15xaWm1qonF0Woa2uVVJWoVQQ8dWLLiZBBHFK2v/Oj33vXvXd+5St3l6U4CaSYs1pKTYZzw3mjpn5lbaVpmuHSyGDbkw0nUoZ408uv/3s/+e59+4qqzmXPPbkMTYu4xAAr2iVpayVRAIUR0Dbvn+dM0KwVsd/5fhIwC2lGnerPfH7ftKrFN+wTSybOTJlQATRY2XvJldh7qFk920b7Mdytu/bMdu+p9+7HkSP7XnRF7q805sz15uzmriAwDGXCWmPbn/mcJ6soa2FpIOV1Vz5+2aFjvV4loZaQ2CVyiUKtxP3RlCktDU7BeucfKt74mu2lsO4x9wSrHvj939k6cVQUBmITMhaE1lN6A+JefR0u2LtRuCcEpwSYbd75G7+1q06sQcnNPM8CNUJslqNiOAovewXOvYD2nZ9HZ+lZB+JgV+yvzPbuwwXnXv5t32bW8zk0Ukx8qMWz8mqW87bz/rtO4EMf91vzEsntyMNlonm3G/qcfStIlP624+ENV1328z91/BVX3LE6+vpoMPG9EMNw7pYrXsMacu/Execsf/e3zY6fxB2PVUwProRHLj6w+30/dMHPvBdr+8AEJ5lIdoIgBK3bQr/Aj/zg21/32hvPO2cNebo0YLJmNt0UNiJ4H+Z1zc6X/UFwkBzJatL6pde86D0//iNnn70SHAjQFPkp43oQMi3k/dJilY6w0FKhpDky8Lff+Pqlnu8HFsuMTLYw0zPK4LgjDe8WRl2UiCIhkSkZQlCzxX1TA584cTKmijiZNgJDMiE9+5xdIATvYFwW7poXXwaL0Lk1E9LkmW+55TVrqz3P5Ajeu927V4kSqDFKRmpgg5vPahHkBO8oCF188bkf+KVf/O63v8m7jFSxZeM0mY8VuZT2KAAAE9ZJREFU2sTcVEmonGzNS1dUk/F8fGp5SL1Qv/bV1/3Gr//CpZceEEHZk5iqhcBhq6AMahcqQWivojEyU2yVEdme/xTK4dlpri3eVvnYEw8/9NCuKr6w7gOJjAGObLXjhssp/ODgReCRpUXEdARpVRutf8WlL7/tD29bGec1M4XMYWOqTTkom8hjX717bTOPygRfACgHKy+44RXNXzy4Nl0MMNpxhAMJPCdv28P1yeTA4Rvh+oDRrBqURTp28rY//tQuGaS6UQwa+Fqcih9bWM5uknHOVddWkUfEDHUOk/sfHt/98D74I9s+Q8eimWLIEHBWv+vQhdh9lkZpmBlkbN4RGBCPKg0uv/Ec7Fmrm1SXkXhE5aafb3kMawrqvvSZz13y+DHZvZSQF58bBurmgs89YoYRB7e6ZfP+jddf9qtn3/HB39y+64HJ527vnxwH0trxfW6464JDL3jXt++6/IIv/vQ/W+Pd65fvWX3l1Udueln58puSDJ069bnVDV5cGjYj52A5Z4tZdi0VH/g37/2rL97+oQ/99p//+WcmNO73B/NqiyXEZEUZgtfZfL1E7R2fe+jgt3zzy25506svu+TCWKeycAQlYTMlQFNjuQpeQCnmKGBwSnHeDtliVm6m0hvGJh46uPzTf//dv/CL79+eVAoP4id3yL3n9jUysWkmS0G0zrN2J1MoKzdMUTMcgYDxeBzT3AAmhuaSFVofOmeP5tZy3cxw8eHDw4LmqYY30sqTveMdb80pgk0JvRBWloaEY0zVjntFNlhsFnlJTLVzrClefOTQP/0n77vqypd85Lf/5I477iOJVarZvOc+giDNlgumZtyXyhCvesH5b3jj37rlO76lmTf9XjBVkLE8aU9D2DHJWFwy1MiUyFSoTPW8cE4YbPr8vIMdFpayYAIJkOEAznm8sf3EXV97tKo1eOKlxCm6OPdxFrRytNkfhksuw/7V5BAdOCuAxBwBI4TSD264rv79P7ov3turDEU5A433TJfGqTezeti7Z3pi1yc+ffZrXotCFHBzvvTGb/qLj33m7ocf0YV0P9jAyk1s5kUIu1bjwb10/fU0w1KfUJRIevTuex8+cWKfD7y2ciLpzNMkuEZgs+acLZ8PHTj/sitLGqLmgrJS+uqdd94veWvFv3B7qXJ6qq/zENuP5eNB9l12GMuD5HoZmNUYOkUhCZgBrvC8PNw+72BTxUp0Yjr0w8dkcxrme2dFQ2E6wPDEY/tw0eJhBDlDr4tMz5nMEwUDA5F6U8DOO3LVP3wvxglf+Bo++ZmHHrhv6nP5qmuPvOjGrz949wd/7be/ac+RS779e/HO6/P+lYTiBHorc8EYusK60yPh9qlGBpk4IrACavnl119+w0sv39ycf/YLf/WJT3zq7nvu39gab21PfShX13b3er3XveqVN77s+oMH9y0vL8zqQ+EWzxwLgGqCINYveDqfKKgoBzHWQmnQW43NzPGQWIgL0+yLoIrvetvNmxvr//Jf/4og6Y5CqSv0xMmjS8NDhUhreaG5ds6SRhZ2RkxIcXs0CPU8lwOZTOLJE8egc2Zl8qKx8CxeR6Mwn83Kfp+EtLFDBw+88qZrv3zHPSeeOLVv9/IF5553+PAhJhNxs7oRwXXXXPXV2+5gkFLkhRsGqroyBTFIjQBhg8V+6b/vHTff8oabv3bP0V/7jV86dWrjnrvvO/HEuik7Dr0QXvjCC1//+m++5torL730/F7PJVqosDIbYK1CFnZuRBJAxABm8xgces40Nb1eUddJkKrpfHTOru0NlHufx66eGoBImWAOjMwgRIZXxdYmvnAbxhX2rIIzJIJT2yvLDclgF45chuDAaOoYWOFlKq4Bhsh+XtVf+nKRDIoUCre2VvsT4eicEqPHpwrsuuzFCcWmcxlYyXVxfEvvvYcLt0itsGP+Qaw51ZQwKMKBffWugwoAWsL45Il0//1BGU0EKQIQKAlYhI8pin66+uK6VwzqYJy2fZITTwwffhyBcSpBFCFDtH33gCStrLojLwD7HCEGcAU4sGwzMXTYRNzzME6toyfGROUgxy1JU8w8aksF5lccrlZ3OchyFo4Eh9qh6ILTc1SCYF188s48xoCg2l0bpoZZhTjFathaWVqOhMk8bs18swKP+mDOjkvzcyoGNbCJZl8GhBcTNYCUEA0GOIWznUZu++lhwPrWfGW51yTEDGKEVvW7RggAoanMB3KMnb7wjnyCuZMnquPrW4PRSlXnyXTe6xeq1Xy6+eIrD+cYLceytJwgrpeVQXjiifnG1tQgT3ZmqrjxossuEMCiOaIE3Pvo8WiIGQIJmSlTGszQpMsPH2pb0Se3qmOnNjI5mIh6l6XO62GULjr3vDxtQhEAKOPoqflotdeWrnGGYT/FmJwvVWGMr371QRd6BmfwZtJOrvYNqrPO3gUgWwJnAxGcgbOCGCmi8MgZmxtNM8tEXBTF7jXUDYqijUNWVZOi13vWXuGTw9PWcQwpZXbyyNFNH3rMRV2nGOPSoIDCUtq/LzwP+QYyNWRUThNygIUscabmRbyJAdtjxDTfN9SFx272UAa5JJQcVGCihSA1DIWTKL4iEExQizYKVS42jSIVEc3+VA0NM5+2IaMcnIWxczWwR1Oo6xSsEVIgAYp2879NpqWGKWSGtNYU7BmkZllyI1k9OxhUci1pBstQNds/94CM+70GumtiKGXmUg3tA9GSEC/aDjv3TWOdCldyFuZg2UBEOoP4zK59SYwkaU6Us/gxXAPvEFeRqDECwckWm8EV4KEyRYLApCsGnzNaGS/+xgSHSjBPuWQqkkIocp6xzgHXxCKMzPLSmBl5PEoDBc8EzqcANEi9RhDE2l4uwAZKimwQwBOgqRYRM6SUnPMxZWIhbs25CMymEDMQwSCsBoUpP2lnZwIgxsX1ZiMwkzFihPdtuzczqeYIBkGYfYpGxMKLhrPtzMWSppxz6QNnMCgDSVp/GwjgDJww5dhjTwmWMwtHUwrctoK8QjJqxAax50qnDAWiZa/mpTEwYGqctCgsZyNyZgQYMbXBun01C3tYTUyipuIo5eidz2ogUiUWMgMlFWEAmrXVhCEmEFQt50YEJPRMoRh6yv9sJ3zlrEwck7Lj9q4TC+pKy8C5id65mKwo+RuPVtmQMAtWofHQUWZEn2KmkU8A5RQYSA4ECKzdFDFojJmQnMxIZ0geNoAHXDuc9ABSJUJ5NpViAA4AnWTsiqCMHOqKeRAZlUDa20gZ9RyFR7toxe16CMgIrVirQmPD/QLtZodGAHB+8bnZzm2cZoqKNM9Y3hZE0rWCBZgZckawJDpPFOBDj0iBBjDAITk0hACgiS7IFDaFrUHHCAoMFKXCCI00DlkSwzyEI4OABDRQBRG0BAWAMrXqE5nQbTA810ywIUSAkT3ULf4EjAqIsJirgnipmY6935Ceh9ufYPO4PkrL2UItgKv6Mgf6qByCZF5M1cTAKUPbCMC2aGbFuvbeo91Tdw6AaXratWaXc8waU2p6ZUG0s1plrfEfZtubvV6PfNE+hjkbCaWUgkdVz4sgZkm5ZwZNOfiSnt75pYXiVoYBIuA0yc4JPLIgIRvUgcQcZSSXyLgZVz1XwhG8ZsqGTGAxj8yJkoqJEdXELFBkl8zZpJkNQj9nLblQNEw+J2pXnlJKPjhQROtO0catnQLaDDkrMxuglpzIvJqIY2c9ZiZuZ0XUCodWsVYj55xjB7BYwlPWEfzUb/xkWmo7kYugbeEJ5BxFGGa5qWCQcvi8uuy28Lp1UINRJiehAaZAEnGgtQQjaAYAaZc3nGcCkTmghBiQ4BzggdDKkDUZpZOyhxiRFNzrF6AIJBA5KgxxMYpEQOUEvvC1StQ2K1FWGEs2kEc0CDMVaACJEAIzwBoR5ygCFi4OmZwYAKY+CkKBaR114JdLw/oEJlqGYRmoxsRQZrimFUWFlohAAQg8ksLFCg0wbHVenQI1yKOiJJyGDQMMhUtMETIEOzbAm/CTyhyCSIvnpuNZpIQ6w7HAExAdMkCYQR3xmvRcDaS6710DB1WbQQrvIeuSR33tQTOM4QDj1r3mqUzm6c9M+64gX5RQaEziA1IEExGDDJpN1SjDNHgJvjBLqmAOT/8Z/aUBQKaNqbELIqQavSPAvIPmRpxTCEhJ/NOcChVQWAYZoAbeHk9K6RUS0N7pEWLkhAZw7dxsNp8My0Fv2G/lZy1F+ARkAsMM5ptcO3EpWcFl++qEKSMPgiOkQpzmRqHEJrKwXvXOweLiXpI6mAfYOG9uniL45eUVJ9x6jLI4IPXKAGRLRNxmCqbIURtm8T4oSIFKVVrhK+OdJtVzk5sG7R0oRylF59g01nVV9HsS+PkpzJCqNRmN04jaI/eNpBbjIjnaspwEAFZt4Xnd7lUuOv4MIzXBPNdOgkAYTxNwZAOrWjIShphSBny7xCdoAAe4CBCSwwQGWKHag7Sz4sU41MyBLGYSQTYwNU6zZSYByECyUyjzUzM4VWObZyllLmiAAhZiZO8iuG4wIGx7BKBsIzRBBUaQ1Ip8JHNaC8ocosCAEIEMOFRODblQY7hM1DRSWCusC3XI7XzY0P4rOcusBXwXnJ6dWyliAgNctGmVkXlUAAOFApXCKi2kccEpuQg0aTbibUQP6oPCYhk6CYT0ybmbgdvbta2BJkh3SpO2BCJ6pvXpQomBGICpZlokXPw0XSqgTQMXz8qTyYLmHL13gGmOJgNTZWbTDDMmEFHbvVnIYYENrtXHamYx9L2xGbIiM4iNYaRsZETaeie1v0tbLYNMoJJJwQQFqywcmJGTNuxYTR05Mm4tnQmkuf0FM0s7QsOTahCKzCwA5WwAt9IhIKglIssaHfWtdZEg48XpWmrdq8m1NkMB+lT1R08FHnra54apEVNM0TkhQs6pLTABQ6txgW94H5HMLAEZGWgAZbCDj5V6duQZ1CStHbvuMTuNGmJwLqljlxgnNfbZDwCpDZrhzRyoi1YdHWeOdmkEEIXEDE0QgnPGnICmQTVBjhj1u5N6Vru4hmaMG4QBhOuSrdd3YNfmaA4NI3QLoh0dZw4HLIZwAItIDa5Ul4x4fftLv/Krx//7n54VUx274dbpeEyWOZbRn4x6cti78N0/cOgtNyN4FWfiGkL9PDLdjo6O/120ovapYhBnIAGTlJayQmn3I8f7X7nv3Nm4ki5anc5mMZ1hRk1BVGB5kCbrkKYB1SQCcBeqOjrOeLRSoHIoFxZoIGA5BJpHgEdZy9gAsxk6qabTGRc0CYyKE/nYk5oaiM6hEdoDQmvA2RWCHR1nNlq1Rqs9AwMemBmUIag3QpqGJkTk0HXZT2d15s+ahDKHpL3QuOGkRON6oY1RmZ6vL1NHR8f/MloRUADBQAlkCA6VIRfOu+reff6RA+54HhQnumj1rIOrsRaLXShrhPUqjbQHLT24AJcwsgwFullqR8eZg9TMFJwM2QCCp5kgkpaYz49+XY99vVdPPS7oTuo0tnxuWJcb7fvRZqrqCw7Y7j0KXoYNEhZX1vpdtOroOHPRarHBAAUyCBCec6vSmyjOXJ6J6Myf053U6dEKU0VeARAz+eE60MrfrBmKuNMC7DrtHR1nsKAB2i11gNWgGcKmRXaMACVkgea+dl320+nHGgAaRmb01TnVwnN78YiQPSrCoDumjo4zGK2M0Hg0sIgMqIcNyVNjGKeHPnnr0Xvu1sn2SCbdSZ2elLJU6+P+8u6poun5819904FrrwEWq6HbhA109XNHxxmNVm29EoyJyhnYKahCKqKTrfGff3T3f/iIz2Pp7uc+O1ppNs+Itpb98X7Z7C3xsksyemw8JwzNVuuEsrt509Fxxug2gjo6Orpo1dHR0dFFq46Oji5adXR0dHTRqqOjo6OLVh0dHV206ujo6OiiVUdHR0cXrTo6Orpo1dHR0dFFq46Ojo7nwsGMaoMyiPoOc48TfV2xBusbPZvNy2bPRjIsPSvIPSPMGcyel53h/78cW9ne0I0LafnkLK2v9qnvG1hC7OfQrwkFTUvfaTB0dJzJaGUEDWAFAcpQIIAtKqhAA8qOEY4Nt7uTOo2cmrNjGEYw+jmXYZqCQYixI3UcuzPq6DjD0QqYsBbMfkdCzgMMgRs06jcihpBRMz7t27S1xd1hx+f2b1IJLb09fi/qTOjHzaZMBZKIIxiBkbmLVh0dfw3RavH4GZQgQAbMGOKbpdFs967pNI/G9enRyp4ZrUD0N8w0YSvJNDYD8Az0RE6DogAxwJ13REfHX1e0YmBgkGykJAA5ZIC8B1eDG65ZdZKmzbZLp2cWz/zS8DesawUkAiunmThz5y31ly69IInLRIFBGc7Q78JWR8cZhUwVMSMLlNo6cCtr9nkgUlhCHZFyHPafFa3+pnfZWeeiDWaE7NDz04JqKgUYKTgBDEjn0dXRcUZzq6eXc23gGZQ8BzcAyBUF4FyDzrvldDIXwtRfYjIxkgaSAXkyxzRA0UmudnScydxKTZOpKLEt5lkqiw6xAKJGauBuLet0asqZLIAYpKAaZIAHgoIyQDveHB0dHWcqWiWzLWgAAliefL5sJzvIgAFlN+B6juQKKouclJ5W9NniS6OuEOzoOPOVIBtUoQzoooNOMFo8igZY6k7qdNQhy6J99/SWHQO8CPJd/dzRcWYrQUsGgjEUMCIzwEAGWQQsg0PuTupZ0YqMOO/kUKIgBQATZF6cV9GdUkfHGcytyODjToLFBoICEZZhSqZgEIquAfNsGArUOzlUX+BoUQZqdzgdHX8duZWZdafQ0dHx/z7/E6fRgQwYX0jqAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">14<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y85 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Czesław Sadkowski<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 ycc ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xa h11 y1ff ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ład <span class="_ _6"></span>korporacyjny <span class="_ _6"></span><span class="ff2">- <span class="_ _6"></span></span>w<span class="_ _1"></span>łaściciel <span class="_ _6"></span>kancelarii <span class="_ _6"></span>prawnej, <span class="_ _6"></span>a <span class="_ _6"></span>od <span class="_ _a"></span>2012 <span class="_ _6"></span>r. <span class="_ _6"></span>komplementariusz <span class="_ _a"></span>i <span class="_ _1"></span>partner <span class="_ _a"></span>zarządzający <span class="_ _1"></span>w<span class="_ _1"></span> </span></span></div><div class="t m0 xc h2 y200 ff1 fs0 fc1 sc0 ls0 ws0">spółce, <span class="_ _c"> </span>która <span class="_ _c"> </span>specjalizuje <span class="_ _c"> </span>s<span class="_ _1"></span>ię <span class="_ _c"> </span>w <span class="_ _c"> </span>kompleksowe<span class="_ _1"></span>j <span class="_ _c"> </span>obsłudze <span class="_ _c"> </span>prawnej <span class="_ _c"> </span>dużych <span class="_ _9"> </span>podmiotów <span class="_ _c"> </span>gospodarczych <span class="_ _c"> </span>o </div><div class="t m0 xc h2 y201 ff2 fs0 fc1 sc0 ls0 ws0">kapitale polskim i zagranicznym<span class="lsf">; </span> </div><div class="t m0 xa h11 y55 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zarządzanie kapitałem ludzkim <span class="_ _1"></span><span class="ff2">- </span>jako wykładowca w<span class="_ _1"></span> Okręgowej Izbie R<span class="_ _1"></span>adców Prawnych w Opolu <span class="_ _1"></span>prowadzi </span></span></div><div class="t m0 xc h2 y202 ff1 fs0 fc1 sc0 ls0 ws0">również działalność dydaktyczną zagadnień z zakresu prawa pracy, również w kontekście zmieniających się </div><div class="t m0 xc h2 y203 ff1 fs0 fc1 sc0 ls0 ws0">przepisów na szczeblu UE.<span class="ff2"> </span></div><div class="t m0 xc h2 y204 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y205 ff2 fs0 fc5 sc0 ls0 ws0">       7. <span class="lsc">  </span><span class="ff1">Piotr Cieślak</span><span class="fc1"> </span></div><div class="t m0 x1c h11 y206 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ład<span class="_ _8"></span> <span class="_ _23"> </span>korporacyjny<span class="ff2"> <span class="_ _20"> </span>-<span class="_ _1"></span> <span class="_ _20"> </span>posiada <span class="_ _23"> </span>ponad <span class="_ _20"> </span><span class="ls1">20</span>-</span>letnie <span class="_ _23"> </span>doświadczenie <span class="_ _20"> </span>w<span class="_ _1"></span><span class="ff2"> </span>zakresie <span class="_ _20"> </span>analityki <span class="_ _20"> </span>giełdowe<span class="_ _1"></span>j, </span></span></div><div class="t m0 x15 h2 y207 ff1 fs0 fc1 sc0 ls0 ws0">makroekonomicznej oraz wyceny spółek. Od 2014 r. do<span class="_ _1"></span> 2024 roku był<span class="ff2"> </span>członkiem Komitetu kons<span class="_ _1"></span>ultacyjnego </div><div class="t m0 x15 h2 y208 ff1 fs0 fc1 sc0 ls0 ws0">ds. ładu korporacyjnego powołanego przez GPW;<span class="ff2"> </span></div><div class="t m0 x1c h11 y209 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">z<span class="_ _0"></span>arządzanie <span class="_ _1"></span>wpływem <span class="_ _1"></span>finansowym<span class="ff2"> <span class="_ _1"></span></span>–<span class="ff2"> <span class="_ _6"></span></span>pełniąc <span class="_ _1"></span>funkcje <span class="_ _1"></span>nadzorcze<span class="_ _1"></span> w<span class="_ _1"></span> <span class="_ _1"></span>spółkach <span class="_ _1"></span>publicznych <span class="_ _1"></span>i <span class="_ _1"></span>niepublicznych, <span class="_ _1"></span>a </span></span></div><div class="t m0 x15 h2 y20a ff1 fs0 fc1 sc0 ls0 ws0">także <span class="_ _a"></span>prowadząc <span class="_ _4"> </span>działalność<span class="_ _1"></span> <span class="_ _a"></span>consultingową <span class="_ _4"></span>rozwijał <span class="_ _4"></span>doświadczenie <span class="_ _4"></span>z <span class="_ _4"></span>zakresu <span class="_ _4"></span>zarządzania <span class="_ _a"></span>finans<span class="_ _1"></span>ami <span class="_ _a"></span>oraz </div><div class="t m0 x15 h2 y20b ff2 fs0 fc1 sc0 ls0 ws0">relacji z analitykami i akcjonariuszami; </div><div class="t m0 x1c h11 y20c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">etyk<span class="_ _0"></span>a <span class="_ _8"></span>w biznesie i <span class="_ _8"></span>compliance <span class="ff1">–</span> <span class="_ _8"></span><span class="ff1">w<span class="_ _1"></span> <span class="_ _8"></span>ramach funkcji <span class="_ _8"></span>peł<span class="_ _1"></span>nionych <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>Stow<span class="_ _1"></span>arzyszeniu <span class="_ _8"></span>Inwes<span class="_ _1"></span>torów <span class="_ _8"></span>Indywidualnych </span></span></span></div><div class="t m0 x15 h2 y20d ff1 fs0 fc1 sc0 ls0 ws0">podejmuje <span class="_ _b"> </span>liczne <span class="_ _c"> </span>działania <span class="_ _b"> </span>mające <span class="_ _b"> </span>na <span class="_ _c"> </span>celu <span class="_ _b"> </span>zapewnienie<span class="_ _1"></span>, <span class="_ _b"> </span>aby <span class="_ _b"> </span>spółki <span class="_ _b"> </span>tr<span class="_ _1"></span>aktowały <span class="_ _b"> </span>swoich <span class="_ _c"> </span>interesariuszy <span class="_ _c"> </span>–<span class="ff2"> </span></div><div class="t m0 x15 h2 y20e ff1 fs0 fc1 sc0 ls0 ws0">zwłaszcza <span class="_ _8"></span>akcjonariuszy <span class="_ _8"></span>–<span class="ff2"> </span>zg<span class="_ _8"></span>o<span class="_ _1"></span>dnie <span class="_ _8"></span>z <span class="_ _0"></span>obowiązującym <span class="_ _8"></span>prawem <span class="_ _8"></span>o<span class="_ _1"></span>raz <span class="_ _7"></span>zasadami <span class="_ _0"></span>etyki <span class="_ _8"></span>biznesu<span class="_ _1"></span><span class="ff2">.W <span class="_ _8"></span>2024 <span class="_ _8"></span>ro<span class="_ _1"></span>ku <span class="_ _8"></span>Rada </span></div><div class="t m0 x15 h2 y20f ff1 fs0 fc1 sc0 ls0 ws0">Nadzorcza podjęła Uchwałę nr 04/04/2024  <span class="ff2">w sprawie zatwierd<span class="_ _0"></span>zenia Strategii Grupy UNIMOT na lata 2024-</span></div><div class="t m0 x15 h2 y210 ff2 fs0 fc1 sc0 ls1 ws0">2028.<span class="ls0"> <span class="ff1">Istotną częścią dokumentu są cele i zob<span class="_ _0"></span>owiązania Grupy w zakresie zrównoważonego rozwoju. <span class="_ _1"></span><span class="ff2">  </span></span></span></div><div class="t m0 x1 h2 y211 ff2 fs0 fc5 sc0 ls0 ws0">Komitet audytu </div><div class="t m0 x1 h2 y212 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y213 ff2 fs0 fc1 sc0 ls0 ws0">W ramach Rady <span class="_ _0"></span>Nadzorczej od 18 stycznia 2013 roku funkcjonuje Komitet Audytu. Do kompetencji Komitetu Audyt<span class="_ _8"></span>u </div><div class="t m0 x1 h2 y214 ff1 fs0 fc1 sc0 ls0 ws0">należy <span class="_ _1"></span>wspieranie <span class="_ _1"></span>R<span class="_ _1"></span>ady Na<span class="_ _1"></span>dzorczej, <span class="_ _1"></span>jako <span class="_ _1"></span>s<span class="_ _1"></span>tatutowego <span class="_ _1"></span>organu <span class="_ _1"></span>Spółki <span class="_ _1"></span>U<span class="_ _1"></span><span class="ff2">NIMOT <span class="_ _6"></span></span>S.A. <span class="_ _1"></span>w <span class="_ _6"></span>wykonywaniu <span class="_ _1"></span>jej <span class="_ _1"></span>obowiązków </div><div class="t m0 x1 h2 y215 ff1 fs0 fc1 sc0 ls0 ws0">kontrolnych i <span class="_ _1"></span>nadzorczych, <span class="_ _1"></span>w szcze<span class="_ _1"></span>gólności w <span class="_ _1"></span>zakresie <span class="_ _1"></span>mo<span class="_ _1"></span>nitorowania procesu <span class="_ _1"></span>sprawozdawczości w <span class="_ _1"></span>Spółce <span class="_ _1"></span>i Grupie </div><div class="t m0 x1 h2 y216 ff1 fs0 fc1 sc0 ls0 ws0">Kapitałowej, <span class="_ _b"> </span>monitorowania <span class="_ _5"> </span>skuteczności <span class="_ _b"> </span>systemów <span class="_ _5"> </span>kontroli <span class="_ _5"> </span>w<span class="_ _1"></span>ewnętrznej, <span class="_ _5"> </span>audytu <span class="_ _b"> </span>wewnętrznego <span class="_ _b"> </span>oraz <span class="_ _5"> </span>systemów </div><div class="t m0 x1 h2 y12c ff1 fs0 fc1 sc0 ls0 ws0">zarządzania <span class="_ _b"> </span>ryzykiem, <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>tym <span class="_ _c"> </span>w <span class="_ _b"> </span>zakresie <span class="_ _c"> </span>sprawozdawczości <span class="_ _b"> </span>oraz <span class="_ _b"> </span>mo<span class="_ _1"></span>nitorowania <span class="_ _b"> </span>wykonywania <span class="_ _b"> </span>c<span class="_ _1"></span>zynnoś<span class="_ _1"></span><span class="ff2">ci <span class="_ _c"> </span>rewizji </span></div><div class="t m0 x1 h2 y217 ff2 fs0 fc1 sc0 ls0 ws0">finansowej. <span class="ff1">W z<span class="_ _0"></span>wiązku <span class="_ _0"></span>implementacją d<span class="_ _0"></span>o polskiego <span class="_ _8"></span>porządku prawnego <span class="ff2">Dyrektywy P<span class="_ _0"></span>arlamentu Europejskiego i <span class="_ _8"></span>Rady </span></span></div><div class="t m0 x1 h2 y218 ff1 fs0 fc1 sc0 ls0 ws0">(UE)  2022/2464 <span class="_ _9"> </span>z <span class="_ _9"> </span>dnia  14 <span class="_ _9"> </span>grudnia <span class="_ _9"> </span>2022  r. <span class="_ _9"> </span>w  spra<span class="_ _0"></span>wie  zmia<span class="_ _0"></span>ny <span class="_ _9"> </span>rozporządzenia  (UE) <span class="_ _9"> </span>nr  537/2014,  <span class="ff2">Dyrektywy </span></div><div class="t m0 x1 h2 y219 ff2 fs0 fc1 sc0 ls0 ws0">2004/109/WE, <span class="_ _24"> </span>Dyrektywy <span class="_ _10"> </span>2<span class="_ _1"></span>006/43/WE <span class="_ _24"> </span>oraz <span class="_ _24"> </span>D<span class="ff1">yrektywy <span class="_ _24"> </span>2013/34/UE <span class="_ _24"> </span>w <span class="_ _24"> </span>odniesieniu <span class="_ _24"> </span>do <span class="_ _24"> </span>sprawozdawczości </span></div><div class="t m0 x1 h2 y21a ff1 fs0 fc1 sc0 ls0 ws0">przedsiębiorstw <span class="_ _a"></span>w <span class="_ _a"></span>zakresie <span class="_ _a"></span>zrówno<span class="_ _1"></span>ważonego <span class="_ _6"></span>rozwoju <span class="_ _a"></span>(<span class="_ _1"></span>dalej <span class="_ _a"></span>„Dyrektywa <span class="_ _a"></span>CSRD”) <span class="_ _a"></span>do <span class="_ _a"></span>kompe<span class="_ _1"></span>tencji <span class="_ _6"></span>Komite<span class="_ _1"></span>tu <span class="_ _a"></span>Audytu </div><div class="t m0 x1 h2 y21b ff1 fs0 fc1 sc0 ls0 ws0">należy <span class="_ _1f"> </span>także <span class="_ _1f"> </span>m.in. <span class="_ _22"> </span>monitorowanie <span class="_ _22"> </span>procesu <span class="_ _1f"> </span>sprawozdawczości <span class="_ _1f"> </span>zrównow<span class="_ _1"></span>ażonego <span class="_ _1d"> </span>ro<span class="_ _1"></span>zwoju, <span class="_ _1f"> </span>monitorowanie </div><div class="t m0 x1 h2 y21c ff1 fs0 fc1 sc0 ls0 ws0">wykonywania <span class="_ _1"></span>czynnoś<span class="_ _1"></span>ci <span class="_ _1"></span>ates<span class="_ _1"></span>tacji <span class="_ _1"></span>sprawozdawczoś<span class="_ _1"></span>ci <span class="_ _1"></span>zrównoważonego <span class="_ _6"></span>rozwoju, <span class="_ _6"></span>przegląd <span class="_ _a"></span>poddanych <span class="_ _1"></span>atestacji <span class="_ _6"></span>przez </div><div class="t m0 x1 h2 y21d ff1 fs0 fc1 sc0 ls0 ws0">firmę <span class="_ _7"></span>audytorską <span class="_ _7"></span>sprawozdań <span class="_ _8"></span>w <span class="_ _8"></span>ramach <span class="_ _7"></span>s<span class="_ _1"></span>prawozdawczości <span class="_ _7"></span>zrównoważonego <span class="_ _7"></span>rozwoju,<span class="_ _1"></span> <span class="_ _7"></span>informowanie <span class="_ _7"></span>Rady <span class="_ _7"></span>Nadzorczej </div><div class="t m0 x1 h2 y110 ff1 fs0 fc1 sc0 ls0 ws0">Spółki <span class="_ _a"></span>o <span class="_ _a"></span>w<span class="_ _1"></span>ynikach <span class="_ _a"></span>atestacji <span class="_ _a"></span>s<span class="_ _1"></span>prawozdawczości <span class="_ _4"></span>zrównoważonego <span class="_ _4"></span>rozwoju, <span class="_ _a"></span>a <span class="_ _4"></span>także <span class="_ _a"></span>przedk<span class="_ _1"></span>ładanie <span class="_ _a"></span>w <span class="_ _a"></span>razie <span class="_ _4"> </span>potrzeby </div><div class="t m0 x1 h2 y21e ff1 fs0 fc1 sc0 ls0 ws0">zaleceń mających na celu zapewnienie rzetelności procesu sprawozda<span class="_ _0"></span>wczości zrównoważonego rozwoju Spółki.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y21f ff1 fs0 fc1 sc0 ls0 ws0">Komitet Audytu <span class="_ _8"></span>ma także w <span class="_ _8"></span>swoich kompetencjach opracowy<span class="_ _8"></span>w<span class="_ _1"></span>anie p<span class="_ _0"></span>olityki <span class="_ _8"></span>i <span class="ff2">proc<span class="_ _1"></span>edury <span class="_ _0"></span>wyboru firmy <span class="_ _8"></span>audytorskiej do </span></div><div class="t m0 x1 h2 y220 ff1 fs0 fc1 sc0 ls0 ws0">przeprowadzania <span class="_ _1"></span>badania usta<span class="_ _1"></span>wowego s<span class="_ _1"></span>prawozdań finansowych <span class="_ _1"></span>i <span class="_ _1"></span>firmy <span class="_ _1"></span>audytorskiej <span class="_ _1"></span>do <span class="_ _1"></span>atestacji <span class="_ _1"></span>sprawozdawczości </div><div class="t m0 x1 h2 y196 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego <span class="_ _7"></span>ro<span class="_ _1"></span>zwoju <span class="_ _7"></span>oraz <span class="_ _7"></span>prze<span class="_ _1"></span>dstawianie <span class="_ _7"></span>Radzie <span class="_ _7"></span>N<span class="_ _1"></span>adzorczej <span class="_ _7"></span>re<span class="_ _1"></span>komendacji <span class="_ _7"></span>w <span class="_ _7"></span>s<span class="_ _1"></span>prawach <span class="_ _8"></span>dotyczących <span class="_ _7"></span>wyboru <span class="_ _8"></span>ww. </div><div class="t m0 x1 h2 y221 ff2 fs0 fc1 sc0 ls0 ws0">firm audytorskich. </div><div class="t m0 x1 h2 y222 ff1 fs0 fc1 sc0 ls0 ws0">Do 17 czerwca 2024 roku skład osobowy Komitetu Audy<span class="_ _0"></span>tu przedstawiał się następująco:.  <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y223 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Piotr Cieślak –<span class="ff2"> </span>Przewodniczący Komitetu Audytu,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y224 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Lidia Banach-Hoheker <span class="ff1">–</span> <span class="ff1">Członek Komitetu Audytu,</span> </span></span></div><div class="t m0 xa h11 y13c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Piotr Prusakiewicz <span class="ff1">–</span> <span class="ff1">Członek Komitetu Audytu,</span> </span></span></div><div class="t m0 xa h11 y13d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Ryszard Budzik - <span class="ff1">Członek Komitetu Audytu. </span> </span></span></div><div class="t m0 x1 h2 y225 ff1 fs0 fc1 sc0 ls0 ws0">Pan Rysza<span class="_ _0"></span>rd Budzik złożył rezygnację <span class="_ _0"></span>z funkcji <span class="_ _0"></span>Członka Rady Nadzorczej ze <span class="_ _8"></span>s<span class="_ _1"></span>kutkiem na <span class="_ _0"></span>dzień 17 <span class="_ _0"></span>czerwca 2024 roku </div><div class="t m0 x1 h2 y226 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _8"></span>tym <span class="_ _8"></span>samym <span class="_ _8"></span>pr<span class="_ _1"></span>zestał <span class="_ _8"></span>pełnić fu<span class="_ _0"></span>nkcję <span class="_ _8"></span>Członka <span class="_ _0"></span>Komitetu <span class="_ _8"></span>Audytu. <span class="_ _0"></span>13 <span class="_ _8"></span>grudnia <span class="_ _8"></span>2024 <span class="_ _0"></span>roku <span class="_ _8"></span>doszło d<span class="_ _0"></span>o <span class="_ _8"></span>zmiany <span class="_ _8"></span>na <span class="_ _8"></span>s<span class="_ _1"></span>tanowisku </div><div class="t m0 x1 h2 y227 ff1 fs0 fc1 sc0 ls0 ws0">Przewodniczącego Komitetu Audytu i na ww. stanowisko powołana została Pani Lidia Banach –<span class="ff2"> Hoheker.  </span></div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x9 y228 w15 h32" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">15<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc1 sc0 ls0 ws0">Od dnia 13.12.2024 roku skład osobowy Komitetu Audytu <span class="_ _0"></span>przedstawia się następująco:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y229 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Lidia Banach-Hoheker <span class="ff1">–</span> <span class="ff1">Przewodnicząca Komitetu Audytu,</span> </span></span></div><div class="t m0 xa h11 y22a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Piotr Prusakiewicz <span class="ff1">–</span> <span class="ff1">Członek Komitetu Audytu,</span> </span></span></div><div class="t m0 xa h11 y22b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Piotr Cieślak <span class="ff2">- </span>Członek Komitetu Audytu<span class="ff2">.    </span></span></span></div><div class="t m0 x1 h2 y22c ff1 fs0 fc1 sc0 ls0 ws0">Członkowie Komitetu Audytu:<span class="ff2"> </span></div><div class="t m0 xa h11 y22d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">spełniający kry<span class="_ _0"></span>terium niezależności określone w <span class="_ _0"></span>Ustawie o biegłych rewidentach, <span class="_ _0"></span>firmach audytorskich <span class="_ _8"></span>o<span class="_ _1"></span>raz </span></span></div><div class="t m0 xc h2 y22e ff2 fs0 fc1 sc0 ls0 ws0">nadzorze publicznym: Piotr Prusakiewicz, Lidia Banach-Hoheker, </div><div class="t m0 xa h11 y22f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">posiadający kwalifikacje w dziedzinie rachunkowości lub rewizji finansowej: Lidia<span class="_ _0"></span> Banach<span class="_ _1"></span><span class="ff2">-Hoheker, </span></span></span></div><div class="t m0 xa h11 y230 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">posiadający wiedzę i umiejętności z za<span class="_ _0"></span>kresu branży, w której działa spółka: Piotr Prusakiewicz.<span class="_ _1"></span><span class="ff2"> </span></span></span></div></div><div class="c x1 y231 w8 h24"><div class="t m0 xb h2 y12f ff2 fs0 fc5 sc0 ls6 ws0">GOV<span class="ls0">-2 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y232 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y233 ff1 fs0 fc1 sc0 ls0 ws0">Komitet Audytu podczas swoich posiedzeń w 2024 r., podjął następujące Uchwały w<span class="ff2"> obszarze ESG: </span></div><div class="t m0 xa h11 y234 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przyjęcie Sprawozdania z<span class="_ _0"></span> procedury wyboru firmy audytorskiej do atestacji sprawozd<span class="_ _0"></span>ania zrównoważonego </span></span></div><div class="t m0 xc h2 y235 ff1 fs0 fc1 sc0 ls0 ws0">rozwoju <span class="_ _1"></span>Grupy Kapitałow<span class="_ _1"></span>ej <span class="_ _1"></span>UNIMOT za <span class="_ _1"></span>rok <span class="_ _1"></span>2024 <span class="_ _1"></span>oraz <span class="_ _1"></span>rekomendacji <span class="_ _1"></span>Komitetu <span class="_ _1"></span>Audytu dla <span class="_ _1"></span>Rady <span class="_ _1"></span>Nadzorczej </div><div class="t m0 xc h2 y152 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _1"></span>sprawie <span class="_ _6"></span>wyboru <span class="_ _1"></span>ww<span class="_ _1"></span>. <span class="_ _1"></span>firmy <span class="_ _6"></span>audytorskiej <span class="_ _1"></span>(Uchwała <span class="_ _6"></span>Komite<span class="_ _1"></span><span class="ff2">tu <span class="_ _6"></span>Audytu <span class="_ _1"></span>Rady<span class="_ _1"></span> <span class="_ _1"></span>Nadzorczej <span class="_ _1"></span>nr<span class="_ _1"></span> <span class="_ _1"></span>1/<span class="_ _1"></span>11/2024 <span class="_ _1"></span>z <span class="_ _1"></span>14 </span></div><div class="t m0 xc h2 y236 ff2 fs0 fc1 sc0 ls0 ws0">listopada 2024 r.); </div><div class="t m0 xa h11 y237 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zmiana <span class="_ _8"></span>polityki <span class="_ _0"></span>i <span class="_ _8"></span>Procedury <span class="_ _8"></span>w<span class="_ _1"></span>yboru <span class="_ _8"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>firmy <span class="_ _8"></span>audytorskiej <span class="_ _8"></span>dl<span class="_ _1"></span>a <span class="_ _8"></span>Spółki <span class="_ _8"></span>(<span class="_ _1"></span>Uchwała <span class="_ _8"></span>Komitetu <span class="_ _0"></span>Audytu <span class="_ _8"></span>Rady </span></span></div><div class="t m0 xc h2 y238 ff2 fs0 fc1 sc0 ls0 ws0">Nadzorczej nr 2/11/2024 z 14 listopada 2024 r.). </div><div class="t m0 x1 h2 y239 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>zakresie <span class="_ _6"></span>w<span class="_ _1"></span>yboru <span class="_ _1"></span>firmy <span class="_ _a"></span>audytorskiej <span class="_ _6"></span>do <span class="_ _6"></span>oce<span class="_ _1"></span>ny <span class="_ _6"></span>Sprawozdania <span class="_ _1"></span>Zrówno<span class="_ _1"></span>ważonego <span class="_ _6"></span>Rozwoju <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>za <span class="_ _6"></span>2024<span class="_ _1"></span> </div><div class="t m0 x1 h2 y23a ff1 fs0 fc1 sc0 ls0 ws0">rok, Komitet <span class="_ _8"></span>Audytu przygotował rekomendację dla<span class="_ _0"></span> Rady<span class="_ _0"></span> Nadzorczej<span class="ff2">, </span>uwzględniając<span class="ff2"> <span class="_ _8"></span>przy tym <span class="ff1">obowiązujące <span class="_ _8"></span>przepisy </span></span></div><div class="t m0 x1 h2 y23b ff1 fs0 fc1 sc0 ls0 ws0">prawa, <span class="_ _1d"> </span>zwłaszc<span class="_ _1"></span>za <span class="_ _1d"> </span>Ustawę <span class="_ _1f"> </span>o <span class="_ _1f"> </span>biegłych <span class="_ _1f"> </span>rew<span class="_ _1"></span>identach. <span class="_ _1d"> </span>Rekomendacja <span class="_ _1f"> </span>została <span class="_ _1f"> </span>sporządzona <span class="_ _1d"> </span>w <span class="_ _1f"> </span>nastę<span class="_ _1"></span>pstwie </div><div class="t m0 x1 h2 y23c ff1 fs0 fc1 sc0 ls0 ws0">przeprowadzonej procedury wyboru spełniającej obowiązujące kryteria zgod<span class="_ _0"></span>nie z regulacjami wewnętrznymi Spółki.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y23d ff1 fs0 fc1 sc0 ls0 ws0">Szczegółowe <span class="_ _7"></span>informacje<span class="_ _1"></span> <span class="_ _7"></span>prezentujące <span class="_ _7"></span>dośw<span class="_ _1"></span>iadczenie <span class="_ _7"></span>oraz <span class="_ _7"></span>kompetenc<span class="_ _1"></span>je <span class="_ _7"></span>osób <span class="_ _7"></span>zarządzających <span class="_ _7"></span>i <span class="_ _8"></span>nadzorujących <span class="_ _8"></span>znajdują </div><div class="t m0 x1 h2 y23e ff1 fs0 fc1 sc0 ls0 ws0">się  w  Sprawozdaniu  z  działalności  Grupy  Kapitałowej  UNIMOT  za  2024  oraz  na  stro<span class="_ _1"></span>nie  internetowej  Spółki </div><div class="t m0 x1 h2 y23f ff2 fs0 fc1 sc0 ls0 ws0">https://www.unimot.pl/relacje-inwestorskie/raporty-i-strategia/raporty-okresowe. </div><div class="t m0 x1 h2 y240 ff2 fs0 fc5 sc0 ls0 ws0">Walne Zgromadzenie Akcjonariuszy </div><div class="t m0 x1 h2 y241 ff1 fs0 fc1 sc0 ls0 ws0">Nadrzędnym  aktem  p<span class="_ _0"></span>rawnym  regulującym  działanie  Walnego  Zgromadzenia <span class="_ _9"> </span>jest  Kode<span class="_ _1"></span>ks  Spółek <span class="_ _9"> </span>Handlowych. </div><div class="t m0 x1 h2 y242 ff1 fs0 fc1 sc0 ls0 ws0">Szczegółowe  działania  Walnego  Zgromadzenia  określone  są  przez  Statut  Spółki  i  Re<span class="_ _1"></span>gulamin  obrad  Walnego </div><div class="t m0 x1 h2 y243 ff1 fs0 fc1 sc0 ls0 ws0">Zgromadzenia <span class="_ _c"> </span>Akcjon<span class="_ _1"></span>ariuszy <span class="_ _9"> </span>Spółki <span class="_ _9"> </span>U<span class="ff2">NIMOT <span class="_ _9"> </span></span>S.A. <span class="_ _9"> </span>przyjęty <span class="_ _9"> </span>uchwałą <span class="_ _9"> </span>nr <span class="_ _9"> </span>2<span class="_ _1"></span> <span class="_ _c"> </span>Zwyczajnego<span class="_ _1"></span> <span class="_ _9"> </span>Walnego <span class="_ _9"> </span>Zgromadzenia </div><div class="t m0 x1 h2 y244 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _1"></span><span class="ff1">S<span class="_ _1"></span>.A. <span class="_ _1"></span>z <span class="_ _6"></span>dnia <span class="_ _1"></span>3 <span class="_ _6"></span>c<span class="_ _1"></span>zerwca <span class="_ _1"></span>2020 <span class="_ _6"></span>r. <span class="_ _6"></span>oraz <span class="_ _6"></span>Regulamin <span class="_ _6"></span>zasad <span class="_ _6"></span>udziału <span class="_ _6"></span>w <span class="_ _6"></span>Walnym <span class="_ _1"></span>Zgromadzeniu <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>S.A. <span class="_ _6"></span>przy </span></div><div class="t m0 x1 h2 y245 ff1 fs0 fc1 sc0 ls0 ws0">wykorzystywaniu <span class="_ _6"></span>środków <span class="_ _a"></span>komunikacji <span class="_ _a"></span>elektronicznej<span class="_ _1"></span><span class="ff2">, <span class="_ _6"></span></span>przyjęty <span class="_ _a"></span>uchwałą <span class="_ _a"></span>nr <span class="_ _6"></span>3 <span class="_ _a"></span>Zwyczajnego <span class="_ _a"></span>Walnego <span class="_ _a"></span>Zgromadzenia </div><div class="t m0 x1 h2 y246 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _8"></span><span class="ff1">S<span class="_ _1"></span>.A. <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>dni<span class="_ _1"></span>a <span class="_ _8"></span>3<span class="_ _1"></span> <span class="_ _8"></span>czerw<span class="_ _1"></span>ca 2020 <span class="_ _8"></span>roku. Dokumenty <span class="_ _8"></span>te są dostępne <span class="_ _8"></span>na stronie <span class="_ _8"></span>inte<span class="_ _1"></span>rnetowej <span class="_ _8"></span>Spółki: <span class="ff2 fc9">ww<span class="_ _1"></span>w.unimot.pl<span class="fc1"> </span></span></span></div><div class="t m0 x1 h2 y247 ff1 fs0 fc1 sc0 ls0 ws0">w zakładce Relacje Inwestorskie i Ła<span class="_ _0"></span>d Korporacyjny.<span class="ff2"> </span></div><div class="t m0 x1 h2 y248 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 <span class="_ _8"></span>ro<span class="_ _1"></span>ku <span class="_ _0"></span>Walne Zgromadzenie Ak<span class="_ _0"></span>cjonariuszy prz<span class="_ _0"></span>yjęło, w <span class="_ _8"></span>drodze Uchwały, za<span class="_ _0"></span>ktualizowaną Politykę <span class="_ _0"></span>Wynagrodzeń </div><div class="t m0 x1 h2 y249 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _9"> </span>UNIMOT <span class="_ _c"> </span>S.<span class="_ _1"></span>A. <span class="_ _c"> </span>Na <span class="_ _9"> </span>podstawie <span class="_ _9"> </span>dokumentu <span class="_ _9"> </span>zmienne <span class="_ _c"> </span>składniki <span class="_ _9"> </span>wynagradzania <span class="_ _c"> </span>członków<span class="_ _1"></span> <span class="_ _c"> </span>Zarządu <span class="_ _9"> </span>Spółki <span class="_ _9"> </span>zostały </div><div class="t m0 x1 h2 y24a ff1 fs0 fc1 sc0 ls0 ws0">uzależnione <span class="_ _c"> </span>nie <span class="_ _c"> </span>tylko <span class="_ _c"> </span>o<span class="_ _1"></span>d <span class="_ _c"> </span>wyników <span class="_ _9"> </span>finansowych, <span class="_ _9"> </span>ale <span class="_ _c"> </span>również <span class="_ _c"> </span>niefinansowych <span class="_ _9"> </span>–<span class="ff2"> <span class="_ _c"> </span></span>związanych <span class="_ _c"> </span>ze <span class="_ _9"> </span>zrównoważonym </div><div class="t m0 x1 h2 y43 ff2 fs0 fc1 sc0 ls0 ws0">rozwojem.  </div><div class="t m0 x1 h2 y24b ff1 fs0 fc1 sc0 ls0 ws0">Sposób <span class="_ _1"></span>działania <span class="_ _1"></span>Walnego <span class="_ _1"></span>Zgromadzenia <span class="_ _1"></span>i <span class="_ _1"></span>je<span class="_ _1"></span>go z<span class="_ _1"></span>asadnicze <span class="_ _1"></span>uprawnienia <span class="_ _1"></span>oraz <span class="_ _1"></span>opis <span class="_ _1"></span>praw <span class="_ _6"></span>akcjonariuszy <span class="_ _1"></span>i <span class="_ _1"></span>sposobu <span class="_ _1"></span>ich </div><div class="t m0 x1 h2 y24c ff1 fs0 fc1 sc0 ls0 ws0">wykonywania został zawarty w Sprawozdaniu <span class="_ _0"></span>Zarządu z działalności Grupy U<span class="ff2">NIMOT i UNIMOT S.A.<span class="_ _1"></span> za 2024 <span class="_ _8"></span>ro<span class="_ _1"></span>k. </span></div><div class="t m0 x1 h2 y24d ff1 fs0 fc0 sc0 ls0 ws0">Zarządzanie Zrównoważonym Rozwojem<span class="ff2"> </span></div><div class="t m0 x1 h2 y24e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y24f w8 h33"><div class="t m0 xb h2 y250 ff2 fs0 fc5 sc0 ls6 ws0">GOV<span class="ls0">-1    GOV-2    <span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y251 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y252 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważony <span class="_ _6"></span>rozwój <span class="_ _a"></span>w <span class="_ _6"></span>Grupie <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>obejmuje <span class="_ _a"></span>zarówno <span class="_ _1"></span>aspekty <span class="_ _6"></span>ś<span class="_ _1"></span>rodowiskowe <span class="_ _6"></span>i <span class="_ _a"></span>klim<span class="_ _8"></span>atyczne,<span class="_ _1"></span> <span class="_ _6"></span>jak <span class="_ _6"></span>i <span class="_ _6"></span>społec<span class="_ _1"></span>zne, </div><div class="t m0 x1 h2 yca ff1 fs0 fc1 sc0 ls0 ws0">oraz d<span class="_ _8"></span>o<span class="_ _1"></span>tyczące ład<span class="_ _0"></span>u korporacyjnego. Powyższe <span class="_ _8"></span>w<span class="_ _1"></span>ymaga <span class="_ _8"></span>zaangażowania na <span class="_ _8"></span>różnych szczeblach zarządza<span class="_ _8"></span>ni<span class="_ _1"></span>a i <span class="_ _8"></span>dotyczy </div></div><span class="d m1" style="border-style:none;position:absolute;left:924.160000px;bottom:544.180000px;width:64.570000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x9 y253 w19 h34" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">16<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc1 sc0 ls0 ws0">zarówno <span class="_ _a"></span>Zarządu <span class="_ _a"></span>Spółki, <span class="_ _a"></span>Rady <span class="_ _a"></span>Nadzorczej <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>S.<span class="_ _1"></span>A. <span class="_ _a"></span>oraz <span class="_ _a"></span>kadry <span class="_ _a"></span>managers<span class="_ _1"></span>kiej.<span class="_ _1"></span><span class="ff2"> <span class="_ _a"></span></span>Podział <span class="_ _a"></span>odpowiedzialności <span class="_ _a"></span>oraz </div><div class="t m0 x1 h2 ycc ff1 fs0 fc1 sc0 ls0 ws0">kompetencji <span class="_ _7"></span>został <span class="_ _8"></span>określony <span class="_ _7"></span>w <span class="_ _8"></span>przyjętej <span class="_ _7"></span><span class="ff2">w <span class="_ _8"></span>listopadzie <span class="_ _7"></span>2024 <span class="_ _8"></span>roku <span class="_ _8"></span><span class="ff1">Procedurze <span class="_ _8"></span>Zarządzania<span class="ff2"> <span class="_ _7"></span><span class="ff1">Zrównow<span class="_ _1"></span>ażonym <span class="_ _7"></span>Rozwojem </span></span></span></span></div><div class="t m0 x1 h2 y1ff ff1 fs0 fc1 sc0 ls0 ws0">i Raportowania Danych Zrównoważonego Rozwoju (ESG) w UNIMOT S.A. <span class="ff2"> </span></div><div class="t m0 x1 h2 y22b ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność  za  kwestie  ESG  przypisana  jest  Dyrektorowi  Relacji  Inwestorskich  i  ESG<span class="_ _1"></span><span class="ff2">  w  UNIMOT  S.A.<span class="ls10">, </span></span></div><div class="t m0 x1 h2 y254 ff1 fs0 fc1 sc0 ls0 ws0">podległemu <span class="_ _b"> </span>bezpośrednio <span class="_ _c"> </span>Prezesowi <span class="_ _b"> </span>Zarządu, <span class="_ _b"> </span>który <span class="_ _c"> </span>pełni <span class="_ _c"> </span>nadzór <span class="_ _b"> </span>nad <span class="_ _b"> </span>o<span class="_ _1"></span>bszarem <span class="_ _b"> </span>zrównoważonego <span class="_ _c"> </span>rozwoju <span class="_ _b"> </span>oraz </div><div class="t m0 x1 h2 y255 ff2 fs0 fc1 sc0 ls0 ws0">procesem <span class="_ _b"> </span>raportowania <span class="_ _5"> </span>danych <span class="_ _b"> </span>niefinansowych. <span class="_ _b"> </span>Dyrektor <span class="_ _b"> </span>Relacji <span class="_ _5"> </span>Inwes<span class="_ _1"></span>torskich <span class="_ _5"> </span>i <span class="_ _b"> </span>ESG <span class="_ _5"> </span>posiada <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>swoim <span class="_ _b"> </span>zespole </div><div class="t m0 x1 h2 y256 ff1 fs0 fc1 sc0 ls0 ws0">Koordynatora <span class="_ _6"></span>ds. <span class="_ _6"></span>Zrów<span class="_ _1"></span>noważonego <span class="_ _6"></span>Rozwoju <span class="_ _a"></span>i <span class="_ _6"></span>ESG, <span class="_ _a"></span>który <span class="_ _6"></span>jest <span class="_ _a"></span>odpowiedzialny <span class="_ _6"></span>za <span class="_ _6"></span>realizację<span class="_ _1"></span> <span class="_ _6"></span>działań <span class="_ _6"></span>operacyjnych<span class="_ _6"></span><span class="ff2"> <span class="_ _6"></span><span class="ls11">z </span></span></div><div class="t m0 x1 h2 y257 ff2 fs0 fc1 sc0 ls0 ws0">tego zakresu<span class="ls2">. </span> </div><div class="t m0 x1 h2 y258 ff1 fs0 fc1 sc0 ls0 ws0">1 stycznia 2024 roku zos<span class="_ _1"></span>tało wydzielone stanowisko Wiceprezesa Zarządu ds. Transfo<span class="_ _1"></span>rmacji Energetycznej<span class="_ _1"></span><span class="ff2"> UNIMOT </span></div><div class="t m0 x1 h2 y259 ff2 fs0 fc1 sc0 ls0 ws0">S.A.<span class="ff1">, do którego odpowiedzialności należy prz<span class="_ _0"></span>ede wszystkim zarządzanie segmentem Odnawialnych Źródeł Energii. <span class="ff2"> </span></span></div><div class="t m0 x1 h2 y25a ff1 fs0 fc1 sc0 ls0 ws0">W spółce UNIMOT Paliwa został powołany Climate Solutions Director, którego zadaniem jest dostosowywanie oferty </div><div class="t m0 x1 h2 y25b ff1 fs0 fc1 sc0 ls0 ws0">handlowej Grupy do wymogów regulacyjny<span class="_ _0"></span>ch oraz poszukiwanie ścieżek rozwoju zgodnie z oczekiwaniami klientów. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y25c ff1 fs0 fc1 sc0 ls0 ws0">Ze <span class="_ _6"></span>względu <span class="_ _6"></span>na<span class="_ _1"></span> <span class="_ _6"></span>fakt, <span class="_ _a"></span>że <span class="_ _6"></span>zrównoważony <span class="_ _6"></span>rozwó<span class="_ _1"></span>j <span class="_ _6"></span>dotyczy <span class="_ _6"></span>w<span class="_ _1"></span>szystkich <span class="_ _6"></span>obszarów <span class="_ _a"></span>działalności <span class="_ _6"></span>Grupy <span class="_ _a"></span>UNIMOT, <span class="_ _6"></span>w <span class="_ _a"></span>proces </div><div class="t m0 x1 h2 y25d ff1 fs0 fc1 sc0 ls0 ws0">zaangażowani <span class="_ _4"> </span>s<span class="_ _1"></span>ą <span class="_ _4"> </span>ró<span class="_ _1"></span>wnież <span class="_ _5"> </span>przedstawicie<span class="_ _1"></span>le <span class="_ _5"> </span>kadry <span class="_ _4"></span>managers<span class="_ _1"></span>kiej <span class="_ _5"> </span>i <span class="_ _5"> </span>pracownicy <span class="_ _5"> </span>z <span class="_ _5"> </span>różnych <span class="_ _c"> </span>obszarów <span class="_ _5"> </span>i <span class="_ _5"> </span><span class="ff2">s<span class="_ _1"></span>zczebli <span class="_ _4"> </span>(<span class="_ _1"></span>m.in. </span></div><div class="t m0 x1 h2 y25e ff1 fs0 fc1 sc0 ls0 ws0">prawo, <span class="_ _a"></span>HR, <span class="_ _a"></span>BHP, <span class="_ _a"></span>transfo<span class="_ _1"></span>rmacja <span class="_ _6"></span>e<span class="_ _1"></span>nergetyczna, <span class="_ _a"></span>marketing), <span class="_ _a"></span>którzy <span class="_ _a"></span>stanowią <span class="_ _a"></span>bezpośrednie <span class="_ _4"></span>wsparcie <span class="_ _a"></span>merytoryczne <span class="_ _a"></span>i </div><div class="t m0 x1 h2 y25f ff1 fs0 fc1 sc0 ls0 ws0">organizacyjne w realizacji zadań z zakresu zrównoważonego rozwoju, a także Zarz<span class="_ _0"></span>ądy Spółek zależnych. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y260 ff2 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _b"> </span>mocy <span class="_ _b"> </span>Procedury <span class="_ _c"> </span>z<span class="ff1">definiowano <span class="_ _b"> </span>Obszary <span class="_ _b"> </span>Zrównoważone<span class="_ _1"></span>go <span class="_ _5"> </span>R<span class="_ _1"></span>ozwoju <span class="_ _b"> </span>związane <span class="_ _c"> </span>z <span class="_ _b"> </span>działalnością <span class="_ _b"> </span>UNIMOT <span class="_ _b"> </span>S.A. <span class="_ _b"> </span>w<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y183 ff1 fs0 fc1 sc0 ls0 ws0">kwestiach <span class="_ _a"></span>dotyczących <span class="_ _a"></span>zarządzania <span class="_ _a"></span>środowiskiem <span class="_ _a"></span>(E),<span class="_ _1"></span> <span class="_ _a"></span>zarządzania <span class="_ _6"></span>społe<span class="_ _1"></span>cznego <span class="_ _a"></span>(S) <span class="_ _a"></span>oraz <span class="_ _a"></span>w <span class="_ _a"></span>kwes<span class="_ _1"></span>tiach <span class="_ _a"></span>dotyczących </div><div class="t m0 x1 h2 y184 ff1 fs0 fc1 sc0 ls0 ws0">ładu  korpora<span class="_ _0"></span>cyjnego  (G).  Poszczególnym <span class="_ _9"> </span>Obszarom  ESG  przypisano  Właścicieli <span class="_ _9"> </span>centralnych, <span class="_ _e"> </span>którzy  z<span class="_ _0"></span>godnie  z </div><div class="t m0 x1 h2 y261 ff1 fs0 fc1 sc0 ls0 ws0">Procedurą <span class="_ _1"></span>mogą powo<span class="_ _1"></span>łać <span class="_ _1"></span>Właścicieli operacyjnych. <span class="_ _6"></span>W <span class="_ _1"></span>poniższej <span class="_ _1"></span>tabeli przedstawiono <span class="_ _1"></span>strukturę <span class="_ _6"></span>Obszarów <span class="_ _1"></span>ESG <span class="_ _1"></span>wraz </div><div class="t m0 x1 h2 y186 ff1 fs0 fc1 sc0 ls0 ws0">z przypisaniem Właś<span class="_ _1"></span>cicieli centralnych tych o<span class="_ _1"></span>bszarów. Niżej zaprezentow<span class="_ _1"></span>ano strukturę <span class="_ _1"></span><span class="ff2 ls12">za</span>rz<span class="_ _1"></span>ądzania zrównoważonym </div><div class="t m0 x1 h2 y262 ff2 fs0 fc1 sc0 ls0 ws0">rozwojem i raportowania danych ESG w UNIMOT S.A. </div></div><div class="c x1 y263 w1a h35"><div class="t m0 x1d h2 y264 ff1 fs0 fc5 sc0 ls0 ws0">Obszary ESG związane z działalnością UNIMOT S.A. w kwestiach d<span class="_ _0"></span>otyczących zarządzania środowiskiem (E)<span class="_ _1"></span><span class="ff2 fc1"> </span></div></div><div class="c x1 y265 w1b h36"><div class="t m0 xb h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Obszar ESG </div></div><div class="c x1e y265 w1c h36"><div class="t m0 xb h2 y266 ff1 fs0 fc5 sc0 ls0 ws0">Właściciel centralny Obszaru<span class="ff2"> </span></div></div><div class="c x1 y267 w1b h37"><div class="t m0 xb h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie kwestiami środowiskowymi i <span class="_ _0"></span> klimatycznymi </div><div class="t m0 xb h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A., w tym w szczególności związanymi <span class="_ _8"></span>z<span class="_ _1"></span> </div><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">dekarbonizacją działalności UNIMOT S.A.<span class="ff2"> </span></div></div><div class="c x1e y267 w1c h37"><div class="t m0 xb h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. <span class="ff2"> </span></div><div class="t m0 xb h2 y26a ff2 fs0 fc1 sc0 ls0 ws0">ds. Transformacji Energetycznej </div></div><div class="c x1 y26b w1b h38"><div class="t m0 xb h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie śladem węglowym UNIMOT S.A.<span class="ff2"> </span></div></div><div class="c x1e y26b w1c h38"><div class="t m0 xb h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. <span class="ff2"> </span></div><div class="t m0 xb h2 y266 ff2 fs0 fc1 sc0 ls0 ws0">ds. Finansowych </div></div><div class="c x1 y26c w1b h39"><div class="t m0 xb h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie w zakresie ujawnień taksonomicznych, tj. </div><div class="t m0 xb h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">ujawnienia przychodów, kosztów i nakładów inwestycyjnych </div><div class="t m0 xb h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">związanych ze zrównoważoną działalności UNIMOT S.A.<span class="ff2"> </span></div></div><div class="c x1e y26c w1c h39"><div class="t m0 xb h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. <span class="ff2"> </span></div><div class="t m0 xb h2 y26a ff2 fs0 fc1 sc0 ls0 ws0">ds. Finansowych </div></div><div class="c x1 y26d w1a h35"><div class="t m0 x1f h2 y264 ff1 fs0 fc5 sc0 ls0 ws0">Obszary ESG związane z działalnością UNIMOT S.A. w kwestiach d<span class="_ _0"></span>otyczących zarządzania społecznego (S)<span class="_ _1"></span><span class="ff2 fc1"> </span></div></div><div class="c x1 y139 w1b h38"><div class="t m0 xb h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie relacjami z pracownikami  UNIMOT S.A. wraz z </div><div class="t m0 xb h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">dbałością o poszanowanie praw człowieka<span class="ff2"> </span></div></div><div class="c x1e y139 w1c h38"><div class="t m0 xb h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. ds. HR<span class="ff2"> </span></div></div><div class="c x1 yc4 w1b h3a"><div class="t m0 xb h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie relacjami ze społecznościami lokalnymi wraz z </div><div class="t m0 xb h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">dbałością o poszanowanie praw człowieka<span class="ff2"> </span></div></div><div class="c x1e yc4 w1c h3a"><div class="t m0 xb h2 y26a ff2 fs0 fc1 sc0 ls0 ws0">Dyrektor ds. Relacji Inwestorskich  </div><div class="t m0 xb h2 y264 ff2 fs0 fc1 sc0 ls0 ws0">w UNIMOT S.A. </div></div><div class="c x1 y26e w1b h3b"><div class="t m0 xb h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie relacjami z klientami UNIMOT S.A. wraz z </div><div class="t m0 xb h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">dbałością o poszanowanie praw człowieka <span class="ff2">- </span>działalność </div><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">sprzedażowa i reklamacyjna, marketingowa<span class="ff2"> </span></div></div><div class="c x1e y26e w1c h3b"><div class="t m0 xb h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. <span class="ff2"> </span></div><div class="t m0 xb h2 y26a ff2 fs0 fc1 sc0 ls0 ws0">ds. Transformacji Energetycznej </div></div><div class="c x1 y26f w1a h36"><div class="t m0 x20 h2 y270 ff1 fs0 fc5 sc0 ls0 ws0">Obszary ESG związane z działalnością UNIMOT S.A. w kwestiach d<span class="_ _0"></span>otyczących ładu korporacyjnego (G)<span class="_ _1"></span><span class="ff2 fc1"> </span></div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x9 y271 w19 h3c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">17<span class="ls0"> </span></div></div><div class="c x1 y142 w1b h3a"><div class="t m0 xb h2 y272 ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie kwestiami związanymi z korup<span class="_ _0"></span>cją <span class="ff2"> </span></div><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">i łapownictwem<span class="ff2"> </span></div></div><div class="c x1e y142 w1c h3a"><div class="t m0 xb h2 y273 ff2 fs0 fc1 sc0 ls0 ws0">Dyrektor Biura Prawnego w UNIMOT S.A. </div></div><div class="c x1 y274 w1b h38"><div class="t m0 xb h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie kwestiami standardów etycznych w środowisku </div><div class="t m0 xb h2 y264 ff2 fs0 fc1 sc0 ls0 ws0">pracy </div></div><div class="c x1e y274 w1c h38"><div class="t m0 xb h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. ds. HR<span class="ff2"> </span></div></div><div class="c x1 y275 w1b h3d"><div class="t m0 xb h2 y276 ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie kwestiami zgłaszania naruszeń pra<span class="_ _0"></span>wa i <span class="ff2">ochrony </span></div><div class="t m0 xb h2 y277 ff1 fs0 fc1 sc0 ls0 ws0">sygnalistów<span class="ff2"> </span></div></div><div class="c x1e y275 w1c h3d"><div class="t m0 xb h2 y276 ff2 fs0 fc1 sc0 ls0 ws0">Dyrektor Biura Prawnego w UNIMOT S.A. </div><div class="t m0 xb h2 y264 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y278 w1b h38"><div class="t m0 xb h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie kwestiami <span class="ff2">b</span>ezpieczeństwa danych osobowych<span class="ff2"> </span></div></div><div class="c x1e y278 w1c h38"><div class="t m0 xb h2 y26a ff2 fs0 fc1 sc0 ls0 ws0">Inspektor Ochrony Danych Osobowych  </div><div class="t m0 xb h2 y264 ff2 fs0 fc1 sc0 ls0 ws0">w UNIMOT S.A. </div></div><div class="c x1 y279 w1b h3e"><div class="t m0 xb h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie praktykami płatniczymi <span class="_ _0"></span>w relacji <span class="ff2"> </span></div><div class="t m0 xb h2 y266 ff2 fs0 fc1 sc0 ls0 ws0">z dostawcami </div></div><div class="c x1e y279 w1c h3e"><div class="t m0 xb h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. <span class="ff2"> </span></div><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">ds. Finansów<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y27a ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-5<span class="ff1">. Obszary ESG wyodrębnione w UNIMOT S.A. oraz <span class="_ _0"></span>ich Właściciele. <span class="ff2"> </span></span></div><div class="t m0 x1 h2 y27b ff1 fs0 fc1 sc0 ls0 ws0">Analogiczne procesy i struktury, dostosowane do specyfiki da<span class="_ _0"></span>nej Spółki, obowiązują<span class="ff2"> </span>w Spół<span class="_ _1"></span>kach zależnych. <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w1d h3f" ><div class="pc pc12 w1d h3f"><img class="bi x21 y27c w1e h40" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1f h3f"><div class="t m0 x21 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x21 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x22 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">18<span class="ls0"> </span></div></div><div class="c x0 y0 w1f h3f"><div class="t m0 x21 h2 y27d ff1 fs0 fc5 sc0 ls0 ws0">Struktura zarządzania zrównoważonym rozwojem i <span class="_ _0"></span>raportowania danych ESG w UNIMOT S.A:<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x21 y27e w20 h41"><div class="t m0 xd h2 y27f ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x24 y27e w21 h41"><div class="t m0 xd h2 y280 ff2 fs0 fc5 sc0 ls0 ws0">Rada Nadzorcza </div></div><div class="c x25 y27e w22 h41"><div class="t m0 xd h2 y280 ff1 fs0 fc5 sc0 ls0 ws0">Zarząd<span class="ff2"> </span></div></div><div class="c x26 y27e w23 h41"><div class="t m0 xd h2 y280 ff2 fs0 fc5 sc0 ls0 ws0">Kadra kierownicza </div></div><div class="c x21 y281 w20 h14"><div class="t m0 xd h2 yd7 ff2 fs0 fc5 sc0 ls0 ws0">Jednostka<span class="fc1"> </span></div></div><div class="c x24 y281 w21 h14"><div class="t m0 xd h2 yd7 ff1 fs0 fc1 sc0 ls0 ws0">Wszyscy członkowie Rady Nadzorczej<span class="ff2"> </span></div></div><div class="c x25 y281 w22 h14"><div class="t m0 xd h2 yd7 ff1 fs0 fc1 sc0 ls0 ws0">Każdy z członków Zarządu w odpowiednim </div><div class="t m0 xd h2 yd8 ff2 fs0 fc1 sc0 ls0 ws0">obszarze kompetencyjnym  </div></div><div class="c x26 y281 w23 h14"><div class="t m0 xd h2 yd7 ff2 fs0 fc1 sc0 ls0 ws0">Dyrektor Relacji <span class="_ _8"></span>Inw<span class="_ _1"></span>estorskich <span class="_ _0"></span>i ESG w <span class="_ _0"></span>UNIMOT S.A.  </div><div class="t m0 xd h2 yd8 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 yd9 ff1 fs0 fc1 sc0 ls0 ws0">Koordynator <span class="_ _a"></span>ds. <span class="_ _a"></span>zrówno<span class="_ _1"></span>ważonego <span class="_ _a"></span>rozwoju <span class="_ _4"></span>i <span class="_ _a"></span>ESG<span class="_ _1"></span><span class="ff2"> <span class="_ _a"></span><span class="ls13">w </span></span></div><div class="t m0 xd h2 y282 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. </div><div class="t m0 xd h2 y283 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y284 ff1 fs0 fc1 sc0 ls0 ws0">Właściciele <span class="_ _8"></span>Obszarów <span class="_ _8"></span> <span class="_ _8"></span>Zrównoważonego <span class="_ _8"></span>Ro<span class="_ _1"></span>zwoju, <span class="_ _7"></span>tj. </div><div class="t m0 xd h2 yec ff1 fs0 fc1 sc0 ls0 ws0">kadra <span class="_ _f"> </span>managerska <span class="_ _f"> </span>i <span class="_ _f"> </span>pracownicy <span class="_ _f"> </span>poszczególnych </div><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">jednostek organizacyjny<span class="_ _8"></span>c<span class="_ _1"></span>h UNIMOT <span class="_ _0"></span>S.A. <span class="ff1">lub Zarząd<span class="_ _0"></span>y </span></div><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Spółek zależnych<span class="ff2"> </span></div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 y285 w20 h16"><div class="t m0 xd h2 yde ff2 fs0 fc5 sc0 ls0 ws0">Rola </div></div><div class="c x24 y285 w21 h16"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls0 ws0">Rola konsultacyjna i nadzorcza </div><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x25 y285 w22 h16"><div class="t m0 xd h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Przywództwo strategiczne <span class="ff2"> </span></div></div><div class="c x26 y285 w23 h16"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls0 ws0">Rola operacyjna </div></div><div class="c x21 y286 w20 h42"><div class="t m0 xd h2 y287 ff1 fs0 fc5 sc0 ls0 ws0">Zakres obowiązków <span class="ff2"> </span></div><div class="t m0 xd h2 y288 ff1 fs0 fc5 sc0 ls0 ws0">i odpowiedzialności<span class="ff2"> </span></div></div><div class="c x24 y286 w21 h42"><div class="t m0 xd h2 y287 ff1 fs0 fc1 sc0 ls0 ws0">a) <span class="_ _21"> </span>monitoro<span class="_ _1"></span>wanie <span class="_ _21"> </span>proce<span class="_ _1"></span>su <span class="_ _21"> </span>Zarządzanie </div><div class="t m0 xd h2 y288 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonym <span class="_ _e"> </span>Ro<span class="_ _1"></span>zwojem <span class="_ _e"> </span>stosownie <span class="_ _d"> </span>do </div><div class="t m0 xd h2 y289 ff1 fs0 fc1 sc0 ls0 ws0">formalnych <span class="_ _a"></span>kompetencji <span class="_ _4"></span>RN <span class="_ _a"></span>wynikających <span class="_ _a"></span>z </div><div class="t m0 xd h2 y28a ff1 fs0 fc1 sc0 ls0 ws0">Kodeksu <span class="_ _14"> </span>spółek <span class="_ _14"> </span>handlowych, <span class="_ _14"> </span>statutu </div><div class="t m0 xd h2 y28b ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. oraz regulaminu RN;  </div><div class="t m0 xd h2 y28c ff2 fs0 fc1 sc0 ls0 ws0">b) <span class="_ _9"> </span>oce<span class="_ _1"></span>na <span class="_ _9"> </span>skonsolidowanego  Sprawozdania </div><div class="t m0 xd h2 y28d ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonego Rozwoju GK UNIMOT;<span class="ff2"> </span></div><div class="t m0 xd h2 y28e ff2 fs0 fc1 sc0 ls14 ws0">c)<span class="ls0"> <span class="_ _6"></span><span class="ff1">wybór <span class="_ _6"></span>lub <span class="_ _6"></span>zmiana <span class="_ _6"></span>biegłego <span class="_ _a"></span>rewidenta <span class="_ _6"></span>do </span></span></div><div class="t m0 xd h2 y28f ff2 fs0 fc1 sc0 ls0 ws0">atestacji <span class="_ _f"> </span>s<span class="_ _1"></span>konsolidowanego <span class="_ _f"> </span>Sprawozdania </div><div class="t m0 xd h2 y290 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonego Rozwoju GK UNIMOT.<span class="ff2"> </span></div><div class="t m0 xd h2 y291 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y292 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y293 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y294 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y295 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _25"> </span> </div></div><div class="c x25 y286 w22 h42"><div class="t m0 xd h2 y287 ff2 fs0 fc1 sc0 ls15 ws0">a)<span class="ls0">  <span class="ff1">wyznaczanie  kierunków  i  celów  Zarządzania </span></span></div><div class="t m0 xd h2 y288 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonym <span class="_ _5"> </span>Rozwojem. <span class="_ _5"> </span>Przy <span class="_ _5"> </span>podejmowaniu </div><div class="t m0 xd h2 y289 ff1 fs0 fc1 sc0 ls0 ws0">ww. <span class="_ _d"> </span>decyzji <span class="_ _e"> </span>Zar<span class="_ _1"></span>ząd <span class="_ _d"> </span>bierze <span class="_ _d"> </span>pod <span class="_ _e"> </span>uwa<span class="_ _1"></span>gę <span class="_ _e"> </span>oc<span class="_ _1"></span>eny, </div><div class="t m0 xd h2 y28a ff2 fs0 fc1 sc0 ls0 ws0">informacje <span class="_ _17"> </span>oraz <span class="_ _17"> </span>analizy <span class="_ _f"> </span>Dyrektora <span class="_ _17"> </span>ds. <span class="_ _f"> </span>Relacji </div><div class="t m0 xd h2 y28b ff2 fs0 fc1 sc0 ls0 ws0">Inwestorskich i ESG; </div><div class="t m0 xd h2 y28c ff2 fs0 fc1 sc0 lsc ws0">b)<span class="ls0"> <span class="_ _8"></span><span class="ff1">nadzorowanie p<span class="_ _8"></span>r<span class="_ _1"></span>zestrzegania <span class="_ _8"></span>Standardów <span class="_ _8"></span>ESG i </span></span></div><div class="t m0 xd h2 y28d ff1 fs0 fc1 sc0 ls0 ws0">ich <span class="_ _e"> </span>zgodności <span class="_ _e"> </span>ze <span class="_ _e"> </span>strategią <span class="_ _e"> </span>biznesową <span class="_ _e"> </span>UNIMOT </div><div class="t m0 xd h2 y28e ff2 fs0 fc1 sc0 ls0 ws0">S.A.; </div><div class="t m0 xd h2 y28f ff2 fs0 fc1 sc0 ls14 ws0">c)<span class="ls0"> <span class="_ _26"> </span>weryfikowanie <span class="_ _26"> </span>i <span class="_ _26"> </span>przyjmowanie </span></div><div class="t m0 xd h2 y290 ff2 fs0 fc1 sc0 ls0 ws0">skonsolidowanego <span class="_ _27"> </span>Sprawozdanie </div><div class="t m0 xd h2 y291 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonego Rozwoju GK UNIMOT;<span class="ff2"> </span></div><div class="t m0 xd h2 y296 ff2 fs0 fc1 sc0 lsc ws0">d)<span class="ls0"> <span class="_ _20"> </span><span class="ff1">przedkładanie <span class="_ _20"> </span>okresowych <span class="_ _20"> </span>informacji <span class="_ _28"> </span>w </span></span></div><div class="t m0 xd h2 y297 ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _a"></span>Zarządzania <span class="_ _a"></span>Zrównoważonym <span class="_ _6"></span>R<span class="_ _1"></span>ozwojem </div><div class="t m0 xd h2 y298 ff2 fs0 fc1 sc0 ls0 ws0">Radzie Nadzorczej UNIMOT S.A.; </div><div class="t m0 xd h2 y299 ff2 fs0 fc1 sc0 ls16 ws0">e)<span class="ls0"> <span class="_ _b"> </span><span class="ff1">ustanowienie <span class="_ _b"> </span>dialogu <span class="_ _5"> </span>i <span class="_ _b"> </span>wy<span class="_ _1"></span>miany <span class="_ _b"> </span>poglądów <span class="_ _b"> </span>w </span></span></div><div class="t m0 xd h2 y29a ff1 fs0 fc1 sc0 ls0 ws0">zakresie  Standardów <span class="_ _e"> </span>ESG <span class="_ _e"> </span>  z  pr<span class="_ _1"></span>zedstawicielami </div><div class="t m0 xd h2 y29b ff1 fs0 fc1 sc0 ls0 ws0">interesariuszy <span class="_ _17"> </span>GK <span class="_ _f"> </span>UNIMOT; <span class="_ _17"> </span>udział <span class="_ _17"> </span>w<span class="_ _1"></span> <span class="_ _17"> </span>analizie </div><div class="t m0 xd h2 yf5 ff1 fs0 fc1 sc0 ls0 ws0">istotności wpływu i istotności finansowej;<span class="ff2"> </span></div></div><div class="c x26 y286 w23 h42"><div class="t m0 xd h2 y287 ff2 fs0 fc5 sc0 ls0 ws0">Dyrektor <span class="_ _7"></span>Relacji <span class="_ _8"></span>Inwestors<span class="_ _1"></span>kich <span class="_ _7"></span>i <span class="_ _7"></span>ESG<span class="_ _1"></span> <span class="_ _7"></span>w <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>S.A.<span class="_ _1"></span>:  </div><div class="t m0 xd h2 y288 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y289 ff2 fs0 fc1 sc0 ls15 ws0">a)<span class="ls0"> <span class="_ _4"></span><span class="ff1">koordynowanie <span class="_ _4"></span>realizacji <span class="_ _a"></span>c<span class="_ _1"></span>elów <span class="_ _4"></span>strategicznych <span class="_ _a"></span>w </span></span></div><div class="t m0 xd h2 y28a ff1 fs0 fc1 sc0 ls0 ws0">zakresie ESG w GK UNIMOT i raportowanie wyników </div><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">do Zarządu UNIMOT S.A.;<span class="ff2"> </span></div><div class="t m0 xd h2 y28c ff2 fs0 fc1 sc0 lsc ws0">b)<span class="ls0"> <span class="_ _4"></span><span class="ff1">pełnienie <span class="_ _4"></span>roli <span class="_ _4"></span>ambasadora <span class="_ _4"> </span>ESG <span class="_ _4"> </span>przed <span class="_ _4"></span>Zar<span class="_ _1"></span>ządami </span></span></div><div class="t m0 xd h2 y28d ff1 fs0 fc1 sc0 ls0 ws0">Spółek GK oraz interesariuszami;<span class="ff2"> </span></div><div class="t m0 xd h2 y28e ff2 fs0 fc1 sc0 ls14 ws0">c)<span class="ls0"> <span class="_ _1d"> </span>prowadzenie <span class="_ _24"> </span>dialogu <span class="_ _1d"> </span>z <span class="_ _1d"> </span>interes<span class="_ _1"></span>ariuszami <span class="_ _24"> </span>GK </span></div><div class="t m0 xd h2 y28f ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT; </div><div class="t m0 xd h2 y290 ff2 fs0 fc1 sc0 lsc ws0">d)<span class="ls0"> <span class="_ _1"></span><span class="ff1">inicjowanie proce<span class="_ _1"></span>su badania po<span class="_ _1"></span>dwójnej is<span class="_ _1"></span>totności </span></span></div><div class="t m0 xd h2 y291 ff1 fs0 fc1 sc0 ls0 ws0">kwestii <span class="_ _29"> </span>zrównoważonego <span class="_ _29"> </span>rozwoju, <span class="_ _29"> </span>w <span class="_ _29"> </span>tym </div><div class="t m0 xd h2 y296 ff1 fs0 fc1 sc0 ls0 ws0">angażowanie <span class="_ _2a"> </span>w <span class="_ _2a"> </span>ten <span class="_ _21"> </span>proces <span class="_ _2a"> </span>Pracowników <span class="_ _21"> </span>GK </div><div class="t m0 xd h2 y297 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT;   </div><div class="t m0 xd h2 y298 ff2 fs0 fc1 sc0 ls16 ws0">e)<span class="ls0"> <span class="_ _17"> </span><span class="ff1">re<span class="_ _1"></span>komendowanie <span class="_ _17"> </span>kierunków <span class="_ _f"> </span>rozwoju <span class="_ _17"> </span>procesu </span></span></div><div class="t m0 xd h2 y299 ff1 fs0 fc1 sc0 ls0 ws0">Zarządzania <span class="_ _2b"> </span>Zrównoważonym <span class="_ _2b"> </span>Rozwo<span class="_ _1"></span>jem <span class="_ _2b"> </span>i </div><div class="t m0 xd h2 y29a ff1 fs0 fc1 sc0 ls0 ws0">Raportowania Danych Zrównoważonego rozwoju;<span class="ff2"> </span></div><div class="t m0 xd h2 y29b ff2 fs0 fc1 sc0 ls17 ws0">f)<span class="ls0"> <span class="_ _1b"> </span><span class="ff1">koordynowanie <span class="_ _1b"> </span>p<span class="_ _8"></span>ro<span class="_ _1"></span>cesu <span class="_ _1b"> </span>Zarządzania </span></span></div><div class="t m0 xd h2 yf5 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonym <span class="_ _6"></span>Rozwo<span class="_ _1"></span>jem <span class="_ _1"></span>i <span class="_ _a"></span>Raportowania <span class="_ _6"></span>Danych </div><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonego <span class="_ _d"> </span>Ro<span class="_ _1"></span>zwoju <span class="_ _d"> </span>ESG <span class="_ _19"> </span>na <span class="_ _d"> </span>poziomie <span class="_ _19"> </span>GK </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT; </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w1d h3f" ><div class="pc pc13 w1d h3f"><img class="bi x21 y29c w1e h43" alt="" 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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y29d ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y29e ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">19<span class="ls0"> </span></div></div><div class="c x25 y29f w22 h44"><div class="t m0 xd h2 y2a0 ff2 fs0 fc1 sc0 ls17 ws0">f)<span class="ls0"> <span class="_ _1e"> </span><span class="ff1">wyznaczanie <span class="_ _2c"> </span>Właścicieli <span class="_ _1e"> </span>centralnych <span class="_ _2c"> </span>i </span></span></div><div class="t m0 xd h2 y2a1 ff2 fs0 fc1 sc0 ls0 ws0">operacyjnych <span class="_ _4"> </span><span class="ff1">Obszarów <span class="_ _5"> </span></span>ESG <span class="_ _5"> </span>w <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>S.A.,<span class="_ _1"></span> <span class="_ _4"></span><span class="ls13">w </span></div><div class="t m0 xd h2 y2a2 ff1 fs0 fc1 sc0 ls0 ws0">przypadku problemu z ich określeniem.<span class="ff2">                            </span></div></div><div class="c x26 y29f w23 h44"><div class="t m0 xd h2 y2a0 ff2 fs0 fc1 sc0 lsc ws0">g)<span class="ls0"> <span class="ff1">identyfikacja i określenie Obszarów ESG;</span> </span></div><div class="t m0 xd h2 y2a1 ff1 fs0 fc1 sc0 ls0 ws0">h)wskazanie Wł<span class="_ _1"></span>aścicieli centralnych Obszaru ESG <span class="_ _1"></span>na </div><div class="t m0 xd h2 y2a2 ff1 fs0 fc1 sc0 ls0 ws0">podstawie analizy zakresów kompetencyjnych;<span class="ff2"> </span></div><div class="t m0 xd h2 y2a3 ff2 fs0 fc1 sc0 ls4 ws0">i)<span class="ls0"> <span class="_ _28"> </span><span class="ff1">przeprowadzenie <span class="_ _28"> </span>procesu <span class="_ _28"> </span>wyboru <span class="_ _28"> </span>biegłego </span></span></div><div class="t m0 xd h2 y2a4 ff2 fs0 fc1 sc0 ls0 ws0">rewidenta <span class="_ _2d"> </span>do <span class="_ _2d"> </span>przeprowadzenia <span class="_ _2d"> </span>atestacji </div><div class="t m0 xd h2 y2a5 ff1 fs0 fc1 sc0 ls0 ws0">skonsolidowanego  Sprawozdania  Zrównoważonego </div><div class="t m0 xd h2 y2a6 ff2 fs0 fc1 sc0 ls0 ws0">Rozwoju GK UNIMOT; </div><div class="t m0 xd h2 y2a7 ff2 fs0 fc1 sc0 ls18 ws0">j)<span class="ls0"> <span class="_ _f"> </span><span class="ff1">nadzorowanie <span class="_ _f"> </span>zgodności <span class="_ _f"> </span>procesu <span class="_ _f"> </span>Zarządzania </span></span></div><div class="t m0 xd h2 y2a8 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonym <span class="_ _6"></span>Rozwo<span class="_ _1"></span>jem <span class="_ _1"></span>i <span class="_ _a"></span>Raportowania <span class="_ _6"></span>Danych </div><div class="t m0 xd h2 y2a9 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonego <span class="_ _2a"> </span>R<span class="_ _1"></span>ozwoju <span class="_ _2a"> </span>ESG <span class="_ _21"> </span>z <span class="_ _21"> </span>regulacjami </div><div class="t m0 xd h2 y2aa ff2 fs0 fc1 sc0 ls0 ws0">krajowymi i UE; </div><div class="t m0 xd h2 y2ab ff2 fs0 fc1 sc0 ls5 ws0">k)<span class="ls0"> <span class="_ _8"></span><span class="ff1">przygotowanie k<span class="_ _0"></span>ońcowej w<span class="_ _0"></span>ersji <span class="_ _8"></span>skonsolidowanego </span></span></div><div class="t m0 xd h2 y2ac ff1 fs0 fc1 sc0 ls0 ws0">Sprawozdania <span class="_ _2e"> </span>Zrównoważonego <span class="_ _2e"> </span>R<span class="_ _1"></span>ozwoju <span class="_ _2e"> </span>GK </div><div class="t m0 xd h2 y2ad ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT, </div><div class="t m0 xd h2 y2ae ff2 fs0 fc1 sc0 ls4 ws0">l)<span class="ls0"> <span class="_ _2f"> </span><span class="ff1">opiniowanie <span class="_ _2f"> </span>wewnętrznych <span class="_ _2f"> </span>dokumentów </span></span></div><div class="t m0 xd h2 y2af ff1 fs0 fc1 sc0 ls0 ws0">dotyczących ESG w GK UNIMOT;<span class="ff2"> </span></div><div class="t m0 xd h2 y2b0 ff2 fs0 fc1 sc0 ls0 ws0">m) <span class="ff1">realizowanie <span class="_ _8"></span>innych zadań <span class="_ _0"></span>w ramach <span class="_ _8"></span>Zarządzania </span></div><div class="t m0 xd h2 y2b1 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonym <span class="_ _20"> </span>Rozwojem <span class="_ _20"> </span>określonych <span class="_ _23"> </span>przez </div><div class="t m0 xd h2 y2b2 ff1 fs0 fc1 sc0 ls0 ws0">Zarząd UNIMOT S.A.<span class="ff2"> </span></div><div class="t m0 xd h2 y2b3 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y2b4 ff1 fs0 fc5 sc0 ls0 ws0">Koordynator <span class="_ _a"></span>ds. <span class="_ _6"></span>Zrówno<span class="_ _1"></span>ważonego <span class="_ _6"></span>rozwoju <span class="_ _a"></span>i <span class="_ _a"></span>ESG <span class="_ _6"></span>w<span class="_ _1"></span> </div><div class="t m0 xd h2 y2b5 ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT S.A.: </div><div class="t m0 xd h2 y2b6 ff2 fs0 fc1 sc0 ls15 ws0">a)<span class="ls0"> <span class="_ _7"></span><span class="ff1">inicjow<span class="_ _1"></span>anie <span class="_ _7"></span>i <span class="_ _8"></span>koordynowanie <span class="_ _7"></span>d<span class="_ _1"></span>ziałań <span class="_ _7"></span>z <span class="_ _8"></span>zakresu <span class="_ _8"></span>ESG </span></span></div><div class="t m0 xd h2 y28f ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _6"></span>poszczególnych <span class="_ _a"></span>Obszarach <span class="_ _1"></span>ESG <span class="_ _a"></span>w <span class="_ _6"></span>U<span class="ff2">NIMOT <span class="_ _a"></span>S.A. <span class="_ _6"></span>i </span></div><div class="t m0 xd h2 y290 ff2 fs0 fc1 sc0 ls0 ws0">GK UNIMOT; </div><div class="t m0 xd h2 y291 ff2 fs0 fc1 sc0 lsc ws0">b)<span class="ls0"> <span class="_ _f"> </span>przedstawianie <span class="_ _f"> </span>rekomendacji <span class="_ _f"> </span>z <span class="_ _f"> </span>zakresu <span class="_ _f"> </span>ESG </span></div><div class="t m0 xd h2 y296 ff1 fs0 fc1 sc0 ls0 ws0">Właścicielom <span class="_ _30"> </span>operacyjnym <span class="_ _30"> </span>Obszaru <span class="_ _30"> </span>ESG, </div><div class="t m0 xd h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">Pracownikom <span class="_ _c"> </span>oraz <span class="_ _b"> </span>Spółkom <span class="_ _c"> </span>GK <span class="_ _c"> </span>w <span class="_ _c"> </span>porozumieniu <span class="_ _c"> </span>z </div><div class="t m0 xd h2 y2b8 ff1 fs0 fc1 sc0 ls0 ws0">Właścicielami centralnymi Obszaru <span class="_ _0"></span>ESG; <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xd h2 y2b9 ff2 fs0 fc1 sc0 ls14 ws0">c)<span class="ls0"> <span class="_ _1"></span><span class="ff1">przygotowywanie, <span class="_ _1"></span>we <span class="_ _1"></span>ws<span class="_ _1"></span>półpracy z <span class="_ _1"></span>W<span class="_ _1"></span>łaścicielami </span></span></div><div class="t m0 xd h2 y2ba ff1 fs0 fc1 sc0 ls0 ws0">centralnymi <span class="_ _1c"> </span>Obszarów <span class="_ _1c"> </span>ESG, <span class="_ _31"> </span>projektów </div><div class="t m0 xd h2 yf4 ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznych <span class="_ _32"> </span>dokumentów <span class="_ _32"> </span>dotyczących </div><div class="t m0 xd h2 yf5 ff1 fs0 fc1 sc0 ls0 ws0">poszczególnych Obszarów ESG;<span class="ff2"> </span></div><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 lsc ws0">d)<span class="ls0"> <span class="_ _29"> </span><span class="ff1">konsolida<span class="_ _0"></span>cja <span class="_ _2c"> </span>info<span class="_ _1"></span>rmacji <span class="_ _2c"> </span>wynikających <span class="_ _29"> </span>z </span></span></div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Raportowania Danych ESG; </div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w1d h3f" ><div class="pc pc14 w1d h3f"><img class="bi x21 y29c w1e h43" alt="" src="data:image/png;base64,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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y29d ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y29e ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">20<span class="ls0"> </span></div></div><div class="c x26 y29f w23 h44"><div class="t m0 xd h2 y2a0 ff2 fs0 fc1 sc0 ls16 ws0">e)<span class="ls0"> <span class="_ _1a"> </span>przyg<span class="_ _0"></span>otowanie <span class="_ _1a"> </span>projektu <span class="_ _1a"> </span>skonsolidowanego </span></div><div class="t m0 xd h2 y2a1 ff1 fs0 fc1 sc0 ls0 ws0">Sprawozdania <span class="_ _2e"> </span>Zrównoważonego <span class="_ _2e"> </span>R<span class="_ _1"></span>ozwoju <span class="_ _2e"> </span>GK </div><div class="t m0 xd h2 y2a2 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT; </div><div class="t m0 xd h2 y2a3 ff2 fs0 fc1 sc0 ls17 ws0">f)<span class="ls0"> <span class="_ _d"> </span><span class="ff1">przegląd <span class="_ _19"> </span>dokumentów <span class="_ _19"> </span>i <span class="_ _d"> </span>regulacji <span class="_ _d"> </span>prawnych <span class="_ _19"> </span>z </span></span></div><div class="t m0 xd h2 y2a4 ff1 fs0 fc1 sc0 ls0 ws0">zakresu <span class="_ _1a"> </span>zrównoważonego <span class="_ _1a"> </span>ro<span class="_ _1"></span>zwoju <span class="_ _1a"> </span>UE <span class="_ _1a"> </span>or<span class="_ _1"></span>az </div><div class="t m0 xd h2 y2a5 ff2 fs0 fc1 sc0 ls0 ws0">krajowych; </div><div class="t m0 xd h2 y2a6 ff2 fs0 fc1 sc0 ls0 ws0">g) <span class="ff1">realizowanie <span class="_ _1"></span>innych z<span class="_ _1"></span>adań <span class="_ _1"></span>w ramach <span class="_ _1"></span>Zarządzania </span></div><div class="t m0 xd h2 y2a7 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonym <span class="_ _20"> </span>Rozwojem <span class="_ _20"> </span>określonych <span class="_ _23"> </span>przez </div><div class="t m0 xd h2 y2a8 ff2 fs0 fc1 sc0 ls0 ws0">Dyrektora ds. Relacji Inwestorskich i ESG. </div><div class="t m0 xd h2 y2a9 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y2aa ff1 fs0 fc5 sc0 ls0 ws0">Właściciel centralnego Obszaru ESG:<span class="ff2"> </span></div><div class="t m0 xd h2 y2bb ff2 fs0 fc1 sc0 ls15 ws0">a)<span class="ls0"> <span class="_ _11"> </span><span class="ff1">koordynowanie <span class="_ _11"> </span>p<span class="_ _0"></span>rocesu <span class="_ _11"> </span>Zarządzania </span></span></div><div class="t m0 xd h2 y2bc ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonym <span class="_ _2c"> </span>Rozwojem <span class="_ _1e"> </span>w<span class="_ _1"></span> <span class="_ _1e"> </span>bezpośre<span class="_ _1"></span>dnio </div><div class="t m0 xd h2 y2bd ff1 fs0 fc1 sc0 ls0 ws0">nadzorowanym <span class="_ _5"> </span>obszarze <span class="_ _5"> </span>pr<span class="_ _1"></span>zedsiębiorstwa <span class="_ _5"> </span>UNIMOT </div><div class="t m0 xd h2 y2be ff1 fs0 fc1 sc0 ls0 ws0">S.A., <span class="_ _1"></span>przypisanego zgo<span class="_ _1"></span>dnie <span class="_ _1"></span>z <span class="_ _1"></span>niniejszą <span class="_ _1"></span>Procedurą <span class="_ _1"></span>do </div><div class="t m0 xd h2 y287 ff2 fs0 fc1 sc0 ls0 ws0">danego Obszaru ESG;  </div><div class="t m0 xd h2 y288 ff2 fs0 fc1 sc0 ls0 ws0">b) <span class="_ _6"></span><span class="ff1">ws<span class="_ _1"></span>kazanie <span class="_ _6"></span>Właścicieli <span class="_ _a"></span>operacyjnych <span class="_ _6"></span>Obszaru <span class="_ _6"></span>ESG </span></div><div class="t m0 xd h2 y2bf ff1 fs0 fc1 sc0 ls0 ws0">na podstawie analizy zakresów komp<span class="_ _0"></span>etencyjnych;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xd h2 y2c0 ff2 fs0 fc1 sc0 ls0 ws0">c) <span class="_ _5"> </span><span class="ff1">weryfikacja <span class="_ _5"> </span>wyników <span class="_ _5"> </span>Raportow<span class="_ _1"></span>ania <span class="_ _4"></span>Danych <span class="_ _5"> </span>ESG </span></div><div class="t m0 xd h2 y2c1 ff1 fs0 fc1 sc0 ls0 ws0">przygotowanych <span class="_ _14"> </span>przez <span class="_ _14"> </span>podległych <span class="_ _14"> </span>Wł<span class="_ _1"></span>aścicieli </div><div class="t m0 xd h2 y2c2 ff2 fs0 fc1 sc0 ls0 ws0">operacyjnych Obszaru ESG; </div><div class="t m0 xd h2 y2c3 ff2 fs0 fc1 sc0 ls0 ws0">d) <span class="_ _b"> </span>nadzorowanie <span class="_ _c"> </span>Raportowania <span class="_ _b"> </span>Dan<span class="_ _1"></span>ych <span class="_ _b"> </span>ESG <span class="_ _c"> </span>przez </div><div class="t m0 xd h2 y2b6 ff1 fs0 fc1 sc0 ls0 ws0">podległych Właścicieli operacyjnych Obsza<span class="_ _0"></span>ru ESG,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xd h2 y28f ff2 fs0 fc1 sc0 ls0 ws0">e)  <span class="ff1">wspieranie  pod<span class="_ _0"></span>ległych  Właścicieli  operacyjnyc<span class="_ _8"></span>h </span></div><div class="t m0 xd h2 y290 ff2 fs0 fc1 sc0 ls0 ws0">Obszaru ESG w zakresie Raportowania Danych ESG; </div><div class="t m0 xd h2 y291 ff2 fs0 fc1 sc0 ls0 ws0">f) <span class="_ _22"> </span><span class="ff1">mo<span class="_ _1"></span>nitorowanie <span class="_ _22"> </span>wdrażania <span class="_ _2a"> </span>podjętych <span class="_ _22"> </span>decyzji </span></div><div class="t m0 xd h2 y296 ff1 fs0 fc1 sc0 ls0 ws0">Zarządu UNIMOT S.A. i Dyrektora <span class="ff2"> </span></div><div class="t m0 xd h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">ds. <span class="_ _24"> </span>Relacji <span class="_ _24"> </span>Inwestorskich <span class="_ _10"> </span>i <span class="_ _24"> </span>ESG <span class="_ _24"> </span>w <span class="_ _24"> </span>podległych </div><div class="t m0 xd h2 y2b8 ff2 fs0 fc1 sc0 ls0 ws0">Obszarach ESG, </div><div class="t m0 xd h2 y2b9 ff2 fs0 fc1 sc0 ls0 ws0">g) <span class="_ _1a"> </span><span class="ff1">utrzymywanie <span class="_ _1a"> </span>aktualnej <span class="_ _1a"> </span>lis<span class="_ _1"></span>ty <span class="_ _1a"> </span>podległych </span></div><div class="t m0 xd h2 y2ba ff1 fs0 fc1 sc0 ls0 ws0">Właścicieli operacyjnych Obszaru ESG,<span class="ff2"> </span></div><div class="t m0 xd h2 yf4 ff2 fs0 fc1 sc0 ls0 ws0">h) <span class="_ _1f"> </span><span class="ff1">monitorowanie <span class="_ _1f"> </span>wdrażania <span class="_ _1d"> </span>podjętych <span class="_ _22"> </span>decyzji </span></div><div class="t m0 xd h2 yf5 ff1 fs0 fc1 sc0 ls0 ws0">Zarządu UNIMOT S.A., Dyrektora <span class="ff2"> </span></div><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">ds. <span class="_ _28"> </span>Relacji <span class="_ _21"> </span>Inwe<span class="_ _1"></span>storskich <span class="_ _21"> </span>i<span class="_ _1"></span> <span class="_ _28"> </span>ESG <span class="_ _21"> </span>w<span class="_ _1"></span> <span class="_ _33"> </span>ramach </div><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Zarządzania Zrównoważonym Rozwojem;<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w1d h3f" ><div class="pc pc15 w1d h3f"><img class="bi x21 y2c4 w1e h45" alt="" 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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y29d ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y29e ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">21<span class="ls0"> </span></div></div><div class="c x26 y2c5 w23 h46"><div class="t m0 xd h2 y2c6 ff2 fs0 fc1 sc0 ls0 ws0">i) <span class="_ _c"> </span><span class="ff1">przygotowanie <span class="_ _b"> </span>we<span class="_ _1"></span> <span class="_ _b"> </span>współpracy <span class="_ _c"> </span>z <span class="_ _b"> </span>Koordyn<span class="_ _1"></span>atorem </span></div><div class="t m0 xd h2 y2c7 ff1 fs0 fc1 sc0 ls0 ws0">ds. Zrównoważonego Rozwoju <span class="ff2"> </span></div><div class="t m0 xd h2 y2c8 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span>S.A.  i <span class="_ _c"> </span>wdrożenie <span class="_ _9"> </span>polityk <span class="_ _9"> </span>i <span class="_ _9"> </span>procedur  z </div><div class="t m0 xd h2 y2c9 ff1 fs0 fc1 sc0 ls0 ws0">właściwego Obszaru ESG;<span class="ff2"> </span></div><div class="t m0 xd h2 y2ca ff2 fs0 fc1 sc0 ls0 ws0">j) <span class="_ _22"> </span>prowadzenie <span class="_ _22"> </span>konsultacji <span class="_ _22"> </span>z <span class="_ _22"> </span>przedstawicielami </div><div class="t m0 xd h2 y2cb ff1 fs0 fc1 sc0 ls0 ws0">Pracowników <span class="_ _5"> </span>na <span class="_ _b"> </span>temat <span class="_ _b"> </span>istotnych <span class="_ _5"> </span>kwe<span class="_ _1"></span>stii <span class="_ _5"> </span>z <span class="_ _b"> </span>zakresu </div><div class="t m0 xd h2 y2cc ff1 fs0 fc1 sc0 ls0 ws0">danego <span class="_ _5"> </span>Obszaru <span class="_ _5"> </span>ESG,<span class="_ _1"></span> <span class="_ _5"> </span>w <span class="_ _b"> </span>tym <span class="_ _5"> </span>wdrażanych <span class="_ _b"> </span>polityk <span class="_ _5"> </span>i </div><div class="t m0 xd h2 y2cd ff2 fs0 fc1 sc0 ls0 ws0">procedur <span class="_ _8"></span>oraz <span class="_ _8"></span><span class="ff1">raportowanie <span class="_ _8"></span>wyników <span class="_ _8"></span>ww. <span class="_ _8"></span>konsultacji </span></div><div class="t m0 xd h2 y2ce ff2 fs0 fc1 sc0 ls0 ws0">do Rady Nadzorczej. </div><div class="t m0 xd h2 y2cf ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y2d0 ff1 fs0 fc5 sc0 ls0 ws0">Właściciel operacyjny Obszaru ESG:<span class="ff2"> </span></div><div class="t m0 xd h2 y2d1 ff2 fs0 fc1 sc0 ls15 ws0">a)<span class="ls0"> <span class="_ _11"> </span><span class="ff1">koordynowanie <span class="_ _11"> </span>p<span class="_ _0"></span>rocesu <span class="_ _11"> </span>Zarządzania </span></span></div><div class="t m0 xd h2 y2d2 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonym <span class="_ _2c"> </span>Rozwojem <span class="_ _1e"> </span>w<span class="_ _1"></span> <span class="_ _1e"> </span>bezpośre<span class="_ _1"></span>dnio </div><div class="t m0 xd h2 y2d3 ff1 fs0 fc1 sc0 ls0 ws0">podległej Komórce organizacyjnej,<span class="ff2"> </span></div><div class="t m0 xd h2 y2d4 ff2 fs0 fc1 sc0 ls0 ws0">b) <span class="_ _4"></span><span class="ff1">weryfikacja <span class="_ _4"> </span>wyników <span class="_ _5"> </span>Raportowania <span class="_ _4"></span>Danych <span class="_ _4"> </span>ESG<span class="_ _1"></span> </span></div><div class="t m0 xd h2 y2d5 ff1 fs0 fc1 sc0 ls0 ws0">przygotowanych przez podległych Pracowników;<span class="ff2"> </span></div><div class="t m0 xd h2 y2d6 ff2 fs0 fc1 sc0 ls0 ws0">c) <span class="_ _c"> </span>nadzorowanie <span class="_ _c"> </span>Raportowania <span class="_ _c"> </span>Danych <span class="_ _c"> </span>ESG <span class="_ _c"> </span>przez </div><div class="t m0 xd h2 y2d7 ff1 fs0 fc1 sc0 ls0 ws0">podległych Pracowników;<span class="ff2"> </span></div><div class="t m0 xd h2 y2d8 ff2 fs0 fc1 sc0 ls0 ws0">d) <span class="_ _b"> </span><span class="ff1">w<span class="_ _1"></span>spieranie <span class="_ _b"> </span>podległych <span class="_ _c"> </span>Pra<span class="_ _1"></span>cowników <span class="_ _c"> </span>w <span class="_ _b"> </span>zakresie </span></div><div class="t m0 xd h2 y2d9 ff2 fs0 fc1 sc0 ls0 ws0">Raportowania Danych ESG; </div><div class="t m0 xd h2 y2da ff2 fs0 fc1 sc0 ls0 ws0">e) <span class="_ _1f"> </span><span class="ff1">monitorowanie <span class="_ _1f"> </span>wdrażania <span class="_ _1f"> </span>podjętych <span class="_ _22"> </span>decyzji </span></div><div class="t m0 xd h2 y114 ff1 fs0 fc1 sc0 ls0 ws0">Zarządu UNIMOT S.A., Dyrektora <span class="ff2"> </span></div><div class="t m0 xd h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">ds. <span class="_ _33"> </span>R<span class="_ _1"></span>elacji <span class="_ _33"> </span>Inwestorskich <span class="_ _28"> </span>i <span class="_ _33"> </span>ESG, <span class="_ _28"> </span>Właśc<span class="_ _1"></span>iciela </div><div class="t m0 xd h2 yec ff1 fs0 fc1 sc0 ls0 ws0">centralnego <span class="_ _a"></span>Obszaru <span class="_ _a"></span>ESG<span class="_ _1"></span> <span class="_ _a"></span>w <span class="_ _4"></span>podległych <span class="_ _a"></span>Komó<span class="_ _1"></span>rkach </div><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">organizacyjnych. </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 y2db w20 h47"><div class="t m0 xd h2 y2dc ff1 fs0 fc5 sc0 ls0 ws0">Ścieżki raportowania<span class="ff2"> oraz ich </span></div><div class="t m0 xd h2 y2dd ff1 fs0 fc5 sc0 ls0 ws0">częstotliwość<span class="ff2">  </span></div><div class="t m0 xd h2 y2de ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x24 y2db w21 h47"><div class="t m0 xd h2 y2dc ff1 fs0 fc1 sc0 ls0 ws0">Zarówno <span class="_ _f"> </span>Zarząd, <span class="_ _17"> </span>ja<span class="_ _1"></span>k <span class="_ _f"> </span>i <span class="_ _17"> </span>Rada <span class="_ _f"> </span>Nadzorcza </div><div class="t m0 xd h2 y2dd ff1 fs0 fc1 sc0 ls0 ws0">nadzorują <span class="_ _17"> </span>kwestie <span class="_ _f"> </span>ESG, <span class="_ _17"> </span>bez <span class="_ _17"> </span>wydzielania </div><div class="t m0 xd h2 y2df ff1 fs0 fc1 sc0 ls0 ws0">odrębnych komitetów.<span class="ff2"> </span></div><div class="t m0 xd h2 y2e0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x25 y2db w22 h47"><div class="t m0 xd h2 y2dc ff1 fs0 fc1 sc0 ls0 ws0">Bieżący <span class="_ _c"> </span>monitoring <span class="_ _c"> </span>postępów <span class="_ _c"> </span>w <span class="_ _c"> </span>realizacji <span class="_ _c"> </span>celów </div><div class="t m0 xd h2 y2dd ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _2a"> </span>weryfikacja <span class="_ _2a"> </span>czy <span class="_ _2a"> </span>działania, <span class="_ _2a"> </span>do <span class="_ _2a"> </span>których </div><div class="t m0 xd h2 y2df ff1 fs0 fc1 sc0 ls0 ws0">zobowiązały <span class="_ _c"> </span>się <span class="_ _c"> </span>d<span class="_ _1"></span>ane <span class="_ _c"> </span>komórki <span class="_ _c"> </span>o<span class="_ _1"></span>rganizacyjne <span class="_ _c"> </span>są </div><div class="t m0 xd h2 y2e1 ff1 fs0 fc1 sc0 ls0 ws0">realizowane <span class="_ _6"></span>zgodnie <span class="_ _6"></span>z <span class="_ _6"></span>przyjętymi <span class="_ _6"></span>założeniami <span class="_ _6"></span>i <span class="_ _a"></span>w </div><div class="t m0 xd h2 y2e2 ff1 fs0 fc1 sc0 ls0 ws0">określonym czasie.<span class="ff2"> </span></div><div class="t m0 xd h2 y2e3 ff2 fs0 fc1 sc0 ls0 ws0">Raportowanie do Rady Nadzorczej. </div></div><div class="c x26 y2db w23 h47"><div class="t m0 xd h2 y2dc ff2 fs0 fc5 sc0 ls0 ws0">Dyrektor ds. Relacji Inwestorskich i ESG: </div><div class="t m0 xd h2 y2e4 ff1 fs0 fc1 sc0 ls0 ws0">raportuje na bieżąco do Zarządu UNIMOT <span class="_ _0"></span>S.A.<span class="ff2"> </span></div><div class="t m0 xd h2 y2e5 ff1 fs0 fc1 sc0 ls0 ws0">Postępy <span class="_ _4"></span>z <span class="_ _4"> </span>re<span class="_ _1"></span>alizacji <span class="_ _4"></span>celów<span class="_ _1"></span> <span class="_ _4"></span>strategicznych <span class="_ _4"></span>rozliczane </div><div class="t m0 xd h2 y2e6 ff1 fs0 fc1 sc0 ls0 ws0">są w ujęciu <span class="ff2">rocznym. </span></div><div class="t m0 xd h2 y2e7 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y295 ff1 fs0 fc5 sc0 ls0 ws0">Koordynator <span class="_ _a"></span>ds. <span class="_ _6"></span>Zrówno<span class="_ _1"></span>ważonego <span class="_ _6"></span>rozwoju <span class="_ _a"></span>i <span class="_ _a"></span>ESG <span class="_ _6"></span>w<span class="_ _1"></span> </div><div class="t m0 xd h2 y2e8 ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT S.A.: </div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w1d h3f" ><div class="pc pc16 w1d h3f"><img class="bi x21 y2e9 w1e h48" alt="" 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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y29d ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y29e ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">22<span class="ls0"> </span></div></div><div class="c x26 y2ea w23 h49"><div class="t m0 xd h2 y2eb ff1 fs0 fc1 sc0 ls0 ws0">raportuje <span class="_ _f"> </span>na <span class="_ _10"> </span>bieżąco <span class="_ _10"> </span>do <span class="_ _f"> </span>D<span class="_ _1"></span>yrektora <span class="_ _f"> </span>ds. <span class="_ _10"> </span>Relacji </div><div class="t m0 xd h2 y2ec ff2 fs0 fc1 sc0 ls0 ws0">Inwestorskich i ESG w UNIMOT S.A. </div><div class="t m0 xd h2 y2ed ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y2ee ff1 fs0 fc5 sc0 ls0 ws0">Właściciel centralny Obszaru ESG:<span class="ff2"> </span></div><div class="t m0 xd h2 y2ef ff1 fs0 fc1 sc0 ls0 ws0">raportuje <span class="_ _a"></span>dane <span class="_ _a"></span>ESG <span class="_ _a"></span>w <span class="_ _a"></span>podległ<span class="_ _1"></span>ym <span class="_ _6"></span>Obszarze<span class="_ _1"></span> <span class="_ _a"></span>ESG <span class="_ _a"></span>do </div><div class="t m0 xd h2 y2f0 ff1 fs0 fc1 sc0 ls0 ws0">Koordynatora <span class="_ _5"> </span>ds. <span class="_ _5"> </span>Zrówno<span class="_ _1"></span>ważonego <span class="_ _4"> </span>Ro<span class="_ _1"></span>zwoju <span class="_ _4"></span>i <span class="_ _5"> </span>ESG </div><div class="t m0 xd h2 y2f1 ff2 fs0 fc1 sc0 ls0 ws0">na <span class="_ _34"> </span>potrzeby <span class="_ _34"> </span>przygotowania <span class="_ _34"> </span>skonsolidowanego </div><div class="t m0 xd h2 y2f2 ff2 fs0 fc1 sc0 ls0 ws0">Sprawozdania <span class="_ _1d"> </span><span class="ff1">Zró<span class="_ _1"></span>wnoważonego <span class="_ _1d"> </span>R<span class="_ _1"></span>ozwoju <span class="_ _1f"> </span>Grupy </span></div><div class="t m0 xd h2 y2f3 ff1 fs0 fc1 sc0 ls0 ws0">Kapitałowej UNIMOT.<span class="ff2"> </span></div><div class="t m0 xd h2 y2f4 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y2f5 ff1 fs0 fc5 sc0 ls0 ws0">Właściciel operacyjny Obszaru ESG:<span class="ff2"> </span></div><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Raportuje  d<span class="_ _0"></span>ane  ESG  w <span class="_ _9"> </span>danym  Obszarze <span class="_ _9"> </span>ESG  do </div><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Właściciela centralnego Obszaru ESG. <span class="ff2"> </span></div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 y2f6 w20 h4a"><div class="t m0 x27 h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x24 y2f6 w21 h4a"><div class="t m0 x28 h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x25 y2f6 w22 h4a"><div class="t m0 x29 h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x26 y2f6 w23 h4a"><div class="t m0 x2a h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w1f h3f"><div class="t m2 x21 h1d y2f7 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-6<span class="ff1">. Struktura zarządzania zrównoważonym rozwojem w UNIMOT</span> <span class="ls19">S.A</span>. </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x9 y2f8 w15 h4b" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5wAAAAfCAIAAAAEHFVtAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAtElEQVR42u3WsRFAABBFQacRuU6k+pEYNalHFcZIvjpu7JbwoldJ7ued12MAAICGrnOvJEIAANDaKAEAAKYWAABMLQAAmFoAAEwtAACYWgAAMLUAAGBqAQAwtQAAYGoBAMDUAgCAqQUAwNQCAICpBQAAUwsAAKYWAABTCwAAphYAAEwtAACYWgAATC0AAJhaAAAwtQAAYGoBADC1AABgagEAwNQCAICpBQDgh2paNhUAAGjtA73ODRtW42SeAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">23<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>2024 <span class="_ _b"> </span>roku <span class="_ _b"> </span>w <span class="_ _b"> </span>Grupie <span class="_ _b"> </span>Kapitałow<span class="_ _1"></span>ej <span class="_ _b"> </span>UNIMOT <span class="_ _b"> </span>prowadzony <span class="_ _b"> </span>był <span class="_ _b"> </span>projekt <span class="_ _5"> </span>s<span class="_ _1"></span>zkoleniowy <span class="_ _b"> </span>pn. <span class="_ _b"> </span>Akademia <span class="_ _b"> </span>ESG. <span class="_ _b"> </span>W <span class="_ _b"> </span>cyklu </div><div class="t m0 x1 h2 ycc ff1 fs0 fc1 sc0 ls0 ws0">webinariów <span class="_ _1"></span>i <span class="_ _1"></span>warsztatów <span class="_ _1"></span>uczestniczyli czło<span class="_ _1"></span>nkowie Zarządu<span class="ff2"> <span class="_ _1"></span></span>U<span class="_ _1"></span>NIMOT <span class="_ _1"></span>S.A. <span class="_ _1"></span>oraz Zarządów <span class="_ _1"></span>Spółe<span class="_ _1"></span>k zależnych<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span>zgodnie <span class="_ _1"></span>z </span></div><div class="t m0 x1 h2 y1ff ff2 fs0 fc1 sc0 ls0 ws0">harmonogramem: </div><div class="t m0 xa h11 y2f9 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">3 <span class="_ _8"></span>września <span class="_ _8"></span><span class="ff2">2024 <span class="_ _8"></span>r. <span class="_ _8"></span>spotkanie <span class="_ _8"></span><span class="ff1">warsztatowe <span class="_ _8"></span>w <span class="_ _8"></span>ramach <span class="_ _8"></span>pierwszego <span class="_ _8"></span>etapu <span class="_ _8"></span>procesu <span class="_ _8"></span>analizy <span class="_ _8"></span>podwójnej <span class="_ _8"></span>istotnośc<span class="_ _1"></span>i.<span class="_ _8"></span> <span class="_ _1"></span><span class="ff2"> </span></span></span></span></span></div><div class="t m0 xc h2 y2fa ff1 fs0 fc1 sc0 ls0 ws0">Spotkanie prowadzone przez zewnętrznego doradcę, prof. Pawła Bogacza z Akademii Górniczo<span class="_ _1"></span><span class="ff2">-Hutniczej w </span></div><div class="t m0 xc h2 y2fb ff1 fs0 fc1 sc0 ls0 ws0">Krakowie składało się z trzech części:<span class="ff2"> </span></div><div class="t m0 x2b h11 y2fc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wstęp <span class="_ _4"></span>metodyczny <span class="_ _4"></span>dotyczący <span class="_ _4"> </span>założeń,<span class="_ _1"></span> <span class="_ _a"></span>zasad <span class="_ _4"></span>oraz<span class="_ _1"></span> <span class="_ _a"></span>al<span class="_ _1"></span>gorytmu <span class="_ _a"></span>prowad<span class="_ _1"></span>zenia <span class="_ _4"></span>raportowania <span class="_ _4"></span>danych </span></span></div><div class="t m0 x2c h2 y2fd ff1 fs0 fc1 sc0 ls0 ws0">niefinansowych/zrównoważonego rozwoju w kontekście wymogów Dyrektywy <span class="_ _0"></span>CSRD oraz atestacji </div><div class="t m0 x2c h2 y2fe ff1 fs0 fc1 sc0 ls0 ws0">danych przez biegłego rewidenta;<span class="ff2"> </span></div><div class="t m0 x2b h11 y2ff ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">szkolenie wprowadzające, przedstawiające ro<span class="_ _1"></span>lę, zasady oraz <span class="_ _1"></span>metodologię analizowania podwójnej </span></span></div><div class="t m0 x2c h2 y300 ff1 fs0 fc1 sc0 ls0 ws0">istotności, w tym w aspekcie wymogów CSRD, ESRS oraz TCFD;<span class="ff2"> </span></div><div class="t m0 x2b h11 y301 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">potwierdzenie <span class="_ _8"></span>grup <span class="_ _7"></span>inte<span class="_ _1"></span>resariuszy <span class="_ _7"></span>za<span class="_ _1"></span>angażowanych <span class="_ _7"></span>w <span class="_ _8"></span>proce<span class="_ _1"></span>s <span class="_ _8"></span>tworzenia <span class="_ _8"></span>wartości <span class="_ _8"></span>w <span class="_ _8"></span>Grupie <span class="_ _8"></span>UNIMOT </span></span></div><div class="t m0 x2c h2 y302 ff1 fs0 fc1 sc0 ls0 ws0">oraz określenie ich wpływu na łańcuch wartości przedsiębiorstwa. <span class="ff2"> </span></div><div class="t m0 x15 h2 y303 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>spotkaniu <span class="_ _1"></span>wzięł<span class="_ _1"></span>o <span class="_ _1"></span>udział <span class="_ _6"></span>60 <span class="_ _6"></span>managerów <span class="_ _6"></span>ze <span class="_ _6"></span>spółek <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMOT, <span class="_ _6"></span>w <span class="_ _6"></span>tym <span class="_ _6"></span>4 <span class="_ _6"></span>członków <span class="_ _6"></span>Zarządu <span class="_ _6"></span>UNIMOT </div><div class="t m0 x15 h2 y304 ff1 fs0 fc1 sc0 ls0 ws0">S.A. oraz członkowie Zarządów dziewięciu spółek zależnych.  <span class="ff2"> </span></div><div class="t m0 xa h11 y305 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span></span><span class="fc1">16<span class="ls0"> <span class="ff1">września 2024 r. spotkanie dotyczące wprowadzenia do tematyki wyliczania śladu węglowego.</span> </span></span></div><div class="t m0 xc h2 y306 ff1 fs0 fc1 sc0 ls0 ws0">Spotkanie <span class="_ _8"></span>prowadzone<span class="_ _1"></span> <span class="_ _8"></span>było przez <span class="_ _8"></span>zewnę<span class="_ _1"></span>trznego <span class="_ _8"></span>doradcę, dr. <span class="_ _8"></span>Przemysława Grzywacza <span class="_ _8"></span>z Akademii <span class="_ _8"></span>Górniczo<span class="_ _1"></span><span class="ff2">-</span></div><div class="t m0 xc h2 y307 ff1 fs0 fc1 sc0 ls0 ws0">Hutniczej <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>Krakowie. <span class="_ _9"> </span>W <span class="_ _c"> </span>spotkaniu <span class="_ _c"> </span>wzięły <span class="_ _c"> </span>udzi<span class="_ _1"></span>ał <span class="_ _c"> </span>42 <span class="_ _c"> </span>o<span class="_ _1"></span>soby, <span class="_ _c"> </span>w <span class="_ _9"> </span>tym <span class="_ _c"> </span>przedstawiciele <span class="_ _9"> </span>Zarządów <span class="_ _c"> </span>Spółek </div><div class="t m0 xc h2 y308 ff1 fs0 fc1 sc0 ls0 ws0">zależnych oraz managerowie odpowiedzia<span class="_ _0"></span>lni za obszary środowi<span class="_ _1"></span>ska w Spółkach.<span class="ff2"> </span></div><div class="t m0 xa h11 y309 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Ocena <span class="_ _c"> </span>istotności <span class="_ _c"> </span>finansowej <span class="_ _c"> </span>zagadnień <span class="_ _c"> </span>zrównoważonego <span class="_ _c"> </span>rozwoju <span class="_ _c"> </span>przez <span class="_ _c"> </span>ekspertów/<span class="_ _1"></span> <span class="_ _c"> </span>manag<span class="_ _0"></span>erów <span class="_ _c"> </span>Grupy </span></span></div><div class="t m0 xc h2 y30a ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _8"></span>(<span class="_ _1"></span><span class="ls1">4 <span class="_ _8"></span><span class="ff1 ls0">października <span class="ff2">2024 <span class="_ _0"></span>r.)<span class="ff1">. W <span class="_ _8"></span>spotkaniu <span class="_ _0"></span>uczestniczyli <span class="_ _8"></span>ws<span class="_ _1"></span>zyscy <span class="_ _8"></span>członkowie Zarząd<span class="_ _0"></span>u <span class="_ _0"></span>UNIMOT S.A.<span class="ff2"> oraz<span class="_ _8"></span> </span></span></span></span></span></div><div class="t m0 xc h2 y238 ff1 fs0 fc1 sc0 ls0 ws0">członkowie Zarządów Spółek zależnych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y30b ff1 fs0 fc1 sc0 ls0 ws0">Szczegółowy opis spotkań zaprezentowano w ujawnieniu IRO<span class="ff2">-1 niniejszego Sprawozdania.  </span></div><div class="t m0 x1 h2 y30c ff2 fs0 fc1 sc0 ls0 ws0">W sierpniu 2024 roku w Grupie UNIMOT <span class="ff1">odbyło się szkolenie</span> <span class="ff1">dla członków zarządów wszystkich spółek</span> Grupy.   </div><div class="t m0 x1 h2 y30d ff2 fs0 fc1 sc0 ls0 ws0"> Celem <span class="ff1">szkolenia było</span> przede wszystkim:  </div><div class="t m0 xa h11 y30e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">unifikacja <span class="_ _4"></span>wiedzy<span class="_ _1"></span> <span class="_ _4"></span>w <span class="_ _5"> </span>poszczeg<span class="_ _1"></span>ólnych <span class="_ _4"></span>spół<span class="_ _1"></span>kach <span class="_ _4"></span>Grupy <span class="_ _5"> </span>w <span class="_ _5"> </span>temacie<span class="_ _1"></span> <span class="_ _4"></span>wyzwań <span class="_ _5"> </span>dekarbonizacyjnych <span class="_ _5"> </span>obec<span class="_ _1"></span>nych <span class="_ _4"></span>i </span></span></div><div class="t m0 xc h2 y30f ff1 fs0 fc1 sc0 ls0 ws0">przyszłych Klientów;<span class="ff2"> </span></div><div class="t m0 xa h11 y310 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stworzenie łącznej oferty Grupy UNIMOT, która będzie wspierała cele dekarb<span class="_ _0"></span>onizacyjne klientów;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y218 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stworzenie <span class="_ _8"></span>wewnę<span class="_ _1"></span>trznej <span class="_ _7"></span>bazy wiedzy <span class="_ _7"></span>w temacie <span class="_ _8"></span>dekarbonizacji, <span class="_ _8"></span>która <span class="_ _8"></span>posł<span class="_ _1"></span>uży <span class="_ _8"></span>późniejszej <span class="_ _8"></span>edukacji <span class="_ _8"></span>zes<span class="_ _1"></span>połów </span></span></div><div class="t m0 xc h2 y311 ff1 fs0 fc1 sc0 ls0 ws0">działających w spółkach.<span class="ff2"> </span></div><div class="t m0 x1 h2 y312 ff1 fs0 fc1 sc0 ls0 ws0">Zarówno <span class="_ _c"> </span>członkowie <span class="_ _c"> </span>Zarząd<span class="_ _0"></span>u, <span class="_ _c"> </span>jak <span class="_ _c"> </span>i <span class="_ _c"> </span>Rady <span class="_ _b"> </span>Na<span class="_ _1"></span>dzorczej <span class="_ _c"> </span>brali <span class="_ _b"> </span>udział <span class="_ _c"> </span>w <span class="_ _c"> </span>wydarzeniach, <span class="_ _c"> </span>konfere<span class="_ _1"></span>ncjach <span class="_ _b"> </span>i <span class="_ _c"> </span>spotkaniach </div><div class="t m0 x1 h2 y313 ff1 fs0 fc1 sc0 ls0 ws0">związanych <span class="_ _1"></span>z <span class="_ _a"></span>tematyką <span class="_ _6"></span>zrównow<span class="_ _1"></span>ażonego <span class="_ _6"></span>rozwoju <span class="_ _6"></span>i <span class="_ _6"></span>transfo<span class="_ _1"></span>rmacji <span class="_ _1"></span>ene<span class="_ _1"></span>rgetycznej. <span class="_ _6"></span>Dodatkowo, <span class="_ _6"></span>członkowie <span class="_ _6"></span>Zarządu <span class="_ _6"></span>i </div><div class="t m0 x1 h2 y314 ff1 fs0 fc1 sc0 ls0 ws0">Rady Nadzorczej czerpali wiedzę bezpośred<span class="ff2">nio z <span class="_ _1"></span>informacji przekazywanych przez Biuro Relacji Inwestorskich i ESG, </span></div><div class="t m0 x1 h2 y315 ff1 fs0 fc1 sc0 ls0 ws0">które poruszały takie kwestie jak m.in. z<span class="_ _0"></span>miany regulacyjne i nowe wymogi raportowania.<span class="ff2"> </span></div><div class="t m0 x1 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">Wynagrodzenie członków Rady Nadzorczej i <span class="_ _0"></span>Zarządu <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y317 w8 h24"><div class="t m0 xb h2 y12f ff2 fs0 fc5 sc0 ls6 ws0">GOV<span class="ls0">-3<span class="lsc">   <span class="ls1a">E1</span></span> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y318 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y319 ff1 fs0 fc1 sc0 ls0 ws0">Polityka <span class="_ _17"> </span>Wynagrodzeń <span class="_ _17"> </span>członków <span class="_ _17"> </span>Zarządu <span class="_ _17"> </span>oraz <span class="_ _17"> </span>członków <span class="_ _17"> </span>Rady <span class="_ _17"> </span>Nadzorczej <span class="_ _17"> </span>jest <span class="_ _17"> </span>przyjmowana <span class="_ _17"> </span>przez <span class="_ _17"> </span>Walne </div><div class="t m0 x1 h2 y31a ff2 fs0 fc1 sc0 ls0 ws0">Zgromadzenie Akcjonariuszy.  </div><div class="t m0 x1 h2 y31b ff1 fs0 fc1 sc0 ls0 ws0">Członkowie <span class="_ _19"> </span>Zarządu <span class="_ _d"> </span>UNIMO<span class="_ _1"></span>T <span class="_ _19"> </span>S.A. <span class="_ _19"> </span>otrzymują <span class="_ _d"> </span>stałe <span class="_ _17"> </span>comiesięczne <span class="_ _19"> </span>wynagrodzenie <span class="_ _d"> </span>z <span class="_ _19"> </span>tytułu <span class="_ _19"> </span>pełnienia <span class="_ _19"> </span>funkcji<span class="ff2">, </span></div><div class="t m0 x1 h2 y31c ff1 fs0 fc1 sc0 ls0 ws0">przyznawane <span class="_ _a"></span>na <span class="_ _4"></span>podstawie <span class="_ _4"></span>uchwały <span class="_ _4"></span>Rady <span class="_ _4"></span>Nadzorczej <span class="_ _4"></span>zgodnie <span class="_ _4"></span>z <span class="_ _4"></span><span class="ff2">Kodekse<span class="_ _1"></span>m <span class="_ _4"></span>S</span>półek <span class="_ _4"></span><span class="ff2">Handlowych <span class="_ _a"></span>lub <span class="_ _4"></span>na <span class="_ _4"></span>podstawie </span></div><div class="t m0 x1 h2 y31d ff1 fs0 fc1 sc0 ls0 ws0">umów <span class="_ _5"> </span>o <span class="_ _5"> </span>świadczenie <span class="_ _b"> </span>usług <span class="_ _5"> </span>(niektórzy <span class="_ _4"> </span>czł<span class="_ _1"></span>onkowie <span class="_ _5"> </span>Zarządu <span class="_ _5"> </span>otrzymują <span class="_ _4"> </span>w<span class="_ _1"></span>ynagrodzenie <span class="_ _5"> </span>z <span class="_ _5"> </span>obu <span class="_ _5"> </span>w<span class="_ _1"></span>yżej <span class="_ _4"> </span>w<span class="_ _1"></span>ymienionych </div><div class="t m0 x1 h2 y31e ff1 fs0 fc1 sc0 ls0 ws0">tytułów).<span class="ff2"> </span></div><div class="t m0 x1 h2 y31f ff1 fs0 fc1 sc0 ls0 ws0">17 <span class="_ _d"> </span>czerwca <span class="_ _d"> </span>2024 <span class="_ _e"> </span>r.<span class="_ _1"></span> <span class="_ _e"> </span>uchwałą <span class="_ _d"> </span>Zwyczajnego <span class="_ _e"> </span>Walnego <span class="_ _d"> </span>Zgromadzenia <span class="_ _e"> </span>zos<span class="_ _1"></span>tała <span class="_ _e"> </span>przyjęta <span class="_ _d"> </span>zaktualizowana <span class="_ _e"> </span>Polit<span class="_ _1"></span>yka </div><div class="t m0 x1 h2 y320 ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzeń Członków Zarządu i Rady Nadzorczej UNIMOT S.A. <span class="ff2"> </span></div><div class="t m0 x1 h2 y321 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x9 y322 w15 h4c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">24<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc1 sc0 ls0 ws0">Polityka wynagrodzeń została opracowana oraz<span class="_ _0"></span> będzie aktualizowana z uwzględnieniem następujących celów: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y229 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wspieranie realizacji strategii biznesowej i długoterminowych interesów UNIMOT S.A.,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y22a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przyczynianie się do stabilności Spółki,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y22b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przeciwdziałanie powstawaniu konfliktów interesów. <span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y22c ff1 fs0 fc1 sc0 ls0 ws0">Spółka, <span class="_ _7"></span>zawieraj<span class="_ _1"></span>ąc <span class="_ _7"></span>s<span class="_ _1"></span>tosunek <span class="_ _8"></span>prawny <span class="_ _7"></span>z<span class="_ _1"></span> <span class="_ _7"></span>os<span class="_ _1"></span>obami <span class="_ _8"></span>zajmującymi <span class="_ _8"></span>kluczowe <span class="_ _8"></span>s<span class="_ _1"></span>tanowiska, <span class="_ _7"></span>dokłada <span class="_ _8"></span>należytej <span class="_ _8"></span>staranności, <span class="_ _8"></span>aby </div><div class="t m0 x1 h2 y323 ff1 fs0 fc1 sc0 ls0 ws0">wynagrodzenia <span class="_ _c"> </span>z <span class="_ _c"> </span>tytułu <span class="_ _c"> </span>pełnionych <span class="_ _c"> </span>funkcji <span class="_ _c"> </span>odzwierc<span class="_ _1"></span>iedlały <span class="_ _b"> </span>w<span class="_ _1"></span>yniki <span class="_ _b"> </span>finanso<span class="_ _1"></span>we <span class="_ _c"> </span>i <span class="_ _c"> </span>niefinansowe  <span class="ff2">(<span class="_ _8"></span>w<span class="_ _1"></span>yniki <span class="_ _b"> </span>w <span class="_ _9"> </span>zakresie </span></div><div class="t m0 x1 h2 y324 ff1 fs0 fc1 sc0 ls0 ws0">realizacji <span class="_ _b"> </span>zobowiązań <span class="_ _b"> </span>i <span class="_ _b"> </span>c<span class="_ _1"></span>elów <span class="_ _5"> </span>z<span class="_ _1"></span> <span class="_ _b"> </span>zakresu <span class="_ _b"> </span>zrównoważone<span class="_ _1"></span>go <span class="_ _b"> </span>rozwoju) <span class="_ _c"> </span>osiągnięte <span class="_ _b"> </span>w <span class="_ _b"> </span>dłuższ<span class="_ _1"></span>ym <span class="_ _5"> </span>o<span class="_ _1"></span>kresie, <span class="_ _b"> </span>co <span class="_ _b"> </span>najmniej </div><div class="t m0 x1 h2 y325 ff2 fs0 fc1 sc0 ls0 ws0">jednorocznym. </div><div class="t m0 x1 h2 y230 ff1 fs0 fc1 sc0 ls0 ws0">Walne <span class="_ _8"></span>Zgromadzenie <span class="_ _8"></span>upow<span class="_ _1"></span>ażniło <span class="_ _8"></span>Radę <span class="_ _8"></span>Nadzorczą <span class="_ _8"></span>do <span class="_ _8"></span>us<span class="_ _1"></span>zczegółowienia <span class="_ _8"></span>ele<span class="_ _1"></span>mentów <span class="_ _8"></span>Polityki <span class="_ _8"></span>w <span class="_ _8"></span>zakresie międz<span class="_ _0"></span>y <span class="_ _8"></span>innymi:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y326 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1 fc1">opisu stałych <span class="_ _8"></span>i zmiennych <span class="_ _8"></span>składników wynagrodzenia, <span class="_ _8"></span>jak<span class="_ _1"></span> <span class="_ _8"></span>równie<span class="_ _1"></span>ż <span class="_ _8"></span>premii i <span class="_ _8"></span>innych świadczeń pieniężnych </span></span></div><div class="t m0 x2e h2 y327 ff1 fs0 fc1 sc0 ls0 ws0">i  niepieniężnych,  które <span class="_ _9"> </span>mogą  by<span class="_ _0"></span>ć  przyznane  członkom  Za<span class="_ _0"></span>rządu  i <span class="_ _9"> </span>Rady  Nadzorczej,  przy <span class="_ _9"> </span>czym  w </div><div class="t m0 x2e h2 y328 ff1 fs0 fc1 sc0 ls0 ws0">odniesieniu do Rady Nadzorczej ww. opis wymaga zatwierdzenia p<span class="_ _0"></span>rzez Walne Zgromadzenie Spółki,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y25c ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1 fc1">ustalenia  jasnych,  kompleksowych  i <span class="_ _9"> </span>zróżnicowanych  kryteriów  w  zakresie  wyników  finansowych  i<span class="_ _8"></span> </span></span></div><div class="t m0 x2e h2 y25d ff1 fs0 fc1 sc0 ls0 ws0">niefinansowych, dotyczących przyznawania zmiennych składników <span class="_ _1"></span>wynagrodzenia członków Zarządu, w </div><div class="t m0 x2e h2 y25e ff1 fs0 fc1 sc0 ls0 ws0">tym <span class="_ _a"></span>kryteriów <span class="_ _a"></span>dotyczących <span class="_ _a"></span>uwzględniania <span class="_ _a"></span>interesów <span class="_ _a"></span>społecznych, <span class="_ _a"></span>przyczyniania <span class="_ _a"></span>się <span class="_ _a"></span>Spółki <span class="_ _a"></span>do <span class="_ _a"></span>ochrony </div><div class="t m0 x2e h2 y25f ff1 fs0 fc1 sc0 ls0 ws0">środowiska <span class="_ _f"> </span>oraz <span class="_ _f"> </span>podejmowania <span class="_ _f"> </span>działań <span class="_ _17"> </span>n<span class="_ _1"></span>akierowanych <span class="_ _f"> </span>na <span class="_ _f"> </span>zapobieganie <span class="_ _f"> </span>negatywnym <span class="_ _f"> </span>skutkom </div><div class="t m0 x2e h2 y329 ff1 fs0 fc1 sc0 ls0 ws0">społecznym działalności Spółki i ich <span class="_ _0"></span>likwidowania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y183 ff1 fs0 fc1 sc0 ls0 ws0">Zmienne <span class="_ _8"></span>składniki <span class="_ _8"></span>wynagrodzenia <span class="_ _7"></span>s<span class="_ _1"></span>ą <span class="_ _7"></span>wy<span class="_ _1"></span>płacane <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>op<span class="_ _1"></span>arciu <span class="_ _7"></span>o przejrzyste <span class="_ _7"></span>zasady <span class="_ _8"></span>i <span class="_ _8"></span>kryteria <span class="_ _8"></span>or<span class="_ _1"></span>az <span class="_ _8"></span>w <span class="_ _8"></span>sposób <span class="_ _8"></span>zapewniający </div><div class="t m0 x1 h2 y184 ff1 fs0 fc1 sc0 ls0 ws0">efektywną realiza<span class="_ _0"></span>cję Polityki. Podstawą <span class="_ _8"></span>do określe<span class="_ _1"></span>nia <span class="_ _0"></span>wysokości wynagrod<span class="_ _0"></span>zenia zmiennego może <span class="_ _8"></span>być ocena efektów </div><div class="t m0 x1 h2 y261 ff1 fs0 fc1 sc0 ls0 ws0">pracy <span class="_ _8"></span>danej <span class="_ _8"></span>osoby <span class="_ _8"></span>zajmujące<span class="_ _1"></span>j <span class="_ _8"></span>kluczowe <span class="_ _8"></span>stanow<span class="_ _1"></span>isko <span class="_ _7"></span>lub <span class="_ _8"></span>wynik <span class="_ _8"></span>finanso<span class="_ _1"></span>wy <span class="_ _7"></span>lub <span class="_ _8"></span>nie<span class="_ _1"></span>finansowy <span class="_ _8"></span>Spółki, <span class="_ _8"></span>osiągnięty <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>danym </div><div class="t m0 x1 h2 y186 ff2 fs0 fc1 sc0 ls0 ws0">roku obrotowym. </div><div class="t m0 x1 h2 y32a ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _17"> </span>2024 <span class="_ _19"> </span>ro<span class="_ _1"></span>ku <span class="_ _19"> </span>w<span class="_ _1"></span> <span class="_ _19"> </span>Polityce <span class="_ _17"> </span>Wynagrodzeń <span class="_ _17"> </span>Grupy <span class="_ _19"> </span>UNIMO<span class="_ _1"></span>T <span class="_ _17"> </span>nie <span class="_ _17"> </span>zdefiniowano <span class="_ _19"> </span>wprost <span class="_ _17"> </span>klimatycznych <span class="_ _17"> </span>kry<span class="_ _0"></span>teriów </div><div class="t m0 x1 h2 y32b ff1 fs0 fc1 sc0 ls0 ws0">wynagradzania członków <span class="_ _1"></span>Zarządu i<span class="_ _1"></span> Rady <span class="_ _1"></span>Nadzorczej, <span class="_ _1"></span>ani <span class="_ _1"></span>konkretnej s<span class="_ _1"></span>kali procentowej <span class="_ _1"></span>wynagrodzenia powiązanego </div><div class="t m0 x1 h2 y32c ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _c"> </span>kwe<span class="_ _1"></span>stiami <span class="_ _9"> </span>związanymi <span class="_ _c"> </span>z<span class="_ _1"></span>e <span class="_ _9"> </span>zrówno<span class="_ _1"></span>ważonym <span class="_ _c"> </span>rozwoje<span class="_ _1"></span>m. <span class="_ _9"> </span>Jednakże <span class="_ _c"> </span>Strategia <span class="_ _9"> </span>Gru<span class="_ _1"></span>py <span class="_ _c"> </span>opie<span class="_ _1"></span>ra <span class="_ _c"> </span>s<span class="_ _1"></span>ię <span class="_ _9"> </span>na <span class="_ _9"> </span>transformacji </div><div class="t m0 x1 h2 y32d ff1 fs0 fc1 sc0 ls0 ws0">energetycznej, co oznacza, że Zarząd jest oceniany m.in. p<span class="_ _0"></span>od kątem działań wspierających ten proces.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y32e ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie <span class="_ _a"></span>zmienne <span class="_ _a"></span>członków <span class="_ _a"></span>Zarządu <span class="_ _a"></span>jes<span class="_ _1"></span>t <span class="_ _a"></span>ustalane <span class="_ _a"></span>na <span class="_ _a"></span>podstawie <span class="_ _a"></span>przejrzystych <span class="_ _a"></span>z<span class="_ _1"></span>asad <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _a"></span>kryteriów, <span class="_ _a"></span>takich <span class="_ _a"></span>jak </div><div class="t m0 x1 h2 y32f ff1 fs0 fc1 sc0 ls0 ws0">efektywność  re<span class="_ _1"></span>alizacji  celów  strategicznych, <span class="_ _e"> </span>wyniki  finans<span class="_ _1"></span>owe  i  niefinans<span class="_ _1"></span>owe  Spółki.  Poniew<span class="_ _1"></span>aż  transformacja </div><div class="t m0 x1 h2 y330 ff2 fs0 fc1 sc0 ls0 ws0">energetyczna jest <span class="_ _8"></span>jednym <span class="_ _0"></span>z k<span class="_ _0"></span>luczowych <span class="ff1">kierunków rozwoju <span class="_ _8"></span>Grupy UNIMOT, <span class="_ _8"></span>podejmowane przez <span class="_ _8"></span>Zarząd inicjatywy <span class="_ _8"></span>w<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y331 ff1 fs0 fc1 sc0 ls0 ws0">tym zakresie mają istotny wpływ na ocenę jego dzia<span class="_ _0"></span>łalności.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y332 ff1 fs0 fc1 sc0 ls0 ws0">Mimo <span class="_ _0"></span>braku <span class="_ _8"></span>fo<span class="_ _1"></span>rmalnego p<span class="_ _8"></span>o<span class="_ _1"></span>wiązania <span class="_ _8"></span>w<span class="_ _1"></span>ynagrodzenia <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>konkretnymi wskaźnikami zrównoważonego <span class="_ _8"></span>rozwo<span class="_ _1"></span>ju<span class="ff2">, reali<span class="_ _0"></span>zacja </span></div><div class="t m0 x1 h2 y2c8 ff1 fs0 fc1 sc0 ls0 ws0">działań <span class="_ _b"> </span>z<span class="_ _1"></span>godnych <span class="_ _c"> </span>ze <span class="_ _c"> </span>strategią <span class="_ _c"> </span>transformacji <span class="_ _c"> </span>energetycznej <span class="_ _c"> </span>stanowi <span class="_ _c"> </span>jeden <span class="_ _c"> </span>z <span class="_ _c"> </span>czynników <span class="_ _c"> </span>wpływających <span class="_ _c"> </span>na <span class="_ _c"> </span>ocenę </div><div class="t m0 x1 h2 y333 ff1 fs0 fc1 sc0 ls0 ws0">Zarządu<span class="ff2">. </span></div><div class="t m0 x1 h2 y334 ff1 fs0 fc1 sc0 ls0 ws0">Szczegółowe <span class="_ _8"></span>informacje<span class="_ _1"></span> <span class="_ _8"></span>dotyczące <span class="_ _8"></span>wynagrodzenia <span class="_ _8"></span>c<span class="_ _1"></span>złonków Rad<span class="_ _8"></span>y<span class="_ _1"></span> <span class="_ _8"></span>Nadzorczej <span class="_ _0"></span>i <span class="_ _8"></span>Zarz<span class="_ _1"></span>ądu <span class="_ _8"></span>znajdują <span class="_ _8"></span>s<span class="_ _1"></span>ię <span class="_ _8"></span>w Sp<span class="_ _8"></span>r<span class="_ _1"></span>awozdaniu </div><div class="t m0 x1 h2 y335 ff1 fs0 fc1 sc0 ls0 ws0">Rady Nadzorczej o wynagrodzeniach Zarządu i Rady Nadz<span class="_ _0"></span>orczej Spółki za 2024 r.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y336 ff1 fs0 fc0 sc0 ls0 ws0">Oświadczenie dotyczące należytej staranności<span class="ff2"> </span></div><div class="t m0 x1 h2 y337 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 y338 w8 h4d"><div class="t m0 xb h2 y339 ff2 fs0 fc5 sc0 ls6 ws0">GOV<span class="ls0">-4 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y33a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y33b ff1 fs0 fc1 sc0 ls0 ws0">W Grupie UNIMOT nie opraco<span class="_ _0"></span>wano i nie przyjęto d<span class="_ _0"></span>okumentu, który usystematyzowałby <span class="_ _0"></span>proces<span class="_ _1"></span> na<span class="_ _0"></span>leżytej staranności </div><div class="t m0 x1 h2 y33c ff1 fs0 fc1 sc0 ls0 ws0">zgodnie <span class="_ _b"> </span>z <span class="_ _c"> </span>Wytycznymi <span class="_ _c"> </span>ONZ <span class="_ _c"> </span>dotyczącymi <span class="_ _b"> </span>biznesu <span class="_ _c"> </span>i <span class="_ _c"> </span>praw <span class="_ _c"> </span>człowieka <span class="_ _c"> </span>oraz <span class="_ _b"> </span>Wytycznymi <span class="_ _c"> </span>OECD <span class="_ _c"> </span>dla <span class="_ _b"> </span>przedsiębiors<span class="_ _1"></span>tw<span class="_ _0"></span> </div><div class="t m0 x1 h2 y33d ff2 fs0 fc1 sc0 ls0 ws0">wielonarodowych. <span class="_ _b"> </span>Niemniej <span class="_ _b"> </span>Grupa <span class="_ _b"> </span>stosuje <span class="_ _b"> </span>podstawowe<span class="_ _1"></span> <span class="_ _b"> </span>elementy <span class="_ _b"> </span>tego <span class="_ _b"> </span>proces<span class="_ _1"></span>u <span class="_ _b"> </span>w <span class="_ _b"> </span>kluczowych <span class="_ _b"> </span>obszarach <span class="_ _b"> </span>swojej </div><div class="t m0 x1 h2 y81 ff1 fs0 fc1 sc0 ls0 ws0">działalności, <span class="_ _a"></span>a <span class="_ _a"></span>także <span class="_ _a"></span>w <span class="_ _a"></span>ramach <span class="_ _a"></span>systemu <span class="_ _a"></span>zarządzania<span class="ff2"> <span class="_ _a"></span>ryzykiem. <span class="_ _a"></span>Grupa <span class="_ _a"></span>opracuje <span class="_ _a"></span>i <span class="_ _a"></span>przyjmie <span class="_ _a"></span>stosowany <span class="_ _a"></span>dokument <span class="_ _a"></span>w </span></div><div class="t m0 x1 h2 y33e ff1 fs0 fc1 sc0 ls0 ws0">perspektywie średniookresowej.<span class="ff2"> </span></div><div class="t m0 x1 h2 y33f ff1 fs0 fc1 sc0 ls0 ws0">Podstawowe <span class="_ _4"></span>elementy <span class="_ _4"></span>procesu <span class="_ _a"></span>należytej <span class="_ _4"></span>staranności <span class="_ _4"></span>oraz <span class="_ _4"></span>ich <span class="_ _4"> </span>umiejs<span class="_ _1"></span>cowienie <span class="_ _a"></span>w <span class="_ _4"></span>niniejszym <span class="_ _4"></span>Sprawozdaniu <span class="_ _a"></span>zos<span class="_ _1"></span>tały </div><div class="t m0 x1 h2 y340 ff1 fs0 fc1 sc0 ls0 ws0">zaprezentowane w poniższej tabeli. <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x9 y341 w9 h4e" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">25<span class="ls0"> </span></div></div><div class="c x1 y342 w24 h4f"><div class="t m0 xb h2 y343 ff2 fs0 fc5 sc0 ls0 ws0">Podstawowe elementy procesu </div><div class="t m0 xb h2 y1d9 ff1 fs0 fc5 sc0 ls0 ws0">należytej staranności<span class="ff2"> </span></div></div><div class="c x2f y342 w25 h4f"><div class="t m0 xb h2 y343 ff2 fs0 fc5 sc0 ls0 ws0">Ujawnienia i umiejscowienie ich w </div><div class="t m0 xb h2 y1d9 ff2 fs0 fc5 sc0 ls0 ws0">Sprawozdaniu </div></div><div class="c x30 y342 w26 h4f"><div class="t m0 xb h2 y343 ff2 fs0 fc5 sc0 ls0 ws0">Wymogi ujawnieniowe  ESRS </div></div><div class="c x1 y344 w24 h50"><div class="t m0 xb h2 y345 ff1 fs0 fc1 sc0 ls0 ws0">Uwzględnienie należytej staranności w </div><div class="t m0 xb h2 y346 ff1 fs0 fc1 sc0 ls0 ws0">ładzie korporacyjnym, strategii i </div><div class="t m0 xb h2 y347 ff2 fs0 fc1 sc0 ls0 ws0">modelu biznesowym<span class="fc5"> </span></div></div><div class="c x2f y344 w25 h50"><div class="t m0 xb h2 y345 ff2 fs0 fc1 sc0 ls0 ws0">Strategia <span class="_ _8"></span>Grupy <span class="_ _0"></span>UNIMOT <span class="_ _8"></span>na lata <span class="_ _7"></span>2024<span class="_ _1"></span>-</div><div class="t m0 xb h2 y346 ff2 fs0 fc1 sc0 ls0 ws0">2028, <span class="fc5">1.5. </span></div><div class="t m0 xb h2 y347 ff1 fs0 fc1 sc0 ls0 ws0">Polityki z obszaru zarządzania </div><div class="t m0 xb h2 y348 ff1 fs0 fc1 sc0 ls0 ws0">kapitałem ludzkim, <span class="ff2 fc5">3.1., 3.2. </span></div><div class="t m0 xb h2 y349 ff2 fs0 fc1 sc0 ls0 ws0">Procedura<span class="fc5"> </span><span class="ff1">dokonywania zgłoszeń </span></div><div class="t m0 xb h2 y114 ff1 fs0 fc1 sc0 ls0 ws0">naruszeń prawa i podejmowania </div><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">działań następczych w UNIMOT S.A. </div><div class="t m0 xb h2 yec ff2 fs0 fc5 sc0 ls0 ws0">4.1. </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Kodeks Etyki<span class="fc5">, 4.1.</span> </div><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x30 y344 w26 h50"><div class="t m0 xb h2 y345 ff2 fs0 fc1 sc0 ls6 ws0">GOV<span class="ls0">-1, GOV-2, GOV-3;  </span></div><div class="t m0 xb h2 y346 ff2 fs0 fc1 sc0 ls0 ws0">SBM-1: Strategia, model </div><div class="t m0 xb h2 y347 ff1 fs0 fc1 sc0 ls0 ws0">biznesowy i łańcuch wartości </div><div class="t m0 xb h2 y348 ff2 fs0 fc1 sc0 ls1b ws0">MDR<span class="ls0">-<span class="ff1">P: Polityki przyjęte w </span></span></div><div class="t m0 xb h2 y349 ff1 fs0 fc1 sc0 ls0 ws0">celu zarządzania istotnymi </div><div class="t m0 xb h2 y114 ff1 fs0 fc1 sc0 ls0 ws0">kwestiami związanymi ze </div><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonym rozwojem<span class="ff2 fc5"> </span></div></div><div class="c x1 y34a w24 h14"><div class="t m0 xb h2 yd7 ff1 fs0 fc1 sc0 ls0 ws0">Współpraca z zainteresowanymi </div><div class="t m0 xb h2 yd8 ff1 fs0 fc1 sc0 ls0 ws0">stronami, na które jednostka wywiera </div><div class="t m0 xb h2 yd9 ff1 fs0 fc1 sc0 ls0 ws0">wpływ, na wszystkich kluczowych </div><div class="t m0 xb h2 yda ff1 fs0 fc1 sc0 ls0 ws0">etapach procesu należytej staranności<span class="ff2 fc5"> </span></div></div><div class="c x2f y34a w25 h14"><div class="t m0 xb h2 yd7 ff2 fs0 fc1 sc0 ls0 ws0">Identyfikacja kluczowych </div><div class="t m0 xb h2 yd8 ff2 fs0 fc1 sc0 ls0 ws0">interesariuszy, <span class="fc5">1.6.1.</span> </div><div class="t m0 xb h2 yd9 ff2 fs0 fc1 sc0 ls0 ws0">Dialog z przedstawicielami </div><div class="t m0 xb h2 yda ff1 fs0 fc1 sc0 ls0 ws0">pracowników, <span class="ff2 fc5">3.1.1.<span class="fc1"> </span></span></div><div class="t m0 xb h2 y170 ff1 fs0 fc1 sc0 ls0 ws0">Polityka dobrego sąsiada, <span class="ff2 fc5">3.3. </span></div><div class="t m0 xb h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">Współpraca z partnerami biznesowymi </div><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">w zakresie etyki i poszanowania praw </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">człowieka, <span class="ff2 fc5">3.2.<span class="fc1"> </span></span></div><div class="t m0 xb h2 ydf ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x30 y34a w26 h14"><div class="t m0 xb h2 yd7 ff2 fs0 fc1 sc0 ls0 ws0">SBM-2: <span class="_ _34"> </span>Interes<span class="_ _1"></span>y <span class="_ _34"> </span>i <span class="_ _34"> </span>opinie </div><div class="t m0 xb h2 yd8 ff2 fs0 fc1 sc0 ls0 ws0">zainteresowanych stron<span class="fc5"> </span></div></div><div class="c x1 y34b w24 h51"><div class="t m0 xb h2 y34c ff2 fs0 fc1 sc0 ls0 ws0">Identyfikacja i ocena niekorzystnych </div><div class="t m0 xb h2 y34d ff1 fs0 fc1 sc0 ls0 ws0">wpływów<span class="ff2 fc5"> </span></div></div><div class="c x2f y34b w25 h51"><div class="t m0 xb h2 y34c ff1 fs0 fc1 sc0 ls0 ws0">Mapowanie łańcucha wartości, <span class="ff2 fc5">1.4.<span class="fc1"> </span></span></div><div class="t m0 xb h2 y34d ff1 fs0 fc1 sc0 ls0 ws0">Identyfikacja wpływów w ramach </div><div class="t m0 xb h2 y175 ff1 fs0 fc1 sc0 ls0 ws0">procesu podwójnej istotności, <span class="ff2 fc5">1.6.3.<span class="fc1"> </span></span></div><div class="t m0 xb h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">Procesy identyfikacji oddziaływań w </div><div class="t m0 xb h2 y170 ff1 fs0 fc1 sc0 ls0 ws0">ramach działalności (np. mechanizmy<span class="_ _0"></span> </div><div class="t m0 xb h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">oceny dostawców, kanały zgłaszania </div><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">naruszeń, procesy oceny dostawców), </div><div class="t m0 xb h2 ye1 ff2 fs0 fc5 sc0 ls0 ws0">3.2., 3.3., 4.1.  </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Rejestr ryzyk, <span class="fc5">1.6.4.</span> </div></div><div class="c x30 y34b w26 h51"><div class="t m0 xb h2 y34c ff2 fs0 fc1 sc0 ls0 ws0">IRO-<span class="ls1">1 </span><span class="ff1">–</span> Opis procesu </div><div class="t m0 xb h2 y34d ff1 fs0 fc1 sc0 ls0 ws0">służącego identyfikacji i </div><div class="t m0 xb h2 y175 ff1 fs0 fc1 sc0 ls0 ws0">ocenie istotnych oddziaływań, </div><div class="t m0 xb h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">ryzyka i możliwości<span class="ff2"> </span></div></div><div class="c x1 y34e w24 h28"><div class="t m0 xb h2 y34f ff1 fs0 fc1 sc0 ls0 ws0">Podejmowanie działań w celu </div><div class="t m0 xb h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">ograniczenia zidentyfikowanych </div><div class="t m0 xb h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">niekorzystnych wpływów<span class="ff2 fc5"> </span></div></div><div class="c x2f y34e w25 h28"><div class="t m0 xb h2 y34f ff1 fs0 fc1 sc0 ls0 ws0">Aktualizacja istniejących polityk oraz </div><div class="t m0 xb h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">procedur i wprowadzanie nowych, </div><div class="t m0 xb h2 ydc ff2 fs0 fc5 sc0 ls0 ws0">3.1.,3.2.,3.3.,3.4., 4.1. </div><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">System kontroli wewnętrznej i </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">zarządzania ryzykiem, <span class="ff2 fc5">1.6.4.<span class="fc1"> </span></span></div><div class="t m0 xb h2 ydf ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x30 y34e w26 h28"><div class="t m0 xb h2 y34f ff2 fs0 fc1 sc0 ls1b ws0">MDR<span class="ls0">-<span class="ff1">A: Działania i zasoby w </span></span></div><div class="t m0 xb h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">odniesieniu do istotnych </div><div class="t m0 xb h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">kwestii związanych ze </div><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonym rozwojem<span class="ff2"> </span></div></div><div class="c x1 y350 w24 h19"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Monitorowanie skuteczności tych </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">starań i przekazywanie stosownych </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">informacji w tym zakresie<span class="fc5"> </span></div></div><div class="c x2f y350 w25 h19"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Monitorowanie <span class="_ _a"></span>realizacji <span class="_ _6"></span>celów<span class="_ _1"></span> <span class="_ _6"></span>ESG<span class="_ _1"></span> <span class="_ _6"></span>w  </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Strategii.<span class="fc5"> </span></div></div><div class="c x30 y350 w26 h19"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls1b ws0">MDR<span class="ls0">-<span class="ls1c">T </span><span class="ff1">–</span> Monitorowanie </span></div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">skuteczności polityk i działań z </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">wykorzystaniem celów<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y351 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y352 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _4"></span>1-7<span class="ls1d">. <span class="_ _5"> </span></span><span class="ff1">Elementy <span class="_ _5"></span>rozproszonego <span class="_ _5"> </span>procesu <span class="_ _5"> </span>należytej <span class="_ _4"></span>isto<span class="_ _1"></span>tności <span class="_ _5"> </span>Grupy <span class="_ _5"> </span>Kapitałowej <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span></span>i <span class="_ _5"> </span>ich <span class="_ _5"> </span>ujawnienia <span class="_ _4"></span>w<span class="_ _1"></span> </div><div class="t m2 x1 h1d y353 ff2 fs5 fc1 sc0 ls0 ws0">niniejszym Sprawozdaniu.  </div><div class="t m0 x1 h2 y354 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y355 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>2024 <span class="_ _a"></span>roku <span class="_ _a"></span>w <span class="_ _a"></span>ramach <span class="_ _6"></span>analizy <span class="_ _a"></span>podwójnej <span class="_ _6"></span>is<span class="_ _1"></span>totności <span class="_ _a"></span>zidentyfikowano <span class="_ _6"></span>negatywne <span class="_ _4"></span><span class="ff2">i <span class="_ _6"></span>pozytywne<span class="_ _1"></span> <span class="_ _6"></span></span>w<span class="_ _1"></span>pływy <span class="_ _6"></span>działalności </div><div class="t m0 x1 h2 y44 ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _9"> </span>UNIMOT  na  społeczeństwo <span class="_ _9"> </span>i  środowisko.  Id<span class="_ _0"></span>entyfikacja <span class="_ _9"> </span>istotnych  wpływów  p<span class="_ _8"></span>o<span class="_ _1"></span>służyła <span class="_ _9"> </span>opraco<span class="_ _1"></span>waniu <span class="_ _9"> </span>listy </div><div class="t m0 x1 h2 y356 ff1 fs0 fc1 sc0 ls0 ws0">istotnych ry<span class="_ _0"></span>zyk <span class="_ _0"></span>i <span class="_ _8"></span>s<span class="_ _1"></span>zans w <span class="_ _8"></span>obszarze zrównoważonego <span class="_ _8"></span>rozwoju, które <span class="_ _8"></span>zostaną włączone <span class="_ _8"></span>do rejestru ry<span class="_ _8"></span>zyk w <span class="_ _8"></span>2025 roku. </div><div class="t m0 x1 h2 y357 ff1 fs0 fc1 sc0 ls0 ws0">Więcej informacji na ten temat znajduje się w części 1.6. niniejszego Sprawozdania<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa hf y358 ff2 fs1 fc7 sc0 ls0 ws0">1.3.<span class="ff5"> <span class="_ _8"></span><span class="ff2">Model biznesowy  </span></span></div></div><div class="c x1 y359 w27 h52"><div class="t m0 xb h2 y35a ff2 fs0 fc5 sc0 ls0 ws0">SBM-1    <span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y35b ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y35c ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>jest niezależną <span class="_ _8"></span>(kapitał <span class="_ _8"></span>i <span class="_ _8"></span>s<span class="_ _1"></span>truktura <span class="_ _8"></span>właścicielska <span class="_ _8"></span>mają <span class="_ _0"></span>charakter <span class="_ _8"></span>pryw<span class="_ _1"></span>atny, <span class="_ _8"></span>Grupa <span class="_ _8"></span>nie należy <span class="_ _7"></span>do żadnej </div><div class="t m0 x1 h2 y35d ff1 fs0 fc1 sc0 ls0 ws0">państwowej grupy kapitałowej) grupą paliwowo<span class="ff2">-</span>energetyczną, która w swojej ofercie posiada: olej napędowy (ON), </div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x15 y35e w28 h53" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">26<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc1 sc0 ls0 ws0">olej <span class="_ _a"></span>silnikowy, <span class="_ _6"></span>benzyny, <span class="_ _a"></span>biopaliwa <span class="_ _1"></span>(Bio)<span class="_ _1"></span>, <span class="_ _6"></span>gaz <span class="_ _6"></span>płynny <span class="_ _a"></span>(LPG), <span class="_ _a"></span>gaz <span class="_ _6"></span>ziemny <span class="_ _a"></span>(w <span class="_ _a"></span>tym <span class="_ _6"></span>LNG), <span class="_ _a"></span>produkty <span class="_ _6"></span>asfaltowe, <span class="_ _a"></span>energię </div><div class="t m0 x1 h2 ycc ff1 fs0 fc1 sc0 ls0 ws0">elektryczną, <span class="_ _8"></span>surowce <span class="_ _8"></span>energetyczne <span class="_ _8"></span>(w <span class="_ _8"></span>tym <span class="_ _8"></span>węgiel <span class="_ _7"></span>kamienny <span class="_ _8"></span>oraz <span class="_ _8"></span>w <span class="_ _8"></span>pers<span class="_ _1"></span>pektywie <span class="_ _7"></span>śre<span class="_ _1"></span>dniookresowej <span class="_ _8"></span>biomasę), <span class="_ _8"></span>a <span class="_ _7"></span>także </div><div class="t m0 x1 h2 y1ff ff2 fs0 fc1 sc0 ls0 ws0">paliwa <span class="_ _6"></span>lotnicze<span class="_ _1"></span><span class="ff1">, <span class="_ _a"></span>żeglugowe <span class="_ _a"></span>i <span class="_ _a"></span>olej <span class="_ _a"></span>opałowy. <span class="_ _a"></span>Od <span class="_ _a"></span>2016 <span class="_ _a"></span>r. <span class="_ _a"></span>spółka <span class="_ _a"></span>należy <span class="_ _a"></span>do <span class="_ _a"></span>stowarzyszenia <span class="_ _a"></span>AVIA <span class="_ _a"></span>Inte<span class="_ _1"></span>rnational, <span class="_ _a"></span>dzięki </span></div><div class="t m0 x1 h2 y200 ff1 fs0 fc1 sc0 ls0 ws0">czemu <span class="_ _7"></span>jako <span class="_ _8"></span>pierwsza <span class="_ _7"></span>polska <span class="_ _7"></span>fir<span class="_ _1"></span>ma <span class="_ _7"></span>uzyskała <span class="_ _7"></span>prawo <span class="_ _8"></span>do <span class="_ _7"></span>budowania <span class="_ _8"></span>i <span class="_ _7"></span>rozwoju <span class="_ _8"></span>sieci <span class="_ _7"></span>s<span class="_ _1"></span>tacji <span class="_ _7"></span>paliw <span class="_ _7"></span>AVIA <span class="_ _8"></span>w <span class="_ _7"></span>Pols<span class="_ _1"></span>ce <span class="_ _7"></span>i <span class="_ _7"></span>w <span class="_ _8"></span>Ukrainie.<span class="ff2"> </span></div><div class="t m0 x1 h2 y254 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _9"> </span>ma <span class="_ _9"> </span>ponad <span class="_ _9"> </span>30 <span class="_ _9"> </span>lat <span class="_ _9"> </span>dośw<span class="_ _1"></span>iadczenia <span class="_ _c"> </span>na <span class="_ _9"> </span>rynku <span class="_ _9"> </span>paliwow<span class="_ _1"></span>ym, <span class="_ _c"> </span>spec<span class="_ _1"></span>jalizuj<span class="ls15">ąc</span><span class="ff2">  </span>się <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>h<span class="_ _1"></span>urtowej <span class="_ _9"> </span>sprzedaży <span class="_ _9"> </span>oleju </div><div class="t m0 x1 h2 y255 ff1 fs0 fc1 sc0 ls0 ws0">napędowego <span class="_ _8"></span>o<span class="_ _1"></span>raz <span class="_ _8"></span>dystrybucji pozostałych <span class="_ _8"></span>paliw p<span class="_ _0"></span>łynnych, z<span class="_ _0"></span>arówno na <span class="_ _8"></span>terenie kra<span class="_ _0"></span>ju, ja<span class="_ _8"></span>k i <span class="_ _8"></span>p<span class="_ _1"></span>oza <span class="_ _8"></span>jego granicami. <span class="_ _8"></span>Firma </div><div class="t m0 x1 h2 y256 ff1 fs0 fc1 sc0 ls0 ws0">rozwija także segment fotowoltaiki, m.in. pod <span class="_ _0"></span>marką AVIA Solar<span class="ff2"> oraz inwestuje<span class="_ _1"></span> w kolejne sektory<span class="_ _0"></span> OZE.<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y325 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>kwietniu <span class="_ _a"></span>2023 <span class="_ _6"></span>r. <span class="_ _a"></span>Grupa <span class="_ _6"></span>UNIMOT<span class="_ _1"></span> <span class="_ _6"></span>sfinalizowała <span class="_ _6"></span>transakcję <span class="_ _a"></span>przejęcia <span class="_ _6"></span>aktywów <span class="_ _a"></span>Lotos <span class="_ _6"></span>Terminale <span class="_ _a"></span>(obecnie <span class="_ _6"></span>UNIMOT </div><div class="t m0 x1 h2 y258 ff1 fs0 fc1 sc0 ls0 ws0">Terminale), <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>tym <span class="_ _6"></span>9 <span class="_ _6"></span>terminali <span class="_ _6"></span>paliwowych <span class="_ _a"></span>i <span class="_ _6"></span>dwóch <span class="_ _a"></span>zakładów <span class="_ _6"></span>produkcji <span class="_ _6"></span>asfaltu. <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>pełni <span class="_ _6"></span>tym <span class="_ _6"></span>samym <span class="_ _6"></span>fu<span class="_ _1"></span>nkcję </div><div class="t m0 x1 h2 y259 ff1 fs0 fc1 sc0 ls0 ws0">Niezależnego <span class="_ _4"></span>Operatora <span class="_ _4"></span>Logistycznego, <span class="_ _5"> </span>będąc <span class="_ _4"> </span>trzec<span class="_ _1"></span>im <span class="_ _4"></span>graczem <span class="_ _4"></span>na <span class="_ _4"></span>rynku <span class="_ _4"></span>magazynowania <span class="_ _4"> </span>paliw, <span class="_ _5"> </span>a <span class="_ _4"></span>także <span class="_ _4"> </span>zajmuje </div><div class="t m0 x1 h2 y206 ff1 fs0 fc1 sc0 ls0 ws0">drugie miejsce na rynku produkcji asfaltów w Polsce.<span class="ff2"> </span></div><div class="t m0 x1 h2 y25b ff1 fs0 fc1 sc0 ls0 ws0">Na poniższej grafice zaprezentowano poszczególne biznesy Grupy <span class="_ _0"></span>UNIMOT.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x31 h2 y35f ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y360 ff2 fs5 fc1 sc0 ls0 ws0">Grafika 1-1. Biznesy Grupy UNIMOT w 2024 roku.  </div><div class="t m0 x1 h2 y361 ff1 fs0 fc1 sc0 ls0 ws0">Od marca 2017 r. spółka notowana jest na g<span class="_ _0"></span>łównym parkiecie Gie<span class="_ _1"></span>łdy Papierów Wartościowych w Warszawie<span class="ff2">. </span></div><div class="t m0 x1 h2 y362 ff2 fs0 fc1 sc0 ls0 ws0">Oparty <span class="_ _5"> </span>na <span class="_ _b"> </span>segmentach <span class="_ _b"> </span>model <span class="_ _5"> </span>biznesowy <span class="_ _b"> </span>Grupy <span class="_ _5"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _b"> </span>wpisuje <span class="_ _b"> </span><span class="ff1">się <span class="_ _5"> </span>w <span class="_ _b"> </span>globalne <span class="_ _5"> </span>trendy <span class="_ _b"> </span>dotyczące <span class="_ _5"> </span>ros<span class="_ _1"></span>nącej <span class="_ _5"> </span>roli </span></div><div class="t m0 x1 h2 y363 ff2 fs0 fc1 sc0 ls0 ws0">energetyki <span class="_ _d"> </span><span class="ff1">opartej <span class="_ _e"> </span>na <span class="_ _d"> </span>źródłach <span class="_ _d"> </span></span>odnawialnych, <span class="_ _d"> </span>dystrybucji <span class="_ _d"> </span>zaawansowanych <span class="_ _e"> </span>paliw <span class="_ _d"> </span>i <span class="_ _d"> </span>biopaliw, <span class="_ _d"> </span>z <span class="_ _d"> </span><span class="ff1">jednoczesną </span></div><div class="t m0 x1 h2 y364 ff1 fs0 fc1 sc0 ls0 ws0">przebudową dotychczasow<span class="_ _1"></span>ej działalności, <span class="_ _1"></span>w której <span class="_ _1"></span>innowacyjność <span class="_ _1"></span>i w<span class="_ _1"></span>ykorzystanie nowych <span class="_ _1"></span>technologii wpisuje <span class="_ _1"></span>się w </div><div class="t m0 x1 h2 y365 ff1 fs0 fc1 sc0 ls0 ws0">długofalowy cel osiągnięcia neutralności klimatycznej Grupy do 2050 <span class="_ _0"></span>roku.<span class="ff2"> </span></div><div class="t m0 xc hf y366 ff2 fs1 fc7 sc0 ls0 ws0">1.3.1.<span class="ff5"> <span class="_ _d"> </span><span class="ff1">Segmenty działalności Gru<span class="_ _0"></span>py UNIMOT<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y43 ff1 fs0 fc1 sc0 ls0 ws0">Wszystkie wymienione i opisane poniżej segmenty sprawozdawcze stanowią odrębne segmenty operacyjne. Głów<span class="_ _1"></span>ny </div><div class="t m0 x1 h2 y367 ff1 fs0 fc1 sc0 ls0 ws0">organ odpowiedzialny <span class="_ _1"></span>za <span class="_ _1"></span>podejmowanie dec<span class="_ _1"></span>yzji operacyjnych, <span class="_ _1"></span>tj. Zarząd <span class="_ _1"></span>UNIMOT S<span class="_ _1"></span>.A. mo<span class="_ _1"></span>nitoruje o<span class="_ _1"></span>ddzielnie wyniki </div><div class="t m0 x1 h2 y368 ff1 fs0 fc1 sc0 ls0 ws0">operacyjne <span class="_ _6"></span>tych <span class="_ _1"></span>s<span class="_ _1"></span>egmentów <span class="_ _1"></span>w <span class="_ _6"></span>celu <span class="_ _6"></span>podej<span class="_ _1"></span>mowania <span class="_ _1"></span>decyzji <span class="_ _6"></span>dotyczących <span class="_ _6"></span>alokacji <span class="_ _1"></span>z<span class="_ _1"></span>asobów, <span class="_ _1"></span>dokonuje<span class="_ _1"></span> <span class="_ _1"></span>oceny <span class="_ _6"></span>skutków </div><div class="t m0 x1 h2 y369 ff1 fs0 fc1 sc0 ls0 ws0">tej alokacji oraz wyników działalności. <span class="ff2"> </span></div><div class="t m0 x1 h2 y36a ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _0"></span>UNIMOT <span class="_ _8"></span>nie<span class="_ _1"></span> p<span class="_ _0"></span>rowadzi działalności <span class="_ _8"></span>w zakresie <span class="_ _8"></span>produkcj<span class="_ _1"></span>i <span class="_ _8"></span>che<span class="_ _1"></span>mikaliów, <span class="_ _8"></span>zgodnie z d<span class="_ _0"></span>efinicją <span class="_ _0"></span>zawartą w <span class="_ _8"></span>sekcji 20.2 </div><div class="t m0 x1 h2 y36b ff1 fs0 fc1 sc0 ls0 ws0">załącznika <span class="_ _b"> </span>I<span class="_ _1"></span> <span class="_ _b"> </span>do <span class="_ _c"> </span>Rozporządzenia <span class="_ _c"> </span>(WE) <span class="_ _c"> </span>nr <span class="_ _c"> </span>1893/2006 <span class="_ _c"> </span>Parlamentu <span class="_ _c"> </span>Europejskiego <span class="_ _c"> </span>i <span class="_ _b"> </span>Rady. <span class="_ _c"> </span>Grupa <span class="_ _c"> </span>nie <span class="_ _c"> </span>jest <span class="_ _c"> </span>również </div><div class="t m0 x1 h2 y36c ff1 fs0 fc1 sc0 ls0 ws0">zaangażowana w sprzedaż broni kontrowersyjnej ani w produkcję wyrobów tytoniowych<span class="ff2">.<span class="fc0"> </span></span></div><div class="t m0 x1 h2 y36d ff2 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">27<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff2 fs0 fc0 sc0 ls0 ws0">P<span class="ff1">aliwa ciekłe</span> </div><div class="t m0 x1 h2 y229 ff1 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT <span class="_ _1"></span>prowadzi d<span class="_ _1"></span>ziałalność w<span class="_ _1"></span> zakresie <span class="_ _1"></span>sprzedaży oleju <span class="_ _1"></span>napędowego, <span class="_ _6"></span>opałowego, <span class="ff2">benzyn, <span class="_ _1"></span>biopaliw, <span class="_ _1"></span>paliwa </span></div><div class="t m0 x1 h2 y22a ff1 fs0 fc1 sc0 ls0 ws0">żeglugowego <span class="_ _6"></span>i <span class="_ _a"></span>paliwa <span class="_ _a"></span>lotniczego. <span class="_ _a"></span>Sprzedaż <span class="_ _6"></span>hurtow<span class="_ _1"></span>a <span class="_ _6"></span>realizo<span class="_ _1"></span>wana <span class="_ _6"></span>jes<span class="_ _1"></span>t <span class="_ _6"></span>na <span class="_ _a"></span>terenie <span class="_ _a"></span>Polski <span class="_ _6"></span>z<span class="_ _1"></span> <span class="_ _a"></span>wykorzystaniem <span class="_ _6"></span>szerokiej </div><div class="t m0 x1 h2 y22b ff2 fs0 fc1 sc0 ls0 ws0">sieci <span class="_ _1"></span>dystrybucyjnej <span class="_ _1"></span>(bazy paliwo<span class="_ _1"></span>we <span class="_ _1"></span>- <span class="_ _1"></span><span class="ff1">własne <span class="_ _1"></span>i <span class="_ _1"></span>obce)</span>, <span class="_ _1"></span><span class="ff1">pokrywającej <span class="_ _1"></span>cały <span class="_ _1"></span>kraj w <span class="_ _1"></span>syste<span class="_ _1"></span>mie franco <span class="_ _1"></span>(sprzedaż <span class="_ _1"></span>produktu </span></div><div class="t m0 x1 h2 y254 ff1 fs0 fc1 sc0 ls0 ws0">wraz <span class="_ _1"></span>z <span class="_ _1"></span>usługą <span class="_ _1"></span>tr<span class="_ _1"></span>ansportową) <span class="_ _1"></span>oraz <span class="_ _1"></span>loc<span class="_ _1"></span>o <span class="_ _1"></span>(sprzedaż <span class="_ _1"></span>produktu <span class="_ _6"></span>z <span class="_ _6"></span>baz <span class="_ _1"></span>paliw <span class="_ _1"></span>z <span class="_ _6"></span>samodzielnym <span class="_ _1"></span>odbiorem <span class="_ _6"></span>przez <span class="_ _1"></span>klienta). <span class="_ _1"></span>W </div><div class="t m0 x1 h2 y255 ff1 fs0 fc1 sc0 ls0 ws0">związku <span class="_ _e"> </span>z <span class="_ _e"> </span>obowiązującymi <span class="_ _e"> </span>regulacjami <span class="_ _e"> </span>prawnymi <span class="_ _e"> </span>Grupa <span class="_ _e"> </span>zobowiązana <span class="_ _e"> </span>je<span class="_ _1"></span><span class="ff2">st <span class="_ _e"> </span>do <span class="_ _e"> </span></span>realizacji <span class="_ _e"> </span>minimalnego <span class="_ _e"> </span>udziału </div><div class="t m0 x1 h2 y256 ff1 fs0 fc1 sc0 ls0 ws0">biokomponentów w ogólnej ilości sprzedanych paliw ciekłych zgodnie z Narodowym Celem Wskaźnikowym. Odbywa </div><div class="t m0 x1 h2 y257 ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _d"> </span>to <span class="_ _d"> </span>głównie <span class="_ _d"> </span>poprzez <span class="_ _e"> </span>fizy<span class="_ _1"></span>czne <span class="_ _d"> </span>dodawanie <span class="_ _e"> </span>biokomponentó<span class="_ _1"></span>w <span class="_ _e"> </span>do <span class="_ _d"> </span>importowanych <span class="_ _d"> </span>paliw <span class="_ _d"> </span>cie<span class="_ _1"></span>kłych <span class="_ _e"> </span>w <span class="_ _d"> </span>proces<span class="_ _1"></span>ie </div><div class="t m0 x1 h2 y36e ff2 fs0 fc1 sc0 ls0 ws0">blendowania. <span class="_ _7"></span><span class="ff1">W<span class="_ _1"></span> <span class="_ _7"></span>2024 <span class="_ _8"></span>r. <span class="_ _8"></span>Grupa <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>znacząco <span class="_ _8"></span>zwiększyła <span class="_ _8"></span>import <span class="_ _7"></span>benzyn <span class="_ _8"></span>do <span class="_ _8"></span>Polski <span class="_ _8"></span>oraz <span class="_ _8"></span>rozpoczęła <span class="_ _8"></span>sprzedaż <span class="_ _8"></span>paliwa </span></div><div class="t m0 x1 h2 y205 ff1 fs0 fc1 sc0 ls0 ws0">bunkrowego <span class="_ _8"></span>z <span class="_ _8"></span>dwóch <span class="_ _8"></span>baz <span class="_ _8"></span>własnych <span class="_ _8"></span>(<span class="_ _1"></span>Gdańsk <span class="_ _7"></span>i <span class="_ _8"></span>Szczec<span class="_ _1"></span>in). <span class="_ _8"></span><span class="ff2">UNIMOT <span class="_ _8"></span><span class="ff1">jako <span class="_ _8"></span>n<span class="_ _1"></span>ajwiększy <span class="_ _7"></span>niezależn<span class="_ _1"></span>y <span class="_ _7"></span>importe<span class="_ _1"></span>r <span class="_ _7"></span>paliw <span class="_ _8"></span>w <span class="_ _8"></span>Pols<span class="_ _1"></span>ce, </span></span></div><div class="t m0 x1 h2 y36f ff2 fs0 fc1 sc0 ls0 ws0">od <span class="_ _f"> </span>wybuchu <span class="_ _f"> </span>wojny <span class="_ _f"> </span>w <span class="_ _f"> </span>Ukrainie <span class="_ _17"> </span>mo<span class="_ _1"></span>nitoruje <span class="_ _f"> </span>decyzj<span class="ff1">e <span class="_ _17"> </span>podejmow<span class="_ _1"></span>ane <span class="_ _f"> </span>przez <span class="_ _17"> </span>administrację <span class="_ _f"> </span>rządową, <span class="_ _f"> </span>a <span class="_ _f"> </span>także </span></div><div class="t m0 x1 h2 y370 ff1 fs0 fc1 sc0 ls0 ws0">międzynarodową, analizuje ich wpływ na prowadz<span class="_ _0"></span>oną działalność<span class="_ _1"></span> i pod<span class="_ _0"></span>ejmuje adekwatne decyzje. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y208 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>ramach <span class="_ _1"></span>s<span class="_ _1"></span>egmentu <span class="_ _1"></span>paliw <span class="_ _1"></span>c<span class="_ _1"></span>iekłych <span class="_ _6"></span>Grupa <span class="_ _6"></span>prowadzi <span class="_ _1"></span>działalno<span class="_ _1"></span>ść <span class="_ _1"></span>handlową <span class="_ _1"></span>w <span class="_ _6"></span>zakresie <span class="_ _6"></span>sprzedaży <span class="_ _1"></span>biokom<span class="_ _1"></span>ponentów <span class="_ _1"></span>i </div><div class="t m0 x1 h2 y209 ff1 fs0 fc1 sc0 ls0 ws0">biopaliw <span class="_ _e"> </span>przeznaczonych <span class="_ _d"> </span>do <span class="_ _d"> </span>pojazdów <span class="_ _d"> </span>z <span class="_ _e"> </span>s<span class="_ _1"></span>ilnikiem <span class="_ _e"> </span>die<span class="_ _1"></span>sla, <span class="_ _e"> </span>s<span class="_ _1"></span>tanowiących <span class="_ _e"> </span>s<span class="_ _1"></span>amoistne <span class="_ _e"> </span>paliwo. <span class="_ _d"> </span>W <span class="_ _d"> </span>porównaniu <span class="_ _e"> </span>z </div><div class="t m0 x1 h2 y20a ff1 fs0 fc1 sc0 ls0 ws0">tradycyjnym <span class="_ _4"> </span>o<span class="_ _1"></span>lejem <span class="_ _5"> </span>napędowym, <span class="_ _5"> </span>z <span class="_ _5"> </span>uwagi <span class="_ _5"> </span>na<span class="_ _1"></span> <span class="_ _5"> </span>swoje <span class="_ _b"> </span>właściwości, <span class="_ _5"> </span>biopaliwa <span class="_ _4"> </span>i <span class="_ _b"> </span>biokompo<span class="_ _1"></span>nenty <span class="_ _b"> </span>przyczyniają <span class="_ _4"> </span>s<span class="_ _1"></span>ię <span class="_ _5"> </span>do </div><div class="t m0 x1 h2 y20b ff1 fs0 fc1 sc0 ls0 ws0">znacznego <span class="_ _9"> </span>obniżenia <span class="_ _9"> </span>emisji  szkodli<span class="_ _0"></span>wych <span class="_ _9"> </span>substancji  i <span class="_ _9"> </span>gazów <span class="_ _9"> </span>cieplarnianych.  Tym <span class="_ _c"> </span>s<span class="_ _1"></span>amym <span class="_ _9"> </span>pozwalają <span class="_ _9"> </span>ograniczać </div><div class="t m0 x1 h2 y20c ff1 fs0 fc1 sc0 ls0 ws0">negatywny wpływ na środowisko. <span class="ff2"> </span></div><div class="t m0 x1 h2 y6b ff1 fs0 fc1 sc0 ls0 ws0">W ofercie znajdują się:<span class="ff2"> </span></div><div class="t m0 xa h11 y128 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Olej napędowy B100 –<span class="ff2"> </span>ester metylowy stanowiący samoistne pali<span class="_ _8"></span>w<span class="_ _1"></span>o,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y371 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Estry metylowe (FAME) <span class="ff1">–</span> <span class="ff1">biokomponent następującej jakości: RME; UCOME; FAME 10; FAME 0</span>, </span></span></div><div class="t m0 xa h11 y372 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">HVO<span class="ls1">100</span> <span class="_ _1d"> </span>(ang. <span class="_ _1d"> </span>Hydrotreated <span class="_ _1d"> </span>Vegetable <span class="_ _1d"> </span>Oil) <span class="_ _1f"> </span><span class="ff1">–</span>zaawansowane <span class="_ _1d"> </span>technologicznie <span class="_ _1d"> </span>paliwo <span class="_ _1d"> </span>syntetyczne </span></span></div><div class="t m0 xc h2 yb2 ff1 fs0 fc1 sc0 ls0 ws0">przeznaczone do pojazdów z silnikami wysokoprężnymi.<span class="ff2 fc5"> </span></div><div class="t m0 x1 h2 y188 ff1 fs0 fc5 sc0 ls0 ws0">Źródła <span class="ff2">zaopatrzenia  </span></div><div class="t m0 x1 h2 y32c ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>całym <span class="_ _a"></span>łańcuchu <span class="_ _a"></span>logistycznym <span class="_ _a"></span>wykorzystuje <span class="_ _a"></span>wszelki <span class="_ _a"></span>dostępny <span class="_ _4"></span>potencjał <span class="_ _a"></span>do <span class="_ _a"></span>optymalizacji <span class="_ _a"></span>dostaw </div><div class="t m0 x1 h2 y32d ff1 fs0 fc1 sc0 ls0 ws0">paliw importowanych. <span class="_ _1"></span>Swoje <span class="_ _1"></span>cele <span class="_ _1"></span>związane z <span class="_ _1"></span>importem <span class="_ _1"></span>produktów <span class="_ _1"></span>paliwowych UNIMOT <span class="_ _1"></span>realizuje z<span class="_ _1"></span> wykorzystaniem </div><div class="t m0 x1 h2 y373 ff2 fs0 fc1 sc0 ls0 ws0">efektu synergii. </div><div class="t m0 x1 h2 y32f ff2 fs0 fc1 sc0 ls0 ws0">GK UNIMOT <span class="ff1">k<span class="_ _8"></span>u<span class="_ _1"></span>puje paliwa ciekłe <span class="_ _8"></span>o<span class="_ _1"></span>d <span class="_ _8"></span>w<span class="_ _1"></span>ielu dostawców. W przy<span class="_ _0"></span>padku paliw ciekłych d<span class="_ _8"></span>uż<span class="_ _1"></span>a część zakupów <span class="_ _8"></span>re<span class="_ _1"></span>alizowana  </span></div><div class="t m0 x1 h2 y330 ff1 fs0 fc1 sc0 ls0 ws0">jest za granicą, <span class="_ _1"></span>przy czym<span class="ff2"> <span class="_ _1"></span>UNIMOT </span>jes<span class="_ _1"></span>t bezpośrednim importerem. <span class="_ _1"></span>Paliwa sprowadzane są przede ws<span class="_ _1"></span>zystkim drogą </div><div class="t m0 x1 h2 y331 ff1 fs0 fc1 sc0 ls0 ws0">morską <span class="_ _8"></span>pr<span class="_ _1"></span>zez b<span class="_ _8"></span>azę<span class="_ _1"></span> <span class="_ _0"></span>paliwową <span class="_ _0"></span>w Dębogórzu <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>takich kierunków <span class="_ _8"></span>ja<span class="_ _1"></span>k: <span class="_ _8"></span>Stany Zjednoczone, Szwecja, <span class="_ _8"></span>Finlandia.  <span class="_ _8"></span>Poza tym </div><div class="t m0 x1 h2 y374 ff2 fs0 fc1 sc0 ls0 ws0">w <span class="_ _4"> </span>raportowanym<span class="_ _1"></span> <span class="_ _4"></span>okres<span class="_ _1"></span>ie <span class="_ _5"> </span><span class="ff1">produkt <span class="_ _5"> </span>był <span class="_ _5"> </span>również <span class="_ _5"> </span>dostarczany <span class="_ _5"> </span>transportem <span class="_ _b"> </span>kolejowym <span class="_ _4"> </span>i<span class="_ _1"></span> <span class="_ _4"> </span>koło<span class="_ _1"></span>wym <span class="_ _4"></span>z <span class="_ _5"> </span>tere<span class="_ _1"></span>nu <span class="_ _4"></span>Niemie<span class="_ _1"></span>c. </span></div><div class="t m0 x1 h2 y375 ff1 fs0 fc1 sc0 ls0 ws0">Wyraźny <span class="_ _8"></span>ud<span class="_ _1"></span>ział w <span class="_ _8"></span>zakupach oleju napędowego w <span class="_ _8"></span>Polsce stanowi <span class="_ _0"></span>produkt <span class="ff2">krajowy. </span>Paliwo <span class="_ _0"></span>kupowane jest zarówno <span class="_ _8"></span>na </div><div class="t m0 x1 h2 y376 ff2 fs0 fc1 sc0 ls0 ws0">bazie rocznych <span class="ff1">kontraktów</span> oraz jak i na rynku spotowym.  </div><div class="t m0 x1 h2 y377 ff1 fs0 fc1 sc0 ls0 ws0">Biopaliwa  nabywane  są  prze<span class="_ _1"></span>de  wszystkim  w<span class="_ _1"></span>  kraju  od  największych <span class="_ _e"> </span>koncernów  paliwowych <span class="_ _e"> </span>oraz  podmiotów<span class="_ _0"></span> </div><div class="t m0 x1 h2 y378 ff2 fs0 fc1 sc0 ls0 ws0">prywatnych,  <span class="ff1">głównie  w  ram<span class="_ _1"></span>ach  ogłaszanych  przetargów. <span class="_ _e"> </span>Biopaliwo  HVO100  nabywa<span class="_ _1"></span>ne  jest  od  producentów </span></div><div class="t m0 x1 h2 y379 ff2 fs0 fc1 sc0 ls0 ws0">zagranicznych. </div><div class="t m0 x1 h2 y37a ff2 fs0 fc5 sc0 ls0 ws0">Klienci i rynki zbytu </div><div class="t m0 x1 h2 y37b ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _1"></span><span class="ff1">posiada <span class="_ _6"></span>bazę <span class="_ _1"></span>ponad <span class="_ _6"></span>1 <span class="_ _6"></span>000 <span class="_ _1"></span>aktywnych <span class="_ _6"></span>klientów <span class="_ _6"></span>–</span> <span class="_ _6"></span><span class="ff1">są <span class="_ _1"></span>to <span class="_ _6"></span>głównie<span class="_ _1"></span> <span class="_ _1"></span>hurtownie <span class="_ _6"></span>paliw, <span class="_ _1"></span>stacje <span class="_ _1"></span>paliw <span class="_ _6"></span>(w <span class="_ _6"></span>tym <span class="_ _1"></span>sie<span class="_ _1"></span>ć </span></div><div class="t m0 x1 h2 y37c ff2 fs0 fc1 sc0 ls0 ws0">AVIA), <span class="_ _8"></span>firmy <span class="_ _8"></span>transportowe, <span class="_ _8"></span>budowlane <span class="_ _8"></span>i <span class="_ _8"></span>rolnictwo. <span class="ls1e">Od</span> <span class="_ _7"></span>wybuchu <span class="_ _8"></span>wojny <span class="_ _8"></span>w <span class="_ _8"></span>Ukrainie, <span class="_ _8"></span><span class="ff1">z <span class="_ _8"></span>uwagi <span class="_ _8"></span>na <span class="_ _8"></span>ros<span class="_ _1"></span>nący <span class="_ _7"></span>popyt, <span class="_ _8"></span>UNIMOT </span></div><div class="t m0 x1 h2 y37d ff1 fs0 fc1 sc0 ls0 ws0">dostarcza paliwa również do tego kraju.<span class="ff2"> </span></div><div class="t m0 x1 h2 y37e ff1 fs0 fc1 sc0 ls0 ws0">Biopaliwa <span class="_ _5"> </span>sprzedawane <span class="_ _5"> </span>są <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>w<span class="_ _1"></span>iększości <span class="_ _5"> </span>na <span class="_ _5"> </span>rynki <span class="_ _b"> </span>zagraniczne <span class="_ _5"> </span>oraz <span class="_ _b"> </span>do <span class="_ _5"> </span>krajowych <span class="_ _b"> </span>klientów <span class="_ _5"> </span>hurtowych. <span class="_ _c"> </span><span class="ff2">Biopaliwo </span></div><div class="t m0 x1 h2 y37f ff2 fs0 fc1 sc0 ls0 ws0">HVO100 sprzedawane jest na krajowym <span class="_ _0"></span>rynku. </div><div class="t m0 x1 h2 y380 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y381 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x7 y11 w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">28<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff2 fs0 fc0 sc0 ls0 ws0">G<span class="ls15">az</span> <span class="ls5">LPG</span> </div><div class="t m0 x1 h2 y229 ff2 fs0 fc1 sc0 ls0 ws0">LPG <span class="_ _a"></span>to<span class="_ _1"></span> <span class="_ _a"></span>g<span class="_ _1"></span>az <span class="_ _a"></span>s<span class="_ _1"></span>kroplony, <span class="_ _a"></span>przede <span class="_ _4"></span>wszystkim: <span class="_ _4"></span>propan, <span class="_ _4"></span>butan <span class="_ _4"></span>or<span class="_ _1"></span>az <span class="_ _a"></span>mieszanina <span class="_ _4"></span>pro<span class="_ _1"></span>panu <span class="_ _a"></span>i <span class="_ _5"> </span>butanu. <span class="_ _4"></span>LPG <span class="_ _4"></span>jest <span class="_ _b"> </span>produktem </div><div class="t m0 x1 h2 y22a ff2 fs0 fc1 sc0 ls0 ws0">pochodzenia <span class="_ _8"></span>naturalnego, pozyskiwanym <span class="_ _0"></span>w procesie <span class="_ _0"></span>rafinacji gaz<span class="_ _0"></span>u ziemnego <span class="_ _8"></span>i ropy <span class="_ _8"></span>naftowe<span class="_ _1"></span>j. <span class="_ _8"></span>W<span class="_ _1"></span> <span class="_ _8"></span>r<span class="_ _1"></span>amach <span class="_ _8"></span>GK<span class="_ _1"></span> UNIMOT </div><div class="t m0 x1 h2 y22b ff1 fs0 fc1 sc0 ls0 ws0">hurtowa  sprzedaż  LPG  odbywa  się  bezpośrednio  z  własnej  rozlewni  w  Zawadzkiem,  terminala  w  Piotrkowie </div><div class="t m0 x1 h2 y254 ff1 fs0 fc1 sc0 ls0 ws0">Trybunalskim, <span class="_ _8"></span>jak <span class="_ _8"></span>równie<span class="_ _1"></span>ż <span class="_ _8"></span>z <span class="_ _8"></span>ob<span class="_ _1"></span>cych <span class="_ _8"></span>terminali <span class="_ _8"></span>przeładunkowyc<span class="_ _1"></span>h <span class="_ _8"></span>w P<span class="_ _8"></span>o<span class="_ _1"></span>lsce. <span class="_ _8"></span>Dys<span class="_ _1"></span>trybucję <span class="_ _8"></span>gazu <span class="_ _8"></span>płynnego Grup<span class="_ _0"></span>a <span class="_ _8"></span>prowadzi </div><div class="t m0 x1 h2 y255 ff2 fs0 fc1 sc0 ls0 ws0">do stacji <span class="_ _8"></span>paliw (w tym <span class="_ _8"></span>stacji w sieci AVIA) <span class="ff1">oraz <span class="_ _8"></span>do zbiorników grzewczych –<span class="ff2"> <span class="_ _8"></span><span class="ff1">zarówno własnych, których posiad<span class="_ _0"></span>a <span class="ff2 ls1">147<span class="ls2">, </span></span></span></span></span></div><div class="t m0 x1 h2 y256 ff2 fs0 fc1 sc0 ls0 ws0">jak <span class="_ _7"></span>i <span class="_ _8"></span>instalacji <span class="_ _7"></span>wy<span class="_ _1"></span>konanych <span class="_ _7"></span>prze<span class="_ _1"></span>z <span class="_ _7"></span>inne <span class="_ _8"></span>podmioty. <span class="_ _7"></span>Ga<span class="_ _1"></span>z <span class="_ _7"></span>transportowa<span class="_ _1"></span><span class="ff1">ny <span class="_ _7"></span>jest <span class="_ _8"></span>do <span class="_ _7"></span>m<span class="_ _1"></span>iejsc <span class="_ _7"></span>doce<span class="_ _1"></span>lowych <span class="_ _7"></span>z <span class="_ _8"></span>terminali <span class="_ _7"></span>za<span class="_ _1"></span> <span class="_ _7"></span>pomocą </span></div><div class="t m0 x1 h2 y257 ff2 fs0 fc1 sc0 ls0 ws0">autocystern. </div><div class="t m0 x1 h2 y258 ff1 fs0 fc5 sc0 ls0 ws0">Źródła <span class="ff2">zaopatrzenia  </span></div><div class="t m0 x1 h2 y382 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>2024 <span class="_ _a"></span>r. <span class="_ _a"></span>Grupa <span class="_ _a"></span>UNIMOT <span class="_ _6"></span>n<span class="_ _1"></span>abywała <span class="_ _6"></span>gaz <span class="_ _a"></span>LPG <span class="_ _a"></span>od <span class="_ _a"></span>dostawców <span class="_ _a"></span>z <span class="_ _6"></span>krajów <span class="_ _a"></span>Europy <span class="_ _a"></span>Zachodniej, <span class="_ _a"></span>produkt <span class="_ _6"></span>pochodzący <span class="_ _a"></span>ze </div><div class="t m0 x1 h2 y25a ff1 fs0 fc1 sc0 ls0 ws0">wschodu oraz od polskich przedsiębiorstw.<span class="ff2"> </span></div><div class="t m0 x1 h2 y328 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>zakresie ź<span class="_ _0"></span>ródeł d<span class="_ _0"></span>ostaw <span class="_ _8"></span>gazu<span class="_ _1"></span> <span class="_ _8"></span>LPG, <span class="_ _0"></span>Grupa <span class="_ _0"></span>UNIMOT <span class="_ _8"></span>intens<span class="_ _1"></span>ywnie <span class="_ _8"></span>przygotowywała <span class="_ _8"></span>się<span class="_ _1"></span> <span class="_ _8"></span>do <span class="_ _0"></span>wejścia <span class="_ _8"></span>e<span class="_ _1"></span>mbarga <span class="_ _8"></span>na p<span class="_ _0"></span>rodukt </div><div class="t m0 x1 h2 y25c ff1 fs0 fc1 sc0 ls0 ws0">pochodzący <span class="_ _4"></span>z <span class="_ _5"> </span>Ros<span class="_ _1"></span>ji, <span class="_ _4"></span>m.in. <span class="_ _5"> </span>wykorzystując <span class="_ _5"> </span>zdobyte <span class="_ _5"> </span>kompetencje <span class="_ _5"> </span>i <span class="_ _5"> </span>dotychczasowe <span class="_ _5"> </span>relacje <span class="_ _5"> </span>biznesowe <span class="_ _5"> </span>z <span class="_ _5"> </span>dostawcami </div><div class="t m0 x1 h2 y25d ff1 fs0 fc1 sc0 ls0 ws0">zachodnimi. <span class="_ _6"></span>W <span class="_ _a"></span>ramach <span class="_ _a"></span>przygotowań <span class="_ _a"></span>Grupa <span class="_ _6"></span>U<span class="_ _1"></span>NIMOT <span class="_ _a"></span>zawarła <span class="_ _a"></span>ze <span class="_ _a"></span>spółką <span class="_ _6"></span>HES <span class="_ _a"></span>Wilhelmshave<span class="_ _1"></span>n <span class="_ _6"></span>Tank <span class="_ _a"></span>Terminal <span class="_ _a"></span>GmbH </div><div class="t m0 x1 h2 y25e ff1 fs0 fc1 sc0 ls0 ws0">(„HES”) <span class="_ _8"></span>umo<span class="_ _1"></span>wę <span class="_ _8"></span>na <span class="_ _8"></span>przeładunek <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>magazynowane g<span class="_ _0"></span>azu <span class="_ _8"></span>LPG. Umowa <span class="_ _8"></span>przewiduje <span class="_ _8"></span>możliwo<span class="_ _1"></span>ść <span class="_ _8"></span>magazynowania g<span class="_ _8"></span>a<span class="_ _1"></span>zu <span class="_ _8"></span>LPG </div><div class="t m0 x1 h2 y25f ff1 fs0 fc1 sc0 ls0 ws0">o wo<span class="_ _1"></span>lumenie około <span class="_ _1"></span>8 tys. <span class="_ _1"></span>ton. Umowa <span class="_ _1"></span>została zawarta <span class="_ _1"></span>na czas <span class="_ _1"></span>określony <span class="_ _1"></span>48 mies<span class="_ _1"></span>ięcy, począwsz<span class="_ _1"></span>y <span class="_ _1"></span>od 1 <span class="_ _1"></span>października </div><div class="t m0 x1 h2 y329 ff1 fs0 fc1 sc0 ls0 ws0">2024 <span class="_ _1"></span>r.<span class="_ _1"></span> <span class="_ _1"></span>z <span class="_ _6"></span>możliwością <span class="_ _6"></span>jej <span class="_ _6"></span>przedłużenia <span class="_ _6"></span>na <span class="_ _1"></span>okres<span class="_ _1"></span> <span class="_ _1"></span>kolejnych <span class="_ _6"></span>24 <span class="_ _6"></span>miesięcy. <span class="_ _6"></span>Magazyny <span class="_ _1"></span>i <span class="_ _6"></span>infrastruktura <span class="_ _6"></span>należące <span class="_ _6"></span>do <span class="_ _6"></span>HES </div><div class="t m0 x1 h2 y383 ff1 fs0 fc1 sc0 ls0 ws0">znajdują się <span class="_ _1"></span>w <span class="_ _1"></span>Niemczech. <span class="_ _1"></span>Takie położenie <span class="_ _1"></span>terminala przeła<span class="_ _1"></span>dunkowego gazu <span class="_ _1"></span>LPG je<span class="_ _1"></span>st optymalne <span class="_ _1"></span>z <span class="_ _1"></span>punktu wi<span class="_ _1"></span>dzenia<span class="_ _0"></span> </div><div class="t m0 x1 h2 y128 ff2 fs0 fc1 sc0 ls0 ws0">procesu logistycznego dostaw tego produktu. <span class="fc5">Klienci i rynki zbytu </span></div><div class="t m0 x1 h2 y261 ff1 fs0 fc1 sc0 ls0 ws0">Ze <span class="_ _a"></span>względu <span class="_ _6"></span>na <span class="_ _a"></span>specyfikę <span class="_ _a"></span>biznesu <span class="_ _a"></span>portfel <span class="_ _6"></span>o<span class="_ _1"></span>dbiorców <span class="_ _6"></span>gazu <span class="_ _a"></span>LPG <span class="_ _a"></span>jest <span class="_ _6"></span>w<span class="_ _1"></span>yraźnie <span class="_ _6"></span>zróżnicow<span class="_ _1"></span>any, <span class="_ _6"></span>a <span class="_ _a"></span>odbiorcami <span class="_ _a"></span>są <span class="_ _6"></span>klienc<span class="_ _1"></span>i </div><div class="t m0 x1 h2 y186 ff1 fs0 fc1 sc0 ls0 ws0">indywidualni, polskie zakłady przemysłowe, firmy z<span class="_ _0"></span> Europy Południowej i rynek ukraiński.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y32a ff2 fs0 fc0 sc0 ls0 ws0">Gaz ziemny  </div><div class="t m0 x1 h2 y384 ff1 fs0 fc1 sc0 ls0 ws0">Gaz <span class="_ _4"></span>ziemny <span class="_ _4"></span>to <span class="_ _4"></span>naturalne<span class="_ _1"></span> <span class="_ _4"></span>paliwo, <span class="_ _4"></span>które <span class="_ _5"> </span>wydobywa <span class="_ _a"></span>s<span class="_ _1"></span>ię <span class="_ _4"></span>ze <span class="_ _4"></span>złóż <span class="_ _4"></span>znajdujących <span class="_ _4"></span>się <span class="_ _5"> </span>pod <span class="_ _4"></span>ziemią. <span class="_ _4"></span>Jest <span class="_ _4"> </span>to <span class="_ _5"> </span>rodzaj <span class="_ _4"></span>paliwa </div><div class="t m0 x1 h2 y385 ff1 fs0 fc1 sc0 ls0 ws0">kopalnego składającego się głównie z <span class="_ _1"></span>metanu (70<span class="ff2">-</span>98%), etanu, propanu, tlenku <span class="_ _1"></span>i dwutlenku węgla, azotu i helu. W </div><div class="t m0 x1 h2 y386 ff1 fs0 fc1 sc0 ls0 ws0">zależności od proporcji składników<span class="ff2"> </span>wyróżnia się kilka <span class="_ _0"></span>rodzajów gazu ziemnego. <span class="ff2"> </span></div><div class="t m0 x1 h2 y387 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"> </span>ramach <span class="_ _b"> </span>Grupy <span class="_ _4"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _5"> </span><span class="ff1">spółk</span>i <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>System <span class="_ _5"> </span>i<span class="_ _1"></span> <span class="_ _4"></span>RCEko<span class="_ _1"></span>energia<span class="ff1">, <span class="_ _5"> </span>w <span class="_ _5"> </span>oparciu <span class="_ _5"> </span>o <span class="_ _5"> </span>zarządzany <span class="_ _5"> </span>przez <span class="_ _5"> </span>siebie <span class="_ _5"> </span>system </span></div><div class="t m0 x1 h2 y388 ff2 fs0 fc1 sc0 ls0 ws0">dystrybucyjny, <span class="_ _8"></span>prowadz<span class="ff1">ą</span> <span class="_ _8"></span><span class="ff1">dział<span class="_ _1"></span>alność <span class="_ _8"></span>związaną <span class="_ _8"></span>ze <span class="_ _8"></span>s<span class="_ _1"></span>przedażą <span class="_ _8"></span>i świadczeniem <span class="_ _8"></span>usługi <span class="_ _8"></span>dystrybucyjnej <span class="_ _8"></span>na rz<span class="_ _8"></span>e<span class="_ _1"></span>cz <span class="_ _8"></span>odbiorców </span></div><div class="t m0 x1 h2 y389 ff1 fs0 fc1 sc0 ls0 ws0">końcowych. <span class="_ _1"></span>Spółka <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>Ene<span class="_ _1"></span>rgia i <span class="_ _1"></span>Ga<span class="_ _1"></span>z <span class="_ _1"></span>prowadzi <span class="_ _1"></span>natomiast <span class="_ _1"></span>sprzedaż <span class="_ _1"></span>gazu <span class="_ _1"></span>ziemnego <span class="_ _1"></span>do<span class="_ _1"></span> <span class="_ _1"></span>klientów <span class="_ _1"></span>końcowych <span class="_ _1"></span>na </div><div class="t m0 x1 h2 y38a ff2 fs0 fc1 sc0 ls0 ws0">obcych <span class="_ _6"></span>s<span class="_ _1"></span>ieciach <span class="_ _a"></span>dystrybucyjnych. <span class="_ _a"></span>Grupa <span class="_ _6"></span>UNIMOT <span class="_ _a"></span><span class="ff1">sprzedaje <span class="_ _a"></span>głównie <span class="_ _a"></span>wysokometanowy <span class="_ _6"></span>typ <span class="_ _a"></span>E. <span class="_ _a"></span>Poza <span class="_ _a"></span>podstawowymi </span></div><div class="t m0 x1 h2 y332 ff1 fs0 fc1 sc0 ls0 ws0">usługami, <span class="_ _7"></span>wyżej <span class="_ _7"></span>wymienion<span class="ff2">a <span class="_ _7"></span><span class="ff1">s<span class="_ _1"></span>półk<span class="ff2">a <span class="_ _7"></span><span class="ff1">świadcz<span class="ff2">y <span class="_ _7"></span><span class="ff1">na<span class="_ _1"></span> <span class="_ _7"></span>rzecz <span class="_ _7"></span>odbiorc<span class="_ _1"></span>ów <span class="_ _7"></span>usługi <span class="_ _7"></span>dodatkowe, <span class="_ _7"></span>do <span class="_ _7"></span>któ<span class="_ _1"></span>rych <span class="_ _7"></span>należą <span class="_ _7"></span>między <span class="_ _8"></span>innymi: </span></span></span></span></span></span></div><div class="t m0 x1 h2 y2c8 ff1 fs0 fc1 sc0 ls0 ws0">usługi  nawaniania <span class="_ _e"> </span>gazu,  usługi  pomiarowe<span class="_ _1"></span>  niewynikające  z <span class="_ _e"> </span>obowiązków  związanych  ze <span class="_ _e"> </span>świadczeniem  us<span class="_ _1"></span>ługi </div><div class="t m0 x1 h2 y333 ff1 fs0 fc1 sc0 ls0 ws0">dystrybucji paliwa gazowego oraz <span class="_ _0"></span>usługi konserwacyjne w obrębie sieci i instalacji zleceniodawcy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y334 ff2 fs0 fc1 sc0 ls0 ws0">Ponadto <span class="_ _6"></span>Grupa <span class="_ _a"></span>UNIMOT <span class="_ _a"></span><span class="ff1">jest <span class="_ _a"></span>aktywnym <span class="_ _6"></span>uczes<span class="_ _1"></span>tnikiem <span class="_ _6"></span>międzynarodowego <span class="_ _a"></span>handlu <span class="_ _6"></span>gazem <span class="_ _a"></span>ziemnym <span class="_ _a"></span>i <span class="_ _6"></span>ma <span class="_ _a"></span>nawiązane </span></div><div class="t m0 x1 h2 y335 ff1 fs0 fc1 sc0 ls0 ws0">długoterminowe <span class="_ _17"> </span><span class="ff2">ramowe <span class="_ _17"> </span></span>umowy <span class="_ _17"> </span>z <span class="_ _17"> </span>międzynarodowymi <span class="_ _17"> </span>kontrahentami. <span class="_ _17"> </span>Grupa <span class="_ _17"> </span>wykorzystuje <span class="_ _17"> </span>ogólnodostępną </div><div class="t m0 x1 h2 y38b ff1 fs0 fc1 sc0 ls0 ws0">infrastrukturę <span class="_ _8"></span>przesyłową <span class="_ _8"></span>obejmującą <span class="_ _7"></span>ruroc<span class="_ _1"></span>iągi <span class="_ _7"></span>i <span class="_ _8"></span>stacje <span class="_ _8"></span>kompres<span class="_ _1"></span>orowe. <span class="_ _7"></span>Dzięki <span class="_ _8"></span>temu <span class="_ _8"></span>jest <span class="_ _8"></span>w <span class="_ _8"></span>stanie <span class="_ _8"></span>skutecznie <span class="_ _8"></span>przesyłać </div><div class="t m0 x1 h2 y37a ff1 fs0 fc1 sc0 ls0 ws0">gaz ziemny na duże odległości, dostarczają<span class="_ _0"></span>c go do różnych regionó<span class="_ _1"></span><span class="ff2 lsa">w. <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y37b ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _c"> </span>UNIMOT <span class="_ _9"> </span><span class="ff1">korzysta <span class="_ _9"> </span>także <span class="_ _c"> </span>z <span class="_ _9"> </span>systemów <span class="_ _9"> </span>magazynowania <span class="_ _c"> </span>gazu <span class="_ _9"> </span>ziemnego <span class="_ _c"> </span>w <span class="_ _9"> </span>kraju<span class="_ _1"></span></span>, <span class="_ _c"> </span>c<span class="_ _1"></span>o <span class="_ _9"> </span>pozwala <span class="_ _c"> </span>na <span class="_ _9"> </span>sprawne </div><div class="t m0 x1 h2 y37c ff2 fs0 fc1 sc0 ls0 ws0">gospodarowanie zapasami. <span class="fc5"> </span></div><div class="t m0 x1 h2 y38c ff1 fs0 fc5 sc0 ls0 ws0">Źródła <span class="ff2">zaopatrzenia  </span></div><div class="t m0 x1 h2 y38d ff1 fs0 fc1 sc0 ls0 ws0">Gaz ziemny nabywany jest na Towarowej Giełdzie Energii oraz w ramach transakcji poza rynkiem giełdowym (rynek </div><div class="t m0 x1 h2 y38e ff2 fs0 fc1 sc0 ls0 ws0">OTC). <span class="_ _1"></span>UNIMOT <span class="_ _6"></span><span class="ff1">S.A. <span class="_ _1"></span>w <span class="_ _6"></span>handlu <span class="_ _1"></span>gaze<span class="_ _1"></span>m <span class="_ _1"></span>z <span class="_ _1"></span>nie<span class="_ _1"></span>zależnymi <span class="_ _1"></span>podmiotami <span class="_ _1"></span>wykorzystuje <span class="_ _6"></span>wystandaryzowane <span class="_ _1"></span>umow<span class="_ _1"></span>y <span class="_ _1"></span>ramowe </span></div><div class="t m0 x1 h2 y380 ff1 fs0 fc1 sc0 ls0 ws0">EFET.  Źródłem <span class="_ _9"> </span>zaopatrzenia  spółek <span class="_ _9"> </span>zależnych  jest  <span class="ff2">UNIMOT <span class="_ _9"> </span>S.A.  oraz <span class="_ _9"> </span>producenci  gazu</span>,  a<span class="_ _0"></span>  także <span class="_ _9"> </span>samodzielna </div><div class="t m0 x1 h2 y38f ff1 fs0 fc1 sc0 ls0 ws0">działalność <span class="_ _b"> </span>s<span class="_ _1"></span>półek <span class="_ _b"> </span>na <span class="_ _c"> </span>Towarowej <span class="_ _c"> </span>Giełdzie <span class="_ _c"> </span>Energii <span class="_ _c"> </span>oraz <span class="_ _b"> </span>ryn<span class="_ _1"></span>ki <span class="_ _b"> </span>zagraniczne<span class="_ _1"></span>.<span class="_ _1"></span>. <span class="_ _c"> </span>Ze <span class="_ _c"> </span>względu <span class="_ _b"> </span>na <span class="_ _c"> </span>dużą <span class="_ _c"> </span>dywersyfikację </div><div class="t m0 x1 h2 y390 ff1 fs0 fc1 sc0 ls0 ws0">kontrahentów handlowych Grupa nie jest narażona na braki dostaw b<span class="_ _0"></span>łękitnego paliwa.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x2c y391 w29 h54" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">29<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff2 fs0 fc5 sc0 ls0 ws0">Klienci i rynki zbytu </div><div class="t m0 x1 h2 y229 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _8"></span>s<span class="_ _1"></span>przedaje <span class="_ _8"></span>gaz z<span class="_ _0"></span>iemny za <span class="_ _8"></span>pomocą p<span class="ff2">latformy <span class="_ _8"></span><span class="ff1">Towarow<span class="_ _1"></span>ej <span class="_ _8"></span>Gie<span class="_ _1"></span>łdy <span class="_ _8"></span>Energii z<span class="_ _0"></span>rzeszając<span class="ff2 ls16">ej<span class="ls0"> <span class="_ _0"></span><span class="ff1">wielu uczestników <span class="_ _8"></span>rynku.<span class="ff2"> </span></span></span></span></span></span></div><div class="t m0 x1 h2 y392 ff2 fs0 fc1 sc0 ls0 ws0">K<span class="ff1">lientami <span class="_ _6"></span>końcow<span class="_ _1"></span>ymi <span class="_ _6"></span>są <span class="_ _a"></span>odbiorcy <span class="_ _6"></span>z <span class="_ _a"></span>gmin: <span class="_ _a"></span>Szydłowo, <span class="_ _a"></span>Mława, <span class="_ _6"></span>Wiśniewo, <span class="_ _a"></span>Szreńsk, <span class="_ _6"></span>S<span class="_ _1"></span>trzegowo, <span class="_ _6"></span>Radzanów, <span class="_ _a"></span>Wieczfnia </span></div><div class="t m0 x1 h2 y393 ff1 fs0 fc1 sc0 ls0 ws0">Kościelna <span class="_ _5"> </span>(powiat <span class="_ _5"> </span>mławski), <span class="_ _5"> </span>R<span class="_ _1"></span>aciąż <span class="_ _4"></span>(powiat <span class="_ _b"> </span>płoński), <span class="_ _5"> </span>Glinojec<span class="_ _1"></span>k <span class="_ _4"> </span>(<span class="_ _1"></span>powiat <span class="_ _4"> </span>cie<span class="_ _1"></span>chanowski), <span class="_ _5"> </span>Białowieża <span class="_ _5"> </span>(województwo </div><div class="t m0 x1 h2 y22c ff1 fs0 fc1 sc0 ls0 ws0">podlaskie), Wieleń (województwo wielkopolskie) <span class="ff2">i Tuczno (</span>województwo<span class="ff2"> zachodniopomorskie).  </span></div><div class="t m0 x1 h2 y22d ff1 fs0 fc1 sc0 ls0 ws0">Za p<span class="_ _0"></span>ośrednictwem spółki <span class="_ _0"></span>UNIMOT Energia <span class="_ _8"></span>i Gaz –<span class="ff2"> </span>Grupa <span class="_ _8"></span>jest w stanie d<span class="_ _0"></span>ostarczać gaz<span class="_ _0"></span> ziemny wy<span class="_ _0"></span>sokometanowy typu </div><div class="t m0 x1 h2 y22e ff1 fs0 fc1 sc0 ls0 ws0">E do klientów w całym kraju za pośrednictwem obcych sieci ga<span class="_ _0"></span>zowych.  <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ya5 ff2 fs0 fc0 sc0 ls0 ws0">Energia elektryczna </div><div class="t m0 x1 h2 y394 ff2 fs0 fc1 sc0 ls0 ws0">Od <span class="_ _8"></span>2016 <span class="_ _8"></span>roku <span class="ls6">GK <span class="_ _7"></span><span class="ls0">UNIMOT <span class="_ _0"></span><span class="ff1">prowadzi <span class="_ _8"></span>działalność <span class="_ _0"></span>w <span class="_ _8"></span>zakresie o<span class="_ _8"></span>brotu energią <span class="_ _7"></span>ele<span class="_ _1"></span>ktryczną <span class="_ _7"></span>popr<span class="_ _1"></span>zez <span class="_ _8"></span>spółkę <span class="_ _8"></span>zależną <span class="_ _8"></span>Tradea </span></span></span></div><div class="t m0 x1 h2 y122 ff1 fs0 fc1 sc0 ls0 ws0">Sp. <span class="_ _1"></span>z <span class="_ _6"></span>o.o. <span class="_ _6"></span>Obrót <span class="_ _6"></span>ten <span class="_ _6"></span>odbywa <span class="_ _6"></span>się <span class="_ _6"></span>na <span class="_ _6"></span>Towarowej <span class="_ _6"></span>Gieł<span class="_ _1"></span>dzie <span class="_ _1"></span>Energii <span class="_ _1"></span>S.A.<span class="_ _1"></span> <span class="_ _1"></span>za <span class="_ _6"></span>pośrednictwe<span class="_ _1"></span>m <span class="_ _1"></span>domu <span class="_ _6"></span>maklerskiego <span class="_ _6"></span>oraz <span class="_ _1"></span>w<span class="_ _1"></span> </div><div class="t m0 x1 h2 y395 ff2 fs0 fc1 sc0 ls0 ws0">kontraktach <span class="_ _a"></span>bilateralnych <span class="_ _4"></span>na <span class="_ _4"></span>rynku <span class="_ _4"></span>hurtowym. <span class="_ _4"></span>Tradea <span class="_ _4"></span>Sp. <span class="_ _a"></span>z <span class="_ _5"> </span><span class="ff1">o.o. <span class="_ _4"></span>współpracuje <span class="_ _4"></span>z <span class="_ _4"></span>wytwórcami <span class="_ _a"></span>energii <span class="_ _4"></span>elektrycznej </span></div><div class="t m0 x1 h2 y17d ff1 fs0 fc1 sc0 ls0 ws0">skupiając się głównie na odnawialnych źródłach energii i <span class="_ _8"></span>ś<span class="_ _1"></span>wiadczy następujące usługi:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y396 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zakup energii elektrycznej głownie od wytwórców w różnych formułach rozliczeniowych,  <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y397 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">łączenie wytwórców z odbiorcami –<span class="ff2"> </span>umowy cPPA, autokonsumpcja, różne formuły rozliczeniowe,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y398 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">bilansowanie <span class="_ _24"> </span>handlowe, <span class="_ _1d"> </span>polegające <span class="_ _24"> </span>na <span class="_ _1d"> </span>zgłaszaniu <span class="_ _24"> </span>grafików <span class="_ _1d"> </span>handlowych <span class="_ _24"> </span>do <span class="_ _1d"> </span>Operatora <span class="_ _24"> </span>Systemu </span></span></div><div class="t m0 xc h2 y399 ff1 fs0 fc1 sc0 ls0 ws0">Przesyłowego i rozliczaniu różnic na rynku bilansującym p<span class="_ _0"></span>omiędzy energią deklarowaną a rzeczywistą,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y39a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">kompleksowa <span class="_ _e"> </span>obsługa <span class="_ _e"> </span>wytwórców<span class="_ _1"></span> <span class="_ _e"> </span>w <span class="_ _e"> </span>zakresie <span class="_ _e"> </span>produktów <span class="_ _e"> </span>około <span class="_ _e"> </span>ene<span class="_ _1"></span>rgetycznych <span class="_ _e"> </span>(zgłoszenia <span class="_ _e"> </span>prognoz </span></span></div><div class="t m0 xc h2 y39b ff2 fs0 fc1 sc0 ls0 ws0">produkcji, rozliczanie ujemnego salda itp.), </div><div class="t m0 xc h2 y39c ff1 fs0 fc1 sc0 ls0 ws0">obrót gwarancjami pochodzenia.<span class="ff2"> </span></div><div class="t m0 x1 h2 y39d ff1 fs0 fc5 sc0 ls0 ws0">Źródła <span class="ff2">zaopatrzenia  </span></div><div class="t m0 x1 h2 y39e ff1 fs0 fc1 sc0 ls0 ws0">Zakup <span class="_ _d"> </span>energii <span class="_ _d"> </span>e<span class="_ _1"></span>lektrycznej <span class="_ _d"> </span>o<span class="_ _1"></span>dbywa <span class="_ _d"> </span>się <span class="_ _19"> </span>na <span class="_ _d"> </span>Towarowe<span class="_ _1"></span>j <span class="_ _d"> </span>Giełdzie <span class="_ _19"> </span>Energii <span class="_ _d"> </span>oraz <span class="_ _19"> </span>bezpośrednio <span class="_ _d"> </span>o<span class="_ _1"></span>d <span class="_ _d"> </span>producentów </div><div class="t m0 x1 h2 y39f ff1 fs0 fc1 sc0 ls0 ws0">wytwarzających energie odnawialną. Dostawcami energii elektrycznej są g<span class="_ _0"></span>łównie podmioty krajowe. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y3a0 ff2 fs0 fc5 sc0 ls0 ws0">Klienci i rynki zbytu<span class="fc1"> </span></div><div class="t m0 x1 h2 y3a1 ff1 fs0 fc1 sc0 ls0 ws0">Energia elektryczna spr<span class="_ _1"></span>zedawana jest na <span class="_ _1"></span>rynku krajowym <span class="_ _1"></span>do klientów <span class="_ _1"></span>końcowych, którymi s<span class="_ _1"></span>ą podmioty z <span class="_ _1"></span>segmentu </div><div class="t m0 x1 h2 y3a2 ff1 fs0 fc1 sc0 ls0 ws0">małych <span class="_ _1"></span>i <span class="_ _1"></span>ś<span class="_ _1"></span>rednich <span class="_ _1"></span>przedsiębiorstw <span class="_ _1"></span>oraz <span class="_ _1"></span>instytucje.<span class="_ _1"></span> <span class="_ _1"></span>Nadwyżki <span class="_ _1"></span>energii <span class="_ _1"></span>nie <span class="_ _6"></span>sprzedanej <span class="_ _1"></span>do <span class="_ _1"></span>klientów<span class="_ _1"></span> <span class="_ _1"></span>są <span class="_ _1"></span>sprzedawane <span class="_ _1"></span>na </div><div class="t m0 x1 h2 y3a3 ff2 fs0 fc1 sc0 ls0 ws0">rynku hurtowym. </div><div class="t m0 x1 h2 y3a4 ff1 fs0 fc0 sc0 ls0 ws0">Odnawialne Źródła Energii (<span class="ff2">OZE) </span></div><div class="t m0 x1 h2 y3a5 ff2 fs0 fc1 sc0 ls6 ws0">GK <span class="_ _a"></span><span class="ls0">UNIMOT <span class="_ _a"></span><span class="ls12">za <span class="_ _4"> </span></span><span class="ff1">poś<span class="_ _1"></span>rednictwem <span class="_ _a"></span>spółki <span class="_ _a"></span>zależnej <span class="_ _4"></span>U</span>NIMOT <span class="_ _4"></span><span class="ff1">Energia <span class="_ _a"></span>i <span class="_ _a"></span>Gaz <span class="_ _4"></span>kontynuuje <span class="_ _a"></span>rozpoczętą <span class="_ _4"></span>w <span class="_ _a"></span>2020 <span class="_ _4"></span>r. <span class="_ _a"></span>sprzedaż </span></span></div><div class="t m0 x1 h2 y3a6 ff1 fs0 fc1 sc0 ls0 ws0">instalacji <span class="_ _7"></span>fotowoltaicznych <span class="_ _8"></span>pod <span class="_ _7"></span>marką <span class="_ _7"></span>AVIA <span class="_ _8"></span>Solar. <span class="_ _8"></span>Grupa <span class="_ _7"></span>o<span class="_ _1"></span>feruje <span class="_ _7"></span>s<span class="_ _1"></span>zereg <span class="_ _7"></span>usług <span class="_ _7"></span>związanych <span class="_ _7"></span>z<span class="_ _1"></span> <span class="_ _7"></span>projektow<span class="_ _1"></span>aniem, <span class="_ _7"></span>dostawą, </div><div class="t m0 x1 h2 y3a7 ff1 fs0 fc1 sc0 ls0 ws0">montażem <span class="_ _8"></span>o<span class="_ _1"></span>raz <span class="_ _8"></span>uruc<span class="_ _1"></span>homieniem <span class="_ _8"></span>instalacji, a <span class="_ _8"></span>także<span class="_ _1"></span> <span class="_ _8"></span>możliwość odkupu <span class="_ _8"></span>energii z <span class="_ _8"></span>instalacji<span class="_ _1"></span><span class="ff2">, magazynowania <span class="_ _8"></span>energii, a <span class="_ _8"></span>w<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y3a8 ff1 fs0 fc1 sc0 ls0 ws0">razie potrzeby również sprzed<span class="_ _1"></span>aż energii. W<span class="_ _1"></span> 2024 r. ofe<span class="_ _1"></span>rta usług została poszerzona o <span class="_ _1"></span>sprzedaż komponentów <span class="_ _1"></span>marki </div><div class="t m0 x1 h2 y3a9 ff1 fs0 fc1 sc0 ls0 ws0">Avia <span class="_ _a"></span>Solar, <span class="_ _a"></span>w <span class="_ _4"></span>szczególności <span class="_ _4"></span>o <span class="_ _a"></span>magazyny <span class="_ _a"></span>e<span class="_ _1"></span>nergii, <span class="_ _a"></span>konstrukcje <span class="_ _4"></span>montażowe, <span class="_ _4"></span>rozdzielnice, <span class="_ _a"></span>falowniki, <span class="_ _a"></span>kable, <span class="_ _a"></span>akce<span class="_ _1"></span>soria </div><div class="t m0 x1 h2 y3aa ff2 fs0 fc1 sc0 ls0 ws0">mo<span class="ff1">ntażowe <span class="_ _8"></span>oraz <span class="_ _8"></span>kompensatory <span class="_ _7"></span>mo<span class="_ _1"></span>cy <span class="_ _8"></span>biernej. <span class="_ _8"></span>Firma <span class="_ _8"></span>aktywnie <span class="_ _8"></span>wspiera <span class="_ _8"></span>instalatorów <span class="_ _8"></span>w z<span class="_ _0"></span>akresie <span class="_ _8"></span>kompleksowej <span class="_ _8"></span>logistyki </span></div><div class="t m0 x1 h2 y3ab ff1 fs0 fc1 sc0 ls0 ws0">kontraktowej, <span class="_ _6"></span>dostarczając <span class="_ _6"></span>gotowe <span class="_ _6"></span>se<span class="_ _1"></span>ty <span class="_ _6"></span>niezbędne <span class="_ _6"></span>do <span class="_ _6"></span>wykonywania <span class="_ _6"></span>instalacji. <span class="_ _6"></span>Firma <span class="_ _6"></span>świa<span class="_ _1"></span>dczy <span class="_ _1"></span>te<span class="_ _1"></span> <span class="_ _6"></span>usługi <span class="_ _6"></span>na <span class="_ _a"></span>terenie </div><div class="t m0 x1 h2 y3ac ff1 fs0 fc1 sc0 ls0 ws0">całej polski. W <span class="_ _1"></span>ramach sprzed<span class="_ _1"></span>aży komponentu, <span class="_ _1"></span>firma rozpoczęł<span class="_ _1"></span>a również sprzedaż <span class="_ _1"></span>zagraniczną do takich <span class="_ _1"></span>krajów jak </div><div class="t m0 x1 h2 y3ad ff2 fs0 fc1 sc0 ls0 ws0">np. Szwajcaria i Cypr.  </div><div class="t m0 x1 h2 y3ae ff1 fs0 fc1 sc0 ls0 ws0">Ponadto, <span class="_ _a"></span>uruchomiono <span class="_ _a"></span>własny <span class="_ _a"></span>sklep <span class="_ _a"></span>internetowy <span class="_ _a"></span>który <span class="_ _a"></span>uspr<span class="_ _1"></span>awnia <span class="_ _a"></span>proces <span class="_ _a"></span>obsługowy <span class="_ _a"></span>instalatorów. <span class="_ _a"></span>Sklep <span class="_ _a"></span>dostępny </div><div class="t m0 x1 h2 y3af ff2 fs0 fc1 sc0 ls0 ws0">jest pod adresem <span class="fc9">https://sklep.aviasolar.pl</span><span class="ls2">. </span> </div><div class="t m0 x1 h2 y3b0 ff1 fs0 fc5 sc0 ls0 ws0">Źródła <span class="ff2">zaopatrzenia  </span></div><div class="t m0 x1 h2 y2d7 ff1 fs0 fc1 sc0 ls0 ws0">GK <span class="_ _9"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _9"> </span>posiada  w <span class="_ _9"> </span>oferc<span class="_ _1"></span>ie  p<span class="_ _8"></span>ane<span class="_ _1"></span>le <span class="_ _9"> </span>fotowo<span class="_ _1"></span>ltaiczne, <span class="_ _9"> </span>falowniki,  rozdzielnice <span class="_ _9"> </span>fotowo<span class="_ _1"></span>ltaiczne, <span class="_ _9"> </span>związane  z <span class="_ _9"> </span>nimi </div><div class="t m0 x1 h2 y83 ff1 fs0 fc1 sc0 ls0 ws0">urządzenia <span class="_ _8"></span>pocho<span class="_ _1"></span>dzące <span class="_ _8"></span>z <span class="_ _8"></span>Chin, USA, <span class="_ _8"></span>a <span class="_ _0"></span>także p<span class="_ _8"></span>ro<span class="_ _1"></span>dukty <span class="_ _8"></span>produkcji własnej. <span class="_ _8"></span>Firma <span class="_ _8"></span>rozwija<span class="_ _1"></span> <span class="_ _8"></span>współpracę z <span class="_ _7"></span>biurem<span class="_ _1"></span> <span class="_ _8"></span>UNIMOT </div></div><span class="d m1" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">30<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc1 sc0 ls0 ws0">Asia <span class="_ _1"></span>w <span class="_ _1"></span>Szanghaju, optymalizując <span class="_ _1"></span>koszty <span class="_ _1"></span>zakupu <span class="_ _1"></span>komponentów <span class="_ _1"></span>oraz <span class="_ _1"></span>zawiązując <span class="_ _1"></span>strategiczne <span class="_ _1"></span>partnerstwa <span class="_ _1"></span>w <span class="_ _1"></span>zakresie<span class="_ _0"></span> </div><div class="t m0 x1 h2 ycc ff2 fs0 fc1 sc0 ls0 ws0">dostaw. </div><div class="t m0 x1 h2 y22a ff2 fs0 fc5 sc0 ls0 ws0">Klienci i rynki Zbytu </div><div class="t m0 x1 h2 y393 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _8"></span>za p<span class="_ _0"></span>omocą <span class="_ _8"></span>wł<span class="_ _1"></span>asnej <span class="_ _8"></span>sieci <span class="_ _8"></span>s<span class="_ _1"></span>przedaży <span class="_ _8"></span>docie<span class="_ _1"></span>ra <span class="_ _8"></span>do <span class="_ _8"></span>klientów<span class="_ _1"></span> <span class="_ _8"></span>z <span class="_ _0"></span>segmentu <span class="_ _8"></span>małych,<span class="_ _1"></span> <span class="_ _8"></span>średnich i <span class="_ _8"></span>dużych p<span class="_ _8"></span>rzedsię<span class="_ _1"></span>biorstw </div><div class="t m0 x1 h2 y22c ff1 fs0 fc1 sc0 ls0 ws0">działających na terenie Polski. <span class="ff2"> </span></div><div class="t m0 x1 h2 y22d ff2 fs0 fc0 sc0 ls0 ws0">Stacje paliw  </div><div class="t m0 x1 h2 y3b1 ff1 fs0 fc1 sc0 ls0 ws0">Od 2017 <span class="_ _1"></span>r.<span class="_ _1"></span> Grupa <span class="_ _1"></span>rozwija <span class="_ _1"></span>w <span class="_ _1"></span>Polsce <span class="_ _1"></span>sieć <span class="_ _1"></span>stacji <span class="_ _1"></span>paliw <span class="_ _1"></span>pod <span class="_ _1"></span>marką AVIA,<span class="_ _1"></span> która <span class="_ _1"></span>reprezentow<span class="_ _1"></span>ana jest <span class="_ _1"></span>przez <span class="_ _1"></span>ponad 3 <span class="_ _1"></span>tys.<span class="_ _1"></span> </div><div class="t m0 x1 h2 ya5 ff1 fs0 fc1 sc0 ls0 ws0">obiektów w <span class="_ _b"> </span>kilkunastu <span class="_ _b"> </span>kr<span class="_ _1"></span>ajach <span class="_ _b"> </span>Europy.<span class="_ _1"></span> <span class="_ _b"> </span>Ponad <span class="_ _b"> </span>90<span class="_ _1"></span><span class="ff2">-</span>letnia <span class="_ _c"> </span>obec<span class="_ _1"></span>ność <span class="_ _b"> </span>marki <span class="_ _b"> </span>AVIA<span class="_ _1"></span> <span class="_ _b"> </span>na <span class="_ _c"> </span>rynku <span class="_ _b"> </span>paliwowym <span class="_ _c"> </span>pozwala <span class="_ _b"> </span>na </div><div class="t m0 x1 h2 y3b2 ff2 fs0 fc1 sc0 ls0 ws0">przekazanie <span class="_ _5"> </span>partnerowi <span class="_ _b"> </span>sprawdzonego <span class="_ _5"> </span>mod<span class="_ _1"></span>elu <span class="_ _5"> </span>bizneso<span class="_ _1"></span>wego, <span class="_ _5"> </span>opartego <span class="_ _5"> </span>na <span class="_ _b"> </span>eksperckim <span class="_ _b"> </span>know<span class="_ _1"></span>-<span class="ff1">how, <span class="_ _5"> </span>niezależności <span class="_ _b"> </span>i </span></div><div class="t m0 x1 h2 y326 ff1 fs0 fc1 sc0 ls0 ws0">wysokiej jakości paliw w konkurencyjnych cenach.  <span class="ff2"> </span></div><div class="t m0 x1 h2 y395 ff1 fs0 fc1 sc0 ls0 ws0">W portfolio sieci stacji paliw AVIA w Polsce znajduje się 138 p<span class="_ _8"></span>laców<span class="_ _1"></span>ek, w tym: <span class="ff2"> </span></div><div class="t m0 xa h11 y3b3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">51 stacji własnych i stacji na bazie dzierżawy <span class="_ _0"></span>(CODO), <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y396 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">87 stacji franczyzowych (DOFO).  </span></span></div><div class="t m0 x1 h2 y3b4 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 r. sieć AVIA została powiększona o kolejne 8 stacji.   <span class="ff2"> </span></div><div class="t m0 x1 h2 y3b5 ff2 fs0 fc5 sc0 ls0 ws0">Klienci </div><div class="t m0 x1 h2 y3b6 ff1 fs0 fc1 sc0 ls0 ws0">Uruchomiony <span class="_ _a"></span>w <span class="_ _6"></span>2022 <span class="_ _a"></span>roku <span class="_ _a"></span>program <span class="_ _6"></span>flotowy <span class="_ _a"></span>AVIA <span class="_ _6"></span>Card, <span class="_ _a"></span>przeznaczony dla <span class="_ _6"></span>klientów <span class="_ _a"></span>biznesowych i <span class="_ _a"></span>instytucjonalnych </div><div class="t m0 x1 h2 y3b7 ff1 fs0 fc1 sc0 ls0 ws0">szukających <span class="_ _6"></span>skutecznych <span class="_ _a"></span>sposobów <span class="_ _6"></span>na <span class="_ _6"></span>optymalizację <span class="_ _6"></span>kos<span class="_ _1"></span>ztów <span class="_ _6"></span>związanych <span class="_ _6"></span>z <span class="_ _6"></span>z<span class="_ _1"></span>akupem <span class="_ _6"></span>paliw, <span class="_ _6"></span>o<span class="_ _1"></span>siągnął <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _6"></span>2024 <span class="_ _6"></span>roku </div><div class="t m0 x1 h2 y3b8 ff1 fs0 fc1 sc0 ls0 ws0">sprzedaż <span class="_ _b"> </span>sięgającą <span class="_ _b"> </span>ponad <span class="_ _b"> </span>32<span class="_ _1"></span> <span class="_ _b"> </span>milionów <span class="_ _b"> </span>litrów. <span class="_ _c"> </span>Karta <span class="_ _b"> </span>cieszy <span class="_ _b"> </span>się <span class="_ _c"> </span>dużym <span class="_ _b"> </span>powodzeniem <span class="_ _b"> </span>i <span class="_ _c"> </span>Grupa <span class="_ _5"> </span>o<span class="_ _1"></span>czekuje <span class="_ _b"> </span>dalszych </div><div class="t m0 x1 h2 y3b9 ff1 fs0 fc1 sc0 ls0 ws0">wzrostów między innymi wśród dużych odbiorców z bra<span class="_ _0"></span>nży TSL<span class="_ _1"></span><span class="ff2"> (Transport, Spedycja, L<span class="_ _0"></span>ogistyka). </span></div><div class="t m0 x1 h2 y3ba ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _0"></span>w <span class="_ _0"></span>dalszym <span class="_ _8"></span>c<span class="_ _1"></span>iągu rozwija<span class="_ _0"></span>no współpracę <span class="_ _8"></span>z p<span class="_ _8"></span>artne<span class="_ _1"></span>rem handlowym <span class="_ _8"></span>–<span class="ff2"> </span>siecią <span class="_ _8"></span>SPAR.<span class="_ _1"></span> <span class="_ _8"></span>Sklepy tej <span class="_ _8"></span>marki działają </div><div class="t m0 x1 h2 y263 ff1 fs0 fc1 sc0 ls0 ws0">już na 54 stacjach AVIA w całej Polsce.<span class="ff2"> </span></div><div class="t m0 x1 h2 y3bb ff1 fs0 fc1 sc0 ls0 ws0">Równolegle ro<span class="_ _1"></span>zwijany był autorski <span class="_ _1"></span>koncept Eat&amp;Go, proponując klientom <span class="_ _1"></span>pod tą m<span class="_ _1"></span>arką ofertę <span class="_ _1"></span>gastronomiczną, która </div><div class="t m0 x1 h2 y3bc ff2 fs0 fc1 sc0 ls0 ws0">jest stale rozszerzana. </div><div class="t m0 x1 h2 y3bd ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>2024 <span class="_ _a"></span>roku <span class="_ _a"></span>funkcjonowała <span class="_ _a"></span>również <span class="_ _a"></span>aplikacja <span class="_ _6"></span>AVIA <span class="_ _a"></span>Go, <span class="_ _a"></span>d<span class="_ _1"></span>zięki <span class="_ _a"></span>której <span class="_ _a"></span>zarejestrowani <span class="_ _a"></span>użytkownicy <span class="_ _a"></span>mają <span class="_ _6"></span>możliwoś<span class="_ _1"></span>ć </div><div class="t m0 x1 h2 y3be ff1 fs0 fc1 sc0 ls0 ws0">zbierania <span class="_ _4"></span>punktów. <span class="_ _5"> </span>Punkty <span class="_ _4"></span>mo<span class="_ _1"></span>żna <span class="_ _4"></span>wymienić <span class="_ _4"> </span>na<span class="_ _1"></span> <span class="_ _4"></span>nagrody <span class="_ _4"> </span>lu<span class="_ _1"></span>b <span class="_ _4"></span>zniżki. <span class="_ _4"> </span>Pos<span class="_ _1"></span>iadacze <span class="_ _4"></span>aplikacji <span class="_ _5"> </span>mają <span class="_ _4"></span>również <span class="_ _5"> </span>dostęp <span class="_ _4"></span>do </div><div class="t m0 x1 h2 y2c6 ff1 fs0 fc1 sc0 ls0 ws0">specjalnych <span class="_ _6"></span>ofert <span class="_ _a"></span>oraz <span class="_ _6"></span>mogą <span class="_ _a"></span>uiszczać <span class="_ _6"></span>opłatę <span class="_ _6"></span>za <span class="_ _a"></span>paliwo <span class="_ _6"></span>bez<span class="_ _1"></span>pośrednio <span class="_ _6"></span>przy <span class="_ _6"></span>dystrybutorze. <span class="_ _4"></span><span class="ff2">Na <span class="_ _6"></span>31<span class="_ _1"></span> <span class="_ _6"></span>grudnia <span class="_ _6"></span>2024<span class="_ _1"></span> <span class="_ _6"></span>r. <span class="_ _6"></span>w<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y3bf ff1 fs0 fc1 sc0 ls0 ws0">aplikacji zarejestro<span class="_ _1"></span>wanych było około<span class="_ _1"></span> 100 <span class="_ _1"></span>tys. użytkowników, <span class="_ _1"></span>a na <span class="_ _1"></span>dzień publikacji <span class="_ _1"></span>Sprawozdania <span class="_ _1"></span>liczba ta <span class="_ _1"></span>wynosiła </div><div class="t m0 x1 h2 y3a5 ff2 fs0 fc1 sc0 ls0 ws0">ponad 111 tys. <span class="ff1">osób. </span> </div><div class="t m0 x1 h2 y3c0 ff2 fs0 fc0 sc0 ls0 ws0">Bitumen </div><div class="t m0 x1 h2 y3c1 ff1 fs0 fc1 sc0 ls0 ws0">Asfalt jest <span class="_ _0"></span>produktem ropopochodnym pochodzącym z <span class="_ _8"></span>przer<span class="_ _1"></span>obu ropy <span class="_ _8"></span>naftow<span class="_ _1"></span>ej<span class="ff2">, stosowanym bo budowy <span class="_ _0"></span>nawierzchni </span></div><div class="t m0 x1 h2 y3c2 ff1 fs0 fc1 sc0 ls0 ws0">dróg<span class="ff2">, <span class="_ _6"></span></span>a <span class="_ _6"></span>t<span class="_ _1"></span>akże <span class="_ _6"></span>jako <span class="_ _a"></span>materiał <span class="_ _6"></span>iz<span class="_ _1"></span>olacyjny. <span class="_ _1"></span>Grup<span class="_ _1"></span>a <span class="_ _a"></span><span class="ff2">UNIMOT <span class="_ _6"></span></span>w<span class="_ _1"></span> <span class="_ _6"></span>swojej <span class="_ _a"></span>ofercie <span class="_ _6"></span>posiada <span class="_ _6"></span>szero<span class="_ _1"></span>ką <span class="_ _6"></span>gamę <span class="_ _6"></span>produktów: <span class="_ _a"></span>asfalty </div><div class="t m0 x1 h2 y3c3 ff1 fs0 fc1 sc0 ls0 ws0">drogowe, asfalty <span class="_ _1"></span>modyfikowane <span class="_ _1"></span>MODBIT, asfalty <span class="_ _1"></span>przemysłowe <span class="_ _1"></span>oraz spec<span class="_ _1"></span>jalistyczne. W <span class="_ _1"></span>portfelu produktów <span class="_ _1"></span>znajdują </div><div class="t m0 x1 h2 y3c4 ff1 fs0 fc1 sc0 ls0 ws0">się także nowatorskie <span class="_ _1"></span>produkty, do <span class="_ _1"></span>których należy z<span class="_ _1"></span>aliczyć: asfalty modyfikowane <span class="_ _1"></span>z dodatk<span class="_ _6"></span><span class="ff2">iem gumy (MODBIT<span class="_ _1"></span> CR), </span></div><div class="t m0 x1 h2 y3c5 ff2 fs0 fc1 sc0 ls0 ws0">asfalty <span class="_ _a"></span>drogowe <span class="_ _4"></span>WMA <span class="_ _4"></span>oraz <span class="_ _4"></span>asfalty <span class="_ _a"></span>w<span class="_ _1"></span>ysokomodyfikowane <span class="_ _a"></span>MODBIT <span class="_ _4"></span>HiMA <span class="_ _4"></span>do <span class="_ _4"></span>budowy <span class="_ _5"> </span><span class="ff1">nawierzchni <span class="_ _4"></span>długowiecznych. </span></div><div class="t m0 x1 h2 y3c6 ff1 fs0 fc1 sc0 ls0 ws0">Portfolio produktów dopasowane jest do potrzeb, wymaga<span class="_ _0"></span>ń i oczekiwań rynków, zarówno w kraju, jak i za granicą. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y3c7 ff1 fs0 fc1 sc0 ls0 ws0">Sprzedaż <span class="_ _6"></span>i <span class="_ _6"></span>dystry<span class="_ _1"></span>bucja <span class="_ _6"></span>produktów <span class="_ _6"></span>o<span class="_ _1"></span>dbywają <span class="_ _1"></span>się<span class="_ _1"></span> <span class="_ _6"></span>z<span class="_ _1"></span><span class="ff2"> <span class="_ _6"></span>trzech <span class="_ _a"></span></span>głównych <span class="_ _6"></span>ośrodków <span class="_ _a"></span>zlokalizowanych <span class="_ _6"></span>w <span class="_ _6"></span>Gdańsku, <span class="_ _6"></span>w <span class="_ _a"></span>Jaśle </div><div class="t m0 x1 h2 y3c8 ff2 fs0 fc1 sc0 ls0 ws0">oraz w Czechowicach <span class="ff1">–</span> Dziedzicach.   </div><div class="t m0 x1 h2 y4b ff1 fs0 fc5 sc0 ls0 ws0">Źródła <span class="ff2">zaopatrzenia  </span></div><div class="t m0 x1 h2 y320 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _6"></span>Bitumen <span class="_ _a"></span>zabezpiecza <span class="_ _a"></span>swoje <span class="_ _a"></span>źródła <span class="_ _6"></span>zaopatrzenia <span class="_ _6"></span>w <span class="_ _a"></span>produkty <span class="_ _6"></span>asfaltowe<span class="_ _1"></span> <span class="_ _6"></span>poprzez <span class="_ _a"></span>wieloletnie <span class="_ _a"></span>kontrakty <span class="_ _6"></span>oraz </div><div class="t m0 x1 h2 y3c9 ff1 fs0 fc1 sc0 ls0 ws0">współpracę z krajowymi i zagranicznymi d<span class="_ _8"></span>o<span class="_ _1"></span>stawcami.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">31<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff2 fs0 fc1 sc0 ls0 ws0">Zaopatrzenie <span class="_ _c"> </span>UNIMOT <span class="_ _9"> </span>Bitumen <span class="_ _c"> </span>w <span class="_ _9"> </span>produkty <span class="_ _c"> </span>asfaltowe <span class="_ _9"> </span>jest <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>znacznym <span class="_ _c"> </span>stopniu<span class="_ _1"></span> <span class="_ _c"> </span><span class="ff1">zagwarantowane <span class="_ _9"> </span>w <span class="_ _c"> </span>związku <span class="_ _c"> </span>z </span></div><div class="t m0 x1 h2 ycc ff1 fs0 fc1 sc0 ls0 ws0">zawarciem wieloletniego kontraktu z Orlen <span class="_ _1"></span>S.A. na zakup <span class="_ _1"></span>komponentów asfaltowych. <span class="_ _1"></span><span class="ff2">Zapewnia <span class="_ _1"></span>on stabilne dostawy </span></div><div class="t m0 x1 h2 y1ff ff1 fs0 fc1 sc0 ls0 ws0">produktu <span class="_ _1"></span>stanowiąc <span class="_ _1"></span>znaczną <span class="_ _6"></span>część <span class="_ _6"></span>zaopatrzenia <span class="_ _1"></span>Spółki. <span class="_ _1"></span>UNI<span class="_ _1"></span>MOT <span class="_ _1"></span>Bitumen <span class="_ _1"></span>aktywnie <span class="_ _6"></span>poszukuje <span class="_ _1"></span>także <span class="_ _1"></span>nowych <span class="_ _6"></span>źródeł </div><div class="t m0 x1 h2 y200 ff1 fs0 fc1 sc0 ls0 ws0">dostaw <span class="_ _a"></span>monitorując <span class="_ _4"></span>rynek <span class="_ _a"></span>dostawców <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>kraju, <span class="_ _a"></span>jak <span class="_ _a"></span>i <span class="_ _a"></span>za <span class="_ _4"></span>granicą. <span class="_ _4"> </span><span class="ff2">Do<span class="_ _1"></span>datkowo, <span class="_ _a"></span>s</span>półka <span class="_ _a"></span>podejmuje <span class="_ _a"></span>liczne<span class="_ _1"></span> <span class="_ _a"></span>inicjatywy <span class="_ _a"></span>i </div><div class="t m0 x1 h2 y201 ff1 fs0 fc1 sc0 ls0 ws0">projekty <span class="_ _8"></span>związane ze <span class="_ _8"></span>wzroste<span class="_ _1"></span>m <span class="_ _8"></span>obecnego potencjału <span class="_ _8"></span>produkcyjnego. Na<span class="_ _8"></span> szczególną <span class="_ _8"></span>uwagę zasługuje <span class="_ _8"></span>a<span class="_ _1"></span><span class="ff2">spekt rozwoj<span class="_ _0"></span>u </span></div><div class="t m0 x1 h2 y55 ff1 fs0 fc1 sc0 ls0 ws0">kompetencji <span class="_ _b"> </span>związanych <span class="_ _b"> </span>z <span class="_ _b"> </span><span class="ff2">importem <span class="_ _b"> </span></span>produktów <span class="_ _b"> </span>asfaltowych. <span class="_ _c"> </span>Dywersyfikacja <span class="_ _5"> </span>źródeł <span class="_ _b"> </span>zaopatrzenia <span class="_ _b"> </span>przez <span class="_ _b"> </span>UNIMOT </div><div class="t m0 x1 h2 y202 ff1 fs0 fc1 sc0 ls0 ws0">Bitumen zapewnia ciągłość produkcji i dostaw produktów asfaltowych i <span class="_ _0"></span>pozwala spełniać oczekiwania klientów. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y257 ff2 fs0 fc5 sc0 ls0 ws0">Klienci i rynki zbytu </div><div class="t m0 x1 h2 y258 ff1 fs0 fc1 sc0 ls0 ws0">Obszarem <span class="_ _6"></span>działalności <span class="_ _a"></span>Grupy <span class="_ _a"></span><span class="ff2">UNIMOT <span class="_ _a"></span>w <span class="_ _a"></span>segmencie<span class="_ _1"></span> <span class="_ _6"></span>Bitumen <span class="_ _a"></span></span>jest <span class="_ _a"></span>Polska <span class="_ _6"></span>i <span class="_ _a"></span>kraje <span class="_ _a"></span>z <span class="_ _a"></span>Europy <span class="_ _6"></span>Ś<span class="_ _1"></span>rodkowo<span class="ff2">-Ws<span class="_ _1"></span>chodniej <span class="_ _6"></span>o </span></div><div class="t m0 x1 h2 y259 ff1 fs0 fc1 sc0 ls0 ws0">największym potencjale zakupow<span class="_ _1"></span>ym. Grupa dostarcza produkty w<span class="_ _1"></span> ramach wielu <span class="_ _1"></span>kontraktów drogowych w <span class="_ _1"></span>kraju i z<span class="_ _1"></span>a </div><div class="t m0 x1 h2 y206 ff1 fs0 fc1 sc0 ls0 ws0">granicą. <span class="_ _7"></span>Głównymi <span class="_ _8"></span>odbiorcami <span class="_ _7"></span>są <span class="_ _8"></span>z <span class="_ _7"></span>firmy <span class="_ _7"></span>z <span class="_ _8"></span>branży <span class="_ _8"></span>drogowej, <span class="_ _8"></span>zarówno <span class="_ _7"></span>koncerny <span class="_ _8"></span>międzynarodowe <span class="_ _7"></span>działa<span class="_ _1"></span>jące <span class="_ _7"></span>na <span class="_ _8"></span>terenie </div><div class="t m0 x1 h2 y207 ff1 fs0 fc1 sc0 ls0 ws0">całego <span class="_ _b"> </span>kraju, <span class="_ _5"> </span>jak <span class="_ _b"> </span>i <span class="_ _5"> </span>firmy<span class="_ _1"></span> <span class="_ _5"> </span>bud<span class="_ _1"></span>owlano<span class="ff2">-</span>drogowe <span class="_ _b"> </span>działające <span class="_ _b"> </span>lokalnie <span class="_ _5"> </span>wykorzystujące <span class="_ _b"> </span>asfalty <span class="_ _b"> </span>do <span class="_ _b"> </span>produkcji <span class="_ _5"> </span>mies<span class="_ _1"></span>zanek </div><div class="t m0 x1 h2 y208 ff2 fs0 fc1 sc0 ls0 ws0">mineralno-<span class="ff1">bitumicznych <span class="_ _e"> </span>(<span class="_ _1"></span>do <span class="_ _e"> </span>budowy, <span class="_ _d"> </span>modernizacji <span class="_ _e"> </span>i <span class="_ _d"> </span>renow<span class="_ _1"></span>acji <span class="_ _e"> </span>dróg <span class="_ _d"> </span>krajowych,<span class="_ _1"></span></span> <span class="_ _d"> </span><span class="ff1">wojewódzkich, <span class="_ _e"> </span>powiatowych, </span></div><div class="t m0 x1 h2 y209 ff2 fs0 fc1 sc0 ls0 ws0">gminnych <span class="_ _a"></span>i <span class="_ _4"></span>innych).<span class="_ _1"></span> <span class="_ _a"></span>Kluczowym <span class="_ _4"></span>rynkiem <span class="_ _4"></span>pozostaje <span class="_ _4"></span>jednak <span class="_ _4"></span>rynek <span class="_ _4"></span>polski. <span class="_ _5"> </span><span class="ff1">W <span class="_ _4"></span>2024 <span class="_ _4"></span>r. <span class="_ _4"></span>udział <span class="_ _4"></span>sprzedaży <span class="_ _a"></span>z<span class="_ _1"></span>agranicznej </span></div><div class="t m0 x1 h2 y20a ff1 fs0 fc1 sc0 ls0 ws0">stanowił <span class="_ _b"> </span>10% <span class="_ _b"> </span>całkowitej <span class="_ _b"> </span>sprzedaży <span class="_ _b"> </span>asfaltu. <span class="_ _b"> </span>Największe <span class="_ _b"> </span>zainteresowanie <span class="_ _b"> </span>produktem <span class="_ _b"> </span>widoczne<span class="_ _1"></span> <span class="_ _b"> </span>było <span class="_ _5"> </span>na <span class="_ _b"> </span>Litwie,<span class="_ _1"></span> <span class="_ _5"> </span>w </div><div class="t m0 x1 h2 y20b ff1 fs0 fc1 sc0 ls0 ws0">Rumunii <span class="_ _1"></span>oraz <span class="_ _1"></span>Szwecji <span class="_ _1"></span>i <span class="_ _1"></span>Niemczech. <span class="_ _1"></span>Spółka współ<span class="_ _1"></span>pracowała również <span class="_ _1"></span>z <span class="_ _1"></span>odbiorcami <span class="_ _1"></span>m.in. <span class="_ _1"></span>z <span class="_ _1"></span>Czech, <span class="_ _1"></span>Mołdawii, <span class="_ _1"></span>Słowacj<span class="_ _6"></span><span class="ff2">i, </span></div><div class="t m0 x1 h2 y20c ff1 fs0 fc1 sc0 ls0 ws0">Ukrainy, Łotwy, Węgier. <span class="ff2"> </span></div><div class="t m0 x1 h2 y6b ff2 fs0 fc0 sc0 ls0 ws0">Infrastruktura i logistyka </div><div class="t m0 x1 h2 y128 ff2 fs0 fc1 sc0 ls0 ws0">P<span class="ff1">oprzez <span class="_ _8"></span>spółkę U<span class="ff2">NIMOT <span class="_ _8"></span>Te<span class="_ _1"></span>rminale <span class="_ _8"></span>s<span class="_ _1"></span>p. <span class="_ _8"></span>z o.o. <span class="_ _0"></span>Grupa <span class="_ _8"></span>UNIMOT <span class="ff1">świadczy <span class="_ _8"></span>usł<span class="_ _1"></span>ugi <span class="_ _8"></span>z zakresu <span class="_ _8"></span>magazynowania pa<span class="_ _0"></span>liw, <span class="_ _0"></span>w tym </span></span></span></div><div class="t m0 x1 h2 y371 ff1 fs0 fc1 sc0 ls0 ws0">w szczególności: <span class="ff2"> </span></div><div class="t m0 xa h11 y186 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">magazynowanie za<span class="_ _8"></span>p<span class="_ _1"></span>asów obowiązkowych <span class="_ _8"></span>paliw ciekłych, do k<span class="_ _0"></span>tórego są <span class="_ _8"></span>zobowiązane<span class="_ _1"></span> p<span class="_ _8"></span>o<span class="_ _1"></span>dmioty p<span class="_ _0"></span>rowadzące </span></span></div><div class="t m0 xc h2 y262 ff1 fs0 fc1 sc0 ls0 ws0">sprzedaż paliw,<span class="ff2"> </span></div><div class="t m0 xa h11 y188 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">magazynowanie <span class="_ _8"></span>i <span class="_ _8"></span>dystrybucja pa<span class="_ _0"></span>liw <span class="_ _8"></span>ciekłych do <span class="_ _7"></span>bieżącej <span class="_ _0"></span>konsumpcji. <span class="_ _8"></span>Jes<span class="_ _1"></span>t <span class="_ _8"></span>to <span class="_ _8"></span>us<span class="_ _1"></span>ługa <span class="_ _7"></span>kompleks<span class="_ _1"></span>owa <span class="_ _8"></span>połączona </span></span></div><div class="t m0 xc h2 y3ca ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _1"></span>dodawaniem <span class="_ _1"></span>do<span class="_ _1"></span> <span class="_ _1"></span>paliw <span class="_ _1"></span>biokompone<span class="_ _1"></span>ntów, <span class="_ _1"></span>jak <span class="_ _1"></span>również <span class="_ _6"></span>dodatków <span class="_ _1"></span>firmowych <span class="_ _6"></span>pozwalających <span class="_ _1"></span>konce<span class="_ _1"></span>rnom <span class="_ _1"></span>na </div><div class="t m0 xc h2 y3cb ff1 fs0 fc1 sc0 ls0 ws0">sprzedaż paliw pod własną marką premium.<span class="ff2"> </span></div><div class="t m0 x1 h2 y373 ff1 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT<span class="_ _1"></span> pełni <span class="_ _1"></span>funkcję <span class="_ _1"></span>Niezależnego <span class="_ _1"></span>Operatora <span class="_ _1"></span>Logistycznego, <span class="_ _1"></span>co oznacza,<span class="_ _1"></span> że<span class="_ _1"></span> oferuje<span class="_ _1"></span> usługi <span class="_ _1"></span>magazynowania </div><div class="t m0 x1 h2 y3cc ff2 fs0 fc1 sc0 ls0 ws0">paliw <span class="_ _e"> </span>wszystkim <span class="_ _d"> </span>zainteresowanym <span class="_ _e"> </span>podmiotom. <span class="_ _e"> </span>Grupa <span class="_ _d"> </span>dysponuje<span class="_ _1"></span> <span class="_ _e"> </span>9<span class="_ _1"></span>-cioma <span class="_ _e"> </span><span class="ff1">terminalami <span class="_ _d"> </span>paliwowymi <span class="_ _e"> </span>o <span class="_ _d"> </span>łącznej </span></div><div class="t m0 x1 h2 y3cd ff1 fs0 fc1 sc0 ls0 ws0">pojemności ok. 3<span class="ff2 ls1">76<span class="ls0"> <span class="_ _1"></span></span></span>tys. m³<span class="ff2"> </span>(w 2024 <span class="_ _1"></span>r. zostały wyłączone <span class="_ _1"></span>z użytkowania zbiorniki o ł<span class="_ _1"></span>ącznej pojemności 11 <span class="_ _1"></span>tys. m³)<span class="_ _1"></span><span class="ff2 ls2">. </span></div><div class="t m0 x1 h2 y3ce ff1 fs0 fc1 sc0 ls0 ws0">Terminale  zlokalizowane  są  w:  Gdańsku,  Szczecinie,  Poznaniu,  Piotrkowie  Trybunalskim,  Jaśle,  Czechowicach </div><div class="t m0 x1 h2 y3cf ff1 fs0 fc1 sc0 ls0 ws0">Dziedzicach, <span class="_ _e"> </span>Gutkowie, <span class="_ _e"> </span>Rypinie <span class="_ _e"> </span>i <span class="_ _e"> </span>Bolesławc<span class="_ _1"></span>u.  W<span class="_ _1"></span>szystkie <span class="_ _e"> </span>terminale <span class="_ _e"> </span>paliwowe <span class="_ _e"> </span>dysponują<span class="_ _1"></span><span class="ff2"> <span class="_ _e"> </span></span>własnymi <span class="_ _e"> </span>bocznicami </div><div class="t m0 x1 h2 y3d0 ff1 fs0 fc1 sc0 ls0 ws0">kolejowymi połączonymi <span class="_ _8"></span>z siecią kolejową <span class="_ _8"></span>PKP. Po<span class="ff2">d </span>względem wielkości potencjału <span class="_ _8"></span>magazynowania paliw <span class="_ _8"></span>Gru<span class="_ _1"></span>pa jest </div><div class="t m0 x1 h2 y3d1 ff2 fs0 fc1 sc0 ls0 ws0">trzecim podmiotem na tym rynku. </div><div class="t m0 x1 h2 y363 ff2 fs0 fc5 sc0 ls0 ws0">Klienci </div><div class="t m0 x1 h2 y378 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _8"></span>św<span class="_ _1"></span>iadczy <span class="_ _8"></span>usł<span class="_ _1"></span>ugi <span class="_ _8"></span>podmio<span class="_ _1"></span>tom <span class="_ _8"></span>pos<span class="_ _1"></span>iadającym <span class="_ _8"></span>odpowiednie<span class="_ _1"></span> <span class="_ _8"></span>konc<span class="_ _1"></span>esje <span class="_ _8"></span>(W<span class="_ _1"></span>PC <span class="_ _8"></span>lub <span class="ff2">MPC</span>)  <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>s<span class="_ _1"></span>ą <span class="_ _8"></span>to<span class="_ _1"></span> <span class="_ _8"></span>najwięks<span class="_ _1"></span>ze <span class="_ _8"></span>podmioty </div><div class="t m0 x1 h2 y379 ff1 fs0 fc1 sc0 ls0 ws0">rynku paliwowego w kraju, zarówno producenci, jak i <span class="ff2">importerzy. </span></div><div class="t m0 x1 h2 y37a ff1 fs0 fc5 sc0 ls0 ws0">Usługi transportowe <span class="ff2"> </span></div><div class="t m0 x1 h2 y37b ff1 fs0 fc1 sc0 ls0 ws0">Działalność ta związana <span class="ff2">jest </span>z transportem kolejowym realizowanym prz<span class="_ _8"></span>e<span class="_ _1"></span>z spółkę Olavion i usługami spedycyjnymi.<span class="ff2"> </span></div><div class="t m0 x1 h2 y3d2 ff1 fs0 fc0 sc0 ls0 ws0">Paliwa stałe<span class="ff2"> </span></div><div class="t m0 x1 h2 y3d3 ff1 fs0 fc1 sc0 ls0 ws0">Działalność <span class="_ _b"> </span><span class="ff2">ta <span class="_ _c"> </span></span>związana <span class="_ _5"> </span><span class="ff2">jes<span class="_ _1"></span>t <span class="_ _b"> </span></span>z <span class="_ _b"> </span>o<span class="_ _1"></span>brotem <span class="_ _b"> </span>paliwami <span class="_ _b"> </span>stałymi, <span class="_ _c"> </span>w <span class="_ _b"> </span>tym <span class="_ _b"> </span>wę<span class="_ _1"></span>glem<span class="ff2"> <span class="_ _c"> </span>kamiennym. <span class="_ _5"> </span></span>Paliwa <span class="_ _b"> </span>ku<span class="_ _1"></span>powane <span class="_ _b"> </span>są <span class="_ _c"> </span>od </div><div class="t m0 x1 h2 y38d ff1 fs0 fc1 sc0 ls0 ws0">międzynarodowych <span class="_ _a"></span>traderów, <span class="_ _4"></span>którzy <span class="_ _4"></span>zaopatrują <span class="_ _4"></span>się <span class="_ _4"></span>w <span class="_ _4"></span>surowce <span class="_ _a"></span>w <span class="_ _4"></span>krajach <span class="_ _4"></span>takich, <span class="_ _a"></span>jak <span class="_ _4"></span>Kolumbia, <span class="_ _4"></span>Kazachstan, <span class="_ _4"></span>RPA, </div><div class="t m0 x1 h2 y38e ff2 fs0 fc1 sc0 ls0 ws0">Indonezja. </div><div class="t m0 x1 h2 y3d4 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y3d5 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x9 y2d9 w2a h55" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">32<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff2 fs0 fc5 sc0 ls0 ws0">Klienci </div><div class="t m0 x1 h2 y229 ff1 fs0 fc1 sc0 ls0 ws0">Do klientów tego segmentu zaliczy<span class="_ _0"></span>ć należy przede wszystkim przemysł, głównie energetykę i ciepłownictwo, a tak<span class="_ _0"></span>że </div><div class="t m0 x1 h2 y22a ff1 fs0 fc1 sc0 ls0 ws0">firmy mające status PPW (pośredniczących podmiotów węglowych).<span class="ff2"> </span></div><div class="t m0 xc hf y3d6 ff2 fs1 fc7 sc0 ls0 ws0">1.3.2.<span class="ff5"> <span class="_ _d"> </span></span>P<span class="_ _1"></span>odstawowe<span class="_ _8"></span> d<span class="_ _1"></span>ane fina<span class="_ _0"></span>nsowe i operacyjne<span class="_ _0"></span> </div><div class="t m0 x1 h2 y202 ff1 fs0 fc1 sc0 ls0 ws0">W tabelach poniżej przedstawiono wybrane skonsolidowane da<span class="_ _8"></span>ne<span class="_ _1"></span> finansowe Grupy UNIMOT za 2024 rok, strukturę </div><div class="t m0 x1 h2 y3d7 ff1 fs0 fc1 sc0 ls0 ws0">sprzedaży w poszczególnych grupach asortymentowych oraz skonsolidowane wolumeny<span class="ff2"> i przychody w podziale na </span></div><div class="t m0 x1 h2 y3d8 ff1 fs0 fc1 sc0 ls0 ws0">segmenty działalności opisane w części 1.3.1. niniejszego Sp<span class="_ _0"></span>rawozdania<span class="ff2">.<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y3d9 ff2 fs0 fc5 sc0 ls0 ws0">Skonsolidowane dane finansowe Grupy UNIMOT [tys. PLN] </div></div><div class="c x1 y3da w2b h56"><div class="t m0 xd h2 y3db ff2 fs0 fc1 sc0 ls0 ws0"> Pozycja<span class="fc7"> </span></div></div><div class="c x32 y3dc w2c h57"><div class="t m0 x33 h2 y3dd ff1 fs0 fc1 sc0 ls0 ws0">w tys. zł<span class="ff2"> </span></div></div><div class="c x34 y3dc w2d h57"><div class="t m0 x35 h2 y3dd ff2 fs0 fc1 sc0 ls0 ws0">w tys. euro </div></div><div class="c x32 y3da w2e h58"><div class="t m0 x36 h2 y3de ff2 fs0 fc1 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x37 y3da w2f h58"><div class="t m0 x36 h2 y3de ff2 fs0 fc1 sc0 ls0 ws0">31.12.2023  </div></div><div class="c x34 y3da w2e h58"><div class="t m0 x36 h2 y3de ff2 fs0 fc1 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x38 y3da w30 h58"><div class="t m0 x36 h2 y3de ff2 fs0 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y3df w2b h57"><div class="t m0 xd h2 y3e0 ff1 fs0 fc5 sc0 ls0 ws0">I. Przychody ogółem<span class="ff2"> </span></div></div><div class="c x32 y3df w2e h57"><div class="t m0 x36 h2 y3e0 ff2 fs0 fc5 sc0 ls0 ws0">14 096 814 </div></div><div class="c x37 y3df w2f h57"><div class="t m0 x36 h2 y3e0 ff2 fs0 fc5 sc0 ls0 ws0">12 886 989 </div></div><div class="c x34 y3df w2e h57"><div class="t m0 x39 h2 y3e0 ff2 fs0 fc5 sc0 ls0 ws0">3 275 130 </div></div><div class="c x38 y3df w30 h57"><div class="t m0 x39 h2 y3e0 ff2 fs0 fc5 sc0 ls0 ws0">2 845 815 </div></div><div class="c x1 y3e1 w2b h59"><div class="t m0 xd h2 y3e0 ff1 fs0 fc1 sc0 ls0 ws0">II. Zysk/(strata) na działalności operacyjnej<span class="ff2"> </span></div></div><div class="c x32 y3e1 w2e h59"><div class="t m0 x3a h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">233 503 </div></div><div class="c x37 y3e1 w2f h59"><div class="t m0 x3a h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">574 893 </div></div><div class="c x34 y3e1 w2e h59"><div class="t m0 x3b h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">54 250 </div></div><div class="c x38 y3e1 w30 h59"><div class="t m0 x3a h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">126 953 </div></div><div class="c x1 y3e2 w2b h57"><div class="t m0 xd h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">III. Zysk/(strata) brutto </div></div><div class="c x32 y3e2 w2e h57"><div class="t m0 x3a h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">187 214 </div></div><div class="c x37 y3e2 w2f h57"><div class="t m0 x3a h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">508 747 </div></div><div class="c x34 y3e2 w2e h57"><div class="t m0 x3b h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">43 496 </div></div><div class="c x38 y3e2 w30 h57"><div class="t m0 x3a h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">112 346 </div></div><div class="c x1 y3e3 w2b h58"><div class="t m0 xd h2 y3e4 ff2 fs0 fc1 sc0 ls0 ws0">IV. Zysk/(strata) netto <span class="ff1">przypadający na </span></div><div class="t m0 xd h2 y3e5 ff1 fs0 fc1 sc0 ls0 ws0">Akcjonariuszy Jednostki Dominującej<span class="ff2"> </span></div></div><div class="c x32 y3e3 w2e h58"><div class="t m0 x3a h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">139 891 </div></div><div class="c x37 y3e3 w2f h58"><div class="t m0 x3a h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">487 238 </div></div><div class="c x34 y3e3 w2e h58"><div class="t m0 x3b h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">32 501 </div></div><div class="c x38 y3e3 w30 h58"><div class="t m0 x3a h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">107 596 </div></div><div class="c x1 y3e7 w2b h57"><div class="t m0 xd h2 y3dd ff2 fs0 fc5 sc0 ls0 ws0">V. Zysk/(strata) netto  </div></div><div class="c x32 y3e7 w2e h57"><div class="t m0 x3a h2 y3dd ff2 fs0 fc5 sc0 ls0 ws0">139 341 </div></div><div class="c x37 y3e7 w2f h57"><div class="t m0 x3a h2 y3dd ff2 fs0 fc5 sc0 ls0 ws0">488 512 </div></div><div class="c x34 y3e7 w2e h57"><div class="t m0 x3b h2 y3dd ff2 fs0 fc5 sc0 ls0 ws0">32 373 </div></div><div class="c x38 y3e7 w30 h57"><div class="t m0 x3a h2 y3dd ff2 fs0 fc5 sc0 ls0 ws0">107 877 </div></div><div class="c x1 y3e8 w2b h58"><div class="t m0 xd h2 y3e4 ff1 fs0 fc1 sc0 ls0 ws0">VI. Przepływy pieniężne netto z działalności </div><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">operacyjnej </div></div><div class="c x32 y3e8 w2e h58"><div class="t m0 x3a h2 y3de ff2 fs0 fc1 sc0 ls0 ws0">170 027 </div></div><div class="c x37 y3e8 w2f h58"><div class="t m0 x3c h2 y3de ff2 fs0 fc1 sc0 ls0 ws0">(29 919) </div></div><div class="c x34 y3e8 w2e h58"><div class="t m0 x3b h2 y3de ff2 fs0 fc1 sc0 ls0 ws0">39 503 </div></div><div class="c x38 y3e8 w30 h58"><div class="t m0 x3d h2 y3de ff2 fs0 fc1 sc0 ls0 ws0">(6 607) </div></div><div class="c x1 y3e9 w2b h58"><div class="t m0 xd h2 y3e4 ff1 fs0 fc1 sc0 ls0 ws0">VII. Przepływy pieniężne netto z działalności </div><div class="t m0 xd h2 y3ea ff2 fs0 fc1 sc0 ls0 ws0">inwestycyjnej </div></div><div class="c x32 y3e9 w2e h58"><div class="t m0 x3c h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">(49 350) </div></div><div class="c x37 y3e9 w2f h58"><div class="t m0 x3e h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">(155 116) </div></div><div class="c x34 y3e9 w2e h58"><div class="t m0 x3c h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">(11 466) </div></div><div class="c x38 y3e9 w30 h58"><div class="t m0 x3c h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">(34 254) </div></div><div class="c x1 y3eb w2b h58"><div class="t m0 xd h2 y3e4 ff1 fs0 fc1 sc0 ls0 ws0">VIII. Przepływy pieniężne netto z działalności </div><div class="t m0 xd h2 y3ea ff2 fs0 fc1 sc0 ls0 ws0">finansowej </div></div><div class="c x32 y3eb w2e h58"><div class="t m0 x3e h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">(206 023) </div></div><div class="c x37 y3eb w2f h58"><div class="t m0 x3a h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">187 524 </div></div><div class="c x34 y3eb w2e h58"><div class="t m0 x3c h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">(47 866) </div></div><div class="c x38 y3eb w30 h58"><div class="t m0 x3b h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">41 411 </div></div><div class="c x1 y188 w2b h57"><div class="t m0 xd h2 y3e0 ff1 fs0 fc1 sc0 ls0 ws0">IX. Przepływy pieniężne netto, razem<span class="ff2"> </span></div></div><div class="c x32 y188 w2e h57"><div class="t m0 x3c h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">(85 346) </div></div><div class="c x37 y188 w2f h57"><div class="t m0 x3f h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">2 489 </div></div><div class="c x34 y188 w2e h57"><div class="t m0 x3c h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">(19 829) </div></div><div class="c x38 y188 w30 h57"><div class="t m0 x40 h2 y3e0 ff2 fs0 fc1 sc0 ls1 ws0">550<span class="ls0"> </span></div></div><div class="c x1 y3ec w2b h57"><div class="t m0 xd h2 y3e0 ff2 fs0 fc5 sc0 ls0 ws0">X. Aktywa, razem </div></div><div class="c x32 y3ec w2e h57"><div class="t m0 x39 h2 y3e0 ff2 fs0 fc5 sc0 ls0 ws0">3 402 120 </div></div><div class="c x37 y3ec w2f h57"><div class="t m0 x39 h2 y3e0 ff2 fs0 fc5 sc0 ls0 ws0">3 137 233 </div></div><div class="c x34 y3ec w2e h57"><div class="t m0 x3a h2 y3e0 ff2 fs0 fc5 sc0 ls0 ws0">796 190 </div></div><div class="c x38 y3ec w30 h57"><div class="t m0 x3a h2 y3e0 ff2 fs0 fc5 sc0 ls0 ws0">721 535 </div></div><div class="c x1 y3ed w2b h57"><div class="t m0 xd h2 y3dd ff1 fs0 fc1 sc0 ls0 ws0">XI. Zobowiązania i rezerwy na zobowiąza<span class="_ _0"></span>nia<span class="ff2"> </span></div></div><div class="c x32 y3ed w2e h57"><div class="t m0 x39 h2 y3dd ff2 fs0 fc1 sc0 ls0 ws0">2 217 183 </div></div><div class="c x37 y3ed w2f h57"><div class="t m0 x39 h2 y3dd ff2 fs0 fc1 sc0 ls0 ws0">2 059 361 </div></div><div class="c x34 y3ed w2e h57"><div class="t m0 x3a h2 y3dd ff2 fs0 fc1 sc0 ls0 ws0">518 882 </div></div><div class="c x38 y3ed w30 h57"><div class="t m0 x3a h2 y3dd ff2 fs0 fc1 sc0 ls0 ws0">473 634 </div></div><div class="c x1 y3ee w2b h57"><div class="t m0 xd h2 y3dd ff1 fs0 fc1 sc0 ls0 ws0">XII. Zobowiązania długoterminowe<span class="ff2"> </span></div></div><div class="c x32 y3ee w2e h57"><div class="t m0 x3a h2 y3dd ff2 fs0 fc1 sc0 ls0 ws0">845 070 </div></div><div class="c x37 y3ee w2f h57"><div class="t m0 x3a h2 y3dd ff2 fs0 fc1 sc0 ls0 ws0">839 320 </div></div><div class="c x34 y3ee w2e h57"><div class="t m0 x3a h2 y3dd ff2 fs0 fc1 sc0 ls0 ws0">197 770 </div></div><div class="c x38 y3ee w30 h57"><div class="t m0 x3a h2 y3dd ff2 fs0 fc1 sc0 ls0 ws0">193 036 </div></div><div class="c x1 y3ef w2b h59"><div class="t m0 xd h2 y3f0 ff1 fs0 fc1 sc0 ls0 ws0">XIII. Zobowiązania krótkoterminowe<span class="ff2"> </span></div></div><div class="c x32 y3ef w2e h59"><div class="t m0 x39 h2 y3f0 ff2 fs0 fc1 sc0 ls0 ws0">1 372 113 </div></div><div class="c x37 y3ef w2f h59"><div class="t m0 x39 h2 y3f0 ff2 fs0 fc1 sc0 ls0 ws0">1 220 041 </div></div><div class="c x34 y3ef w2e h59"><div class="t m0 x3a h2 y3f0 ff2 fs0 fc1 sc0 ls0 ws0">321 112 </div></div><div class="c x38 y3ef w30 h59"><div class="t m0 x3a h2 y3f0 ff2 fs0 fc1 sc0 ls0 ws0">280 598 </div></div><div class="c x1 y3f1 w2b h57"><div class="t m0 xd h2 y3e0 ff1 fs0 fc1 sc0 ls0 ws0">XIV. Kapitał własny<span class="ff2"> </span></div></div><div class="c x32 y3f1 w2e h57"><div class="t m0 x39 h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">1 184 937 </div></div><div class="c x37 y3f1 w2f h57"><div class="t m0 x39 h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">1 077 872 </div></div><div class="c x34 y3f1 w2e h57"><div class="t m0 x3a h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">277 308 </div></div><div class="c x38 y3f1 w30 h57"><div class="t m0 x3a h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">247 901 </div></div><div class="c x1 y3f2 w2b h57"><div class="t m0 xd h2 y3e0 ff1 fs0 fc5 sc0 ls0 ws0">XV. Kapitał zakładowy<span class="ff2"> </span></div></div><div class="c x32 y3f2 w2e h57"><div class="t m0 x3f h2 y3e0 ff2 fs0 fc5 sc0 ls0 ws0">8 198 </div></div><div class="c x37 y3f2 w2f h57"><div class="t m0 x3f h2 y3e0 ff2 fs0 fc5 sc0 ls0 ws0">8 198 </div></div><div class="c x34 y3f2 w2e h57"><div class="t m0 x3f h2 y3e0 ff2 fs0 fc5 sc0 ls0 ws0">1 919 </div></div><div class="c x38 y3f2 w30 h57"><div class="t m0 x3f h2 y3e0 ff2 fs0 fc5 sc0 ls0 ws0">1 885 </div></div><div class="c x1 y3f3 w2b h57"><div class="t m0 xd h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">XVI. Liczba akcji (w tys. szt.) </div></div><div class="c x32 y3f3 w2e h57"><div class="t m0 x3f h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">8 198 </div></div><div class="c x37 y3f3 w2f h57"><div class="t m0 x3f h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">8 198 </div></div><div class="c x34 y3f3 w2e h57"><div class="t m0 x41 h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x38 y3f3 w30 h57"><div class="t m0 x41 h2 y3e0 ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y1c2 w2b h5a"><div class="t m0 xd h2 y3f4 ff1 fs0 fc5 sc0 ls0 ws0">XVII. Zysk/(strata) na jedną akcję zwykłą </div><div class="t m0 xd h2 y3f5 ff1 fs0 fc5 sc0 ls0 ws0">przypadający na Akcjonariuszy <span class="ff2">Jednostki </span></div><div class="t m0 xd h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Dominującej (w zł/euro)<span class="ff2"> </span></div></div><div class="c x32 y1c2 w2e h5a"><div class="t m0 x3f h2 y3f5 ff2 fs0 fc5 sc0 ls0 ws0">17,06 </div></div><div class="c x37 y1c2 w2f h5a"><div class="t m0 x3f h2 y3f5 ff2 fs0 fc5 sc0 ls0 ws0">59,43 </div></div><div class="c x34 y1c2 w2e h5a"><div class="t m0 x42 h2 y3f5 ff2 fs0 fc5 sc0 ls0 ws0">3,96 </div></div><div class="c x38 y1c2 w30 h5a"><div class="t m0 x3f h2 y3f5 ff2 fs0 fc5 sc0 ls0 ws0">13,12 </div></div><div class="c x1 y377 w2b h5a"><div class="t m0 xd h2 y3f4 ff1 fs0 fc1 sc0 ls0 ws0">XVIII. Rozwodniony zysk/(strata) na <span class="_ _0"></span>jedną akcję </div><div class="t m0 xd h2 y3f5 ff1 fs0 fc1 sc0 ls0 ws0">zwykłą przypadający na Akcjonariuszy J<span class="_ _0"></span>ednostki </div><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Dominującej (w zł/euro)<span class="ff2"> </span></div></div><div class="c x32 y377 w2e h5a"><div class="t m0 x3f h2 y3f5 ff2 fs0 fc1 sc0 ls0 ws0">17,06 </div></div><div class="c x37 y377 w2f h5a"><div class="t m0 x3f h2 y3f5 ff2 fs0 fc1 sc0 ls0 ws0">59,43 </div></div><div class="c x34 y377 w2e h5a"><div class="t m0 x42 h2 y3f5 ff2 fs0 fc1 sc0 ls0 ws0">3,96 </div></div><div class="c x38 y377 w30 h5a"><div class="t m0 x3f h2 y3f5 ff2 fs0 fc1 sc0 ls0 ws0">13,12 </div></div><div class="c x1 y3f6 w2b h58"><div class="t m0 xd h2 y3e6 ff1 fs0 fc5 sc0 ls0 ws0">XIX. Wartość księgowa na jedną a<span class="_ _0"></span>kcję (w zł/euro<span class="_ _1"></span>)<span class="ff2"> </span></div></div><div class="c x32 y3f6 w2e h58"><div class="t m0 x3b h2 y3e6 ff2 fs0 fc5 sc0 ls0 ws0">144,54 </div></div><div class="c x37 y3f6 w2f h58"><div class="t m0 x3b h2 y3e6 ff2 fs0 fc5 sc0 ls0 ws0">131,48 </div></div><div class="c x34 y3f6 w2e h58"><div class="t m0 x3f h2 y3e6 ff2 fs0 fc5 sc0 ls0 ws0">33,83 </div></div><div class="c x38 y3f6 w30 h58"><div class="t m0 x3f h2 y3e6 ff2 fs0 fc5 sc0 ls0 ws0">30,24 </div></div><div class="c x1 y37a w2b h58"><div class="t m0 xd h2 y3e4 ff1 fs0 fc1 sc0 ls0 ws0">XX. Rozwodniona wartość księgowa na <span class="_ _0"></span>jedną akcję </div><div class="t m0 xd h2 y3ea ff1 fs0 fc1 sc0 ls0 ws0">(w zł/euro)<span class="ff2"> </span></div></div><div class="c x32 y37a w2e h58"><div class="t m0 x3b h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">144,54 </div></div><div class="c x37 y37a w2f h58"><div class="t m0 x3b h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">131,48 </div></div><div class="c x34 y37a w2e h58"><div class="t m0 x3f h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">33,83 </div></div><div class="c x38 y37a w30 h58"><div class="t m0 x3f h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0">30,24 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3f7 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y3f8 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-8. Skonsolidowane dane finansowe Grupy <span class="ff1">Kapitałowej </span>UNIMOT [tys. PLN].</div><div class="t m0 x43 h2 y3f8 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y224 ff2 fs0 fc5 sc0 ls0 ws0">Skonsolidowane <span class="_ _7"></span>w<span class="_ _1"></span>olumeny <span class="_ _7"></span><span class="ff1">produktów <span class="_ _8"></span><span class="ff2">wprowadzonych <span class="_ _8"></span>na <span class="_ _8"></span>rynek<span class="ff1">, <span class="_ _8"></span>z <span class="_ _8"></span>wyłączeniem <span class="_ _8"></span>transakcji <span class="_ _7"></span>między <span class="_ _8"></span>Spółkami <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>Grupie </span></span></span></div><div class="t m0 x1 h2 y3f9 ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT </div></div><div class="c x1 y3fa w31 h5b"><div class="t m0 xd h2 y3fb ff2 fs0 fc5 sc0 ls0 ws0">Zasoby wyprowadzone z </div><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">organizacji </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 y3fa w32 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Wolumen </div><div class="t m0 xd h2 y0 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x44 y3fa w33 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div><div class="t m0 xd h2 y0 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 y140 w31 h5c"><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Paliwa ciekłe<span class="ff2"> </span></div></div><div class="c x16 y140 w32 h5c"><div class="t m0 xd h2 y3fd ff2 fs0 fc1 sc0 ls0 ws0">2 <span class="ls1">337</span> 049,44* </div></div><div class="c x44 y140 w33 h5c"><div class="t m0 xd h2 y3fd ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d y3fe ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 y3fd ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3ff w31 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Gaz LPG </div></div><div class="c x16 y3ff w32 h52"><div class="t m0 xd h2 y400 ff2 fs0 fc1 sc0 ls0 ws0">521 638,84 </div></div><div class="c x44 y3ff w33 h52"><div class="t m0 xd h2 y400 ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d y264 ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 y400 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x9 y401 w34 h5e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8YAAAQfCAIAAABeZWf/AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdefhlZ1Un+u9a63333mf4DTVXpVIhA5lDICEJMgSCtKI0Im23LaKiiNBq205XrwO3Fbnc29Jcrq3SfZErjYzKKKBMAiEQCEmlMqeSVFKpSlUqNf/Gc86e3vddq/84vwqJHR8vwfs8PGZ/nvM8lTq/Iee3f/vU+e73rHctMjN0Op1Op/MUEBFdYiigBEdRENc+ogqNwASOgAzIAZl+AEqAAB6g6df67kB2Op2/z3WHoNPpdDpPEQYCAwYQAeBTr4IMGNhDARDgAb92JxRQgKdfTwB1R7HT6TwB6lapO51Op/MUUcMygAyk9Lh8rAYDYDAGAJ3GboABUSPY9NMNMD6VrzudTqeL1J1Op9N56gnA9DWPTwXmNQYCkAD9n76Gpzd9/F2dTqfTRepOp9PpPCWZIREiYNMFaGgCEmCArBVMp2nCPlVK/Zj0TNpF6k6n8w/paqk7nU6n81RBAZxNyzo0QyI1IgOhXUvKpKgAJHIRTsEEciAHsE2TtgFKXaTudDpdpO50Op3OU1eACkyQIUkTMapAKoJ8+mLYMngCn3FKicUPZxTOAAOMAHBCUCDrDmOn0+kidafT6XSeugQQNNbkajh0bOd/+hMpJ41D5TRLPGxhXLVeFvp9OufMF7zyh/Mt27PhgAxGUCABCdpF6k6n00XqTqfT6Tx1mVkAeWLXlM2XvjH5yOe3RPWs3mmeMNcgso6FwlzvotedPjvYDOQIgIAAIyQgotuA1Ol0ukjd6XQ6nacwEmoRHICV5ev/7M8vasKmtmwQS6iDzQCAX4VrZwfnff8PwjmEBn037aAngINxF6k7nU4XqTudTqfzlJZgZg21g8nKiYf352qMIIgxU4XFVgNkRG3/jA14+jYUGouiYQiQA2TIujkvnU6ni9SdTqfTeaozYzMhuuO2XVnhA8YBzaoPx4cpii43ICqOaDz9mmeh3zSFHHcFAQMgm/bQMwO0e+XsdDr/s64vdafT6XS+E5MJsgQ/2wAByHHMI6LZFh03AgEiwEAORGACGDBEm6qMc9QMSnFG3BhoEoaCZCgIqjD+1uAVwsTHQQYoL1JcjwwL1cr63oNcXRJ7WaMnUc7nPacCnBriAiAAARgBBvSAfoAoFnLkQJUW9+2zY8fryTjl0giXjhMJmWwcHyn7xdbLr5zbuhkR6nCiQAS2GzBB6GFBsHUEFGuPrc7RArMTYIxm1iY9GjaagZF3J8a3LwCE0mEVmiPNaeJIYA5CSs4ncI19A2w19CdACxSY9K2C9aB9gNTAMIDM49RMHxAUwRAYRMjJOEWIV41mJiIAoNQyJSACZPBADoDSuKnrfDCnCmKfgGQmRKqtMGlqiHJhCTGS45SSsIQYPLGXHIZY1S4vqnbc6+fRGiNjOIMnOJ4+KFRACvAtpIBZHDsh0PSp4hKEAbIWSA0NTGPBhhShBMqiMXmkBIEKByi1NWU9bwYigDXG0jkAAvRggAIUQARC0kjMCYnBKYVsegiA1LacDU+1YwcMpuC1Z1MCYkpBaAiCUQypVVLHQgBPv68ylBE15ZWQB1gTMTIwVGEEYx23o15W8NpqrtLakNJHMSCnnsAB02Irm94DTWDGZFIPhgUAVWX5rutl2UXqTqfT6XwHtIycJbg8AobW4ySSR7MuJhcZhW+ACWwEdpDNRl51wqGkKGZ9FBXJGOyhYloQa6pJ1uYVeoDBBk7gCAwMCFZ7LiAoterRAuvm1jLAHNNSXW4oGKqIAQmgHM41KlIs1nXqu5JbQPsYOENhlsXaKQAFGQSRBCRkJE2T6jLMrk/sRWGCCWlmqT+eOO4laNv3BAhBDInQAALkDaiNy0PXkswDeQRcVyPybUu2FoKTGpEKqRlIjSAgIUJUJI3atj2XgQRk6jjAlMBQD+VpSOO/F6lTSCVDhHtkRAYFmAGDGWJMPmNQAAIBhgzwMJAlEBlIlUwQk6mSdzAzaGS2lNh714TATpg4xCQQhnrmpq7zvIAmOEkawdGIo8KMhR0DZGBKBG0BJedhbA1ptGSUDRJYQQRQSkKYsHCyglOsS58Xptwqc8YEUIKGltkRsxo0mc+orOt+nwnt4yO1Nm3LIuJ9E5IImamImCa2tabr7ORbY4wMNr1BmWBQMxXOYjKDkhM1M0tEsJRy8WRAJBBFKTWqOEcQJp+SAghq7FmJDGaaMmYABCOApr8oo7XfFgggo3TqHiYDgBA18xyCiYCIiE5dOXeRutPpdDr/PBgamCOTtYGEhHDyCN3/oFscA05ZGx90QKUTs3y2dkWrTSyXUG994VUhLwIPmPMxxvbQEdx/cB1xCmXy6r34ZEgMlpQ5e9oZbvuZaBLyTIWYkIKSoAlVL3MoFdfdBd8CDaRNPiSirHXQ/phk6cz1/aefE1D2IRPVbezL/Qfp4JFeWSMGiILZAFJB4tttfP5lz8pOP6OmXE2HahSbcNPNPhrGFZJh/bpHBpPtI8CwmpMz6jccHPsXPfs40gx6PSWYQLpxMN+2MWDAjAI1IAgZKkIGFG1CCCjcSHRm/xJQ4qzNEyBDLiuRB0V0aAGHlEVDNBT+sTmtjU2y4F2x78Ejx44uZ24u0MTMQmNFloukK686H1BGSzDAwxyAe+89vLQyqtvgXO7yHjPFUBPrc644NzbIMihjZXVy9+49IcD5nnOZiGisL73k/GGf6rLuZRKTZwE5BLUDh47t23+4l6+DZYTEaEGhjs3VL3iW1sglEZMluvWu+8uIZJ4IlIIjpL6fzfmZF5wJbQCr6laywV17HhmP6lx830ki5TyvJ2VKun7DzLlP30pIhBYgQgZjKFo1AoWEr12/qzeY6w9my7IkM6bYy2k4KM47b8e3MioBQNOGLPMK1HVyXkSgQNPgoQMn9u7bN65K5xwzP+sZF5+2ab7I4AimiBa89wSNMTnnAYzL9vY79wSTJtpgZtaiUpxOLDU2gB6TQtdiNBKnUyGVGQpA2J5z5QUxwnnATFXl1Pr6d4+uIqzT6XQ6T94IPACJAgQY0Ibla3fd/aa3FUcWfF6UMEd1ake1k0py0azf2oYtGw9T/dI/+8/+yks9ERKKutz3dzt3vvmPNzex4KgDWp2sZGo+sbFUuTv9537iGb/72yBCgpIFIafERsjI6tH+v/rMrW98x9aq8dYGV9Y+RbbZxkkoHsj9eW/8+Stfv5k4R+DZXHFi8fY3/8mJL39jUx1jmCCjRCDjLHEW+TMvvvA3t58lc9Vg1qlGqlrcePtHX//vNxvGyyszw7nQhGNz8exFGOHogPMkszXjorNf/IW/mOu5XBMqhc+7SP0kKAywtZofA3koIQFKypTAVCDgK1/78g1feMl/+0PHFqDCDgZn05mWDEpgAgxEj9YUePGO/KRs//u73//JT35+aaHOZkXEx6Cj1dXTt2/50hc/uWXzwMC0dl0IGH7n9956y623hxCJvaoBxpS2bd34d5//xIZ1AsNq2bz7Pe9729v+xGdD4V4IqqpFRj/yype+9a2/B2E4coSYwAYCXffVG9/2tj9dXUmGjAxEARQHA/+Zv/34eWeuoyAIaAN+4id/btKiVhEWSkEIy+3qc6+89BMfeNfM0AGp1++XQf6fd77rS1/86sriOKds3Ix8z6lidmbmOc+5/EMf/FMyZnKP607DpIYP/OWn/+i//NfFhSoE8t6LQCRCq1e8/KX/6Q/fPNt/dOlXAfjMtUlDtKwQA66/Yc973v+hQw8fvm/PnqaJ5Px4VM7ODWNdXXTBOde86Pk/9qP/5sLzN6fA46XxunVDdtTG4J2/cectP/Nzv9i0XrkvLkdUsfgEv/xvrTtr5GmwN7Jpj534whc894Pv/2P2UDVmku/K51cXqTudTqfz5DXgvhIiYgblNrOabr97x737NpIm5xdDtUF0JlUJboR84nwRiUerrU/H77x94/MuqclyQhrIGeefcyzYttV62Fa11K0LPmqWkIjGuZQ778B4gpk+UjKVKMjUAIuZUlUt/d3XzluebGtKjyZhUmatwmbbzMtsmtv07Bdc0fSKovEoI1xV77p56cad24+dPEuyJoyjmAFOySmz8tPOOa+/bQd8HpACt/12fPzTn7nwkZNP2zB/tC77bfJVvHKxnVUAvLxMXl0Ot++u+8dfvG7wL1+spOSIpKv6eDIKqAHK4BxQSIIDjNE6KsRQjZav/8aRP/jdsYZrX/8rL/yln88ufgaGAzWwIgNAFIWTaAYlCE4tgMaUxPler0jmR+NkNBi1AYDj3Pc3jCudmR8owHBAwtq0TKibGTXcttLv95KlzHFdjw49cnxuTlIEzJzL2PVIBuC5SW2qLs/zUbX88U9/8aJLL33NT/1wmZo+nDBCNBUyuBMLY+I5sx5AoASK9fLKhnVDm9Z5OKTWIorWrE4syEg9Q7Ne1gbXGxQxBrPW+UKR9u57eHmSiv42b1nuZjQLvSwfldWNu3bffNtDlz/zTE/T0qQ1rcFUP/yxT62OUxML4r7LBpPJSuYDEBdXKwiga3XLQDKCGoPF5/jc3+18z3s/fuutd0+aJqml5GF9jq43XJ+U6igPPrx633s+9hcf+sSLXvT8X3rtq6+86vwEhGDe+ypE9k7h2c1NJkzU72WkWgFsIHts9QalRwusAzzByJSQGEHA47JNhhQhBGaNKTnx320ncHcZ3el0Op0nL4OIEQwN6yoCsmb/rdf7LIzd5JH+ytHheGXQBARFG7OmLRr1IcSV7bNz9958UxCssKsyPJw7fva5csGOsu8r1NEaypLmIWVtylr19fJ9e7CwhCwEl7xSDpAwMiRr8fDhI5/+wtamqrJQ+VD32pC3lrXJx+Npufesp8mV5z8kaPo55gYm9Te++LcLJ4/O9nxIk+Da2teNryvfrhThxCD8i599LdbPN94dgR2m1kYLe6+/boOzI0cf1CwQtzOwzCKhDajVtcYBaP148qU/fmcyXhK/XPRbJ92J8WTOJUUOi4RJhliACH3AAUotQoMHHrr7P759Zrx09uIKf/Lar7zuN/TO+yhWgQ2E6cJ2BV4F4/G73pzzBLQhRfVGPcig1cIV66MVdSsJ3mfTjXLT7XFrIa9OyGbmIrvEXslVbUxq7CQqqjo4Ty4j9v0m0LhUo6HZsKoFMruw2r7xD/6PA0dOshQgqEbvyQxV25RtnUCROJAPcAF5NAz6PiaApomWFIiGNlGjXBs3JqNxTOaVYBARZzCwHD6+oOabmK1MGG5u1HCTskTFyjj+xQc+AYaCDby2i5bgHB4+evLWO+9cGpeSD6L6URkgvWA+Gi9Pqjg9ZN86cGTE4yq97y8/84Zf+I2dt9w3qV3Zok0OPGA3NBrEmFe19Iabl8dxVPMkyCc/+5XXveE3P/u52xQwxqRtnHc+82oymQRYT2RWkzODGhJcggvIWsoCsgCf4OJ074Tl0fJkeUKmliVzIZkSvAcJ1rZAfPfpInWn0+l0vqNXkbZtIYgaW6xivHr0wQcKRFibULuCSklLPS57Mk6tCLHGrei7Y8tx98Gi4c2RZhok9KPLr/rhH16YVDn3+pCsTllITtUn5BHZydV09+5ojXpCUqcAoRXNiO748w+cxbnnkNqQNJlZBs6NkTCc25CfsaMBMvTUAAMtl0d27d5Q03xL1JZ5MtekLJgzHpX18LTTNm85A65oRQAeYrB88OHq8HEX0qDoE1FUBej4gO6fpT3DcLKvJ/t6MkuZCN93mI+vtNAERNXuxHgy1KYJMABjoCGowQP9EHD//rve9ie9e/bPalpfh7Ma9Pce2v2u96FNXlsw4BBJIyKB8ffG8ZgByDLxWRHUlIRdHoMlI3Ge6InerjfA86QsfZ4lSxAmof5ML8ZGGMMZD0oAQqs+6xNnBEeSEeVtxOzcRp/NfO3rN9Q67ULSApEFKTWzc0OwgcjYjMmIXCaro9J7KACGkZGjZMllokjsBEx5b8jiU4JzzMQEGo3KzBcGR5w1kaLJYDg3mrTi+iD/lWuvr2pMmmBA1dQgxKgK3Ln7rmhKQgYjobwoDAoxEn7gwfuNYUmhqm2rNl0/pv/r7f/lTX/wlrrVsgrJXFEMVM0Mk8lENaYUfSaj0Wjz5tPa1TLBN5EWFie/87+96a67jomwsAfQNI0IDQY9MpTjVaI4HHrnEVLdxFahxqRC4l3QADZfMH0LiIyI8iJPCapo2wiAiL47/zHsdDqdTudJEoBySc5Em9NCduC9n9yxWK9v240xnTWy85atCO440zJ59j1t1IMINoSuf2R1/NGvuhGhgcElynDF5Zufc/mq44KLPDKrUzgFZ8GdVuPOj/21qyclGjChtigYg/noQrzp7o1109CYnIvOteRCBSolyOAQ0bbnPR9a9IGeAgknv7F7sO/kudrLq3Kzn0PUOTfMg0fMZPNpzaUXZzJEiUGUTcabJvX4hvtOX9W5iF5Ar6VBKz1IoN5qnkffd1FCiq2n2TY+5xjCl+7aqK4fUr97bX2SkUQAcQpJCmDESbmNKwvtrntvfMP/uvqJL50dMFhtZxTrFNvaFL78zft/80388OGUJqsY12wuWD8FfYKAPK3mIAUnCNlasIXx4ztHPDaLB1AAkq3VgkzLIZJN21+gBQCTadcKIzOyRJYX/bKKq+P2/R/8VEqw1LDjJrVqMStcE8ppvQeQgARqQa1yMAIoghJIQQmUjNK0EAKP7TRn09gmItnqeGygxEaejJASinygSmZueXmye/f9ufdmEBFAWSgCt9x6p/M+L4qQWs7QpBrOxHG0WJbVyii1oYIQxBG5srYPf/SzH/7IZ5YWG++HUckM1Xi0bm7WUjU341NYKbJGq8VBjw8demh+y9ZY26C/oQ5ycrH8hX//6w/sO+IctykRkaNUTxb7RRwU0cm4bY4nXSZUeQ6j6BwD2rRVlgvQNs3Yc+WoclI7aoWDUNDYaFRmZF7UlPDdGKm7WupOp9PpPHn9pC2jJuslxqHluz7wyafXsQYMFEiIXUtZ4GLS6ix5hNA4LFEIxnEy2vWxv77mh35gPJsXIM08nvX0p736ZTfsvmVQCZlUGRohmPSCzATc/aWvnn3TrcU1L4YjlIgAAfGeg3zfQdaqytvAM2MXRPKheG3dwszcfXPZ5c9/dslZH5QMkuHEN3ata9IMOEHHOUaggknJl1n/QJZd/NIXTytKo6AHYJJWv/zNuZBa0tojMgeWMjnf5vNtMwvLYrNogQrLweuVHrn2G9t//KVliuYHXTH1kxCIKMIRZsANtKYma2u04ZZf//11O/ecOTs3WjmZWd4gldZmzOsOHznxvo8d37p582+8rsiphk/jemY4lyQ95rvqdEUZYGVThpoxlAEzI+i0guBUN7fpjcCgtbreRHAM0rXmbgSCQQnKBmBaNZ9AEUZm2rRJnJsbbLrjjr0f/uh1v/jqF6bUeslayHgyHvYHk0pBiW1aOpwIZkT2aC+5tU2+xjA1YjLAjCLo1O49EwJbtPHqBJyrBc5ELcQ2DopBW9aes7aZ7Nx551XPPi+p5c4bQEwCXP/Vm4ULtWkXwZA0ZZ5AZkqhtarUbL0DW9Mkz86Je/eff+TEsclgsIkoT6kRMUftwrGDszODF7/w0osvunBpaemr133toYcPb9u0aWlp7Hy/HrezvZml1eN8dOHTn7r25//dTwz7cvEF5/3pH/1h3RCob+qc1HkeRqX91z97/569Dwv1RuWIiHJH0Gbjhvlf+eVfXD8/A4CgZMZmoLRx/Wwv50db5zF1kbrT6XQ6/8zUQKGtiFOTb97ePnJyLHpoiCiSxCtLinL6/PZmYaUYV944Ik7QkvhBDIsP7MPKUjm3dT0gRPBWXH6xzfbT8omBoTZSAhvlkXqmm+pw+Lobnn7NC8AJmRBQQMu9R+ejBAR4nolURfUsfXNZy5OEzZdcjI3remBqAQI8st33bwVxudIHL5arLpcwaXooWs1W6rDtvPORoXZYZVuP6DQuPHyw7+ISpXGhCZJAapw2rPeHj/VhJpycmdPWxaTN4uGHtjelm+lV0G6h+kkQQkhwDkjRUjWXKcbVoT9+Z7r3we2uKJdP1tSWyBrmFkmAWWYJ7cEPf3zzCy7LnncFYp3Nz6Ey84/J01AyM5ruvFMjNZizxEYJykiPLlOvRWqyabgVAxvBmI0xXdKGwdgMoGnndLDRWvJDAkGcqCkR1XWMLf35u97/ihecu/2M7QrAoImIhGwaBg1m06C81koOAmNA2ZjW/o/TGxJFRmI7FbaBtqpVlaFqLYjNYDFBDWZC7H324N6HHv35GTDTpuUjjyxpkrZNLsuTBppeHiQlEiJKkRMaBwERGLfsOnj/ngNFMQ+4pmnZNKVq4/zs4cOH3vTG3/upn3p5r0DT2L59/+oXfuHXji5Ug17WNDrbm6vCeN36TXWzev3Xv/nrv/YTAObm5n7gB14sp+pxVKMTVwZ86COfqMqRiTlyMSbOMgH3svwnXvV9w2Lt90enqinIwISUjNnM7Ltykbp7znc6nU7nO9GkZKiR3Gp191986qxlmmk4ECu8D1LUoshOe/nLdjznitY5wJLEsW/gw+a62vHwydENN3qE2RpZhErAhaef9oynJ2syGJslggK5wiOcqXTyb79GR08mtukMmN4opa/f1QupFTbSdY32ovmIvKQMbIPZ573m1XW/oBAxaRHLhx/ZM75r97AsBSUkjKxERozUh7hET7/o0sF551qqVWJEQ5Pl1c9+YebQ8X5slANZKpLmCQSkV1ydzc45cEUW+hzRLPP4eFEuHbgfO28dhFoQuvPiySSSCAlIhJBR4aB37731p3/5wLs/vLmuGy3H3CDzj+T5OMu9eK+KMPFhXBw4ePNvvGXxHR/KVrTWtFjgVKuPUxGZEqa9RCgZUiJlS2xBLLIltkh2qnPe2g0AWFmSkE5vHuahGdbmMrLCkwEGNiNqQQ1RY6i8JwBV2fR68/v2Hn3rW9+xsLAaE8zQz2erMpA5VmFlNrASGRs8gLVmcUpQIWM2xyoy/UwEIBJOlZ8ojh89kokzS6BWfBBOHooUHXNoW+/c7bfdtrBYTbNo1KSwD773m+WYY+MYOUHMjAWmqgqhXmzc6lLTxloBX2STMr3lLW8vKzbNYsvCrujl3lm9evJ/+eU3vPrfvqRwwSHmUp571tyb3/Rrk+VjzXiJk4Y6ss9GkxqQ+/bse2j/IgO5QKwlbRgNWU1WaygLZxbb3LEj6hcD77xFzX0RqmaQwaPxCB7RmYqpmGlUApiMAE0KdLXUnU6n0/lnJoTAuoqSDx0bff3u8yZyRkunj+TcFT5vxOeOmXOPV17jvv+qRza4I1lYnMXSHMYDJW42NOHwnbcbKiRMXFzOHGa5f/m544LHois5lnu20sPYo0HMJ6U/eGJ84JE4DTUEtFTdva+Mq9TPVdPY6rrguucnpKnoDy88u//cZy6KBA/4NAkLH7nxMxObjLhyw+Fx36zM0okstv089vNlZ8982Ut03ZAi+nU5jyCLo93v+fDTqnZDSuubtLHSLeO0tdGNEfqDz+utWw9wC3VOipRyMZLgDh3Fl3biyFLebU98ciKcIApWKQHpjj/9c73hzjPHUUIzcSHlWR3D8vywZJaEwohE86HMW5K7Htj5lncsfe46iCzwWvjEY0PodA4gbFr5zEjTGyHhcfXUBkxLPNaKPMSYTMgczMHWpsAAmA7unq43E4wQiUKvn4XYtm07HM6Uk6Aq7/2LD96/5xERCKNtdVAMASYIgdiIQZh+528hgmMVUhYTMmET0PTS8tQDBE6cOOGcM1Ni9Zl5T947geXO11WVYtq3d9/RI0en3zCZwvDO//ZeQV+T6/fnU7RMHKmZAiZCWV3r0sIky/24mQDYt//ETTfd4l3PSSGSadJqMo6xPuvM03/3t36pl0vuwKhhk36B77nq0mdect7csM+g3LmQ1GVZWbVlWV9//TfNAIOIMTUpLiMtOwmkiWFtVWqKmffleNzzBYOQICShBaNh1IyGKRApkRFiCjG0NWDe++/O87eL1J1Op9P5Dsz3Lfnz4RZuvnm7jQ2ThZ57eOiPZjzGpMTJdm4GF1+OV/zQMe8vKrZsX45c4oiXQ4N8hGZ8+53r69GDA4jK+qaPSe4u/54Hh4OFflE4OWdEl51EP585kJWc1aeXNt55JA+uFZTcYulO3XvD2ZB+Q01atzrotU3cNtYtmg67ZstrXhY3zvfQW0UWMhoctGve9Lnty8vnRrGxncxnNzTrty/g7OFgsXz4wDbX+3f/JmHGopbFEAn4ym35HQ+Wjh/suWB+m2wamx3spaODMHPmefKy772ln69kvSwIWEaiM41eUcmhD34eyWqOQESjaICEYBahhgBtEYEE6yL3Eyk9UCBXjViMe27jT3z2WePxoFliXfaiZZbGhaHeM6DjJYUDyrU7ox2f9kixef/80IKW7/1U8cCDWzAeoVpEaBMhuRb5GEItitIYWnoizSdWNDwIXER4O1WVS2vhm781cYQ0cVIJ0TXGjUoNbghwgCAkRnJjtaGmWYM3uHpSkM72hrRcP+SKlBUbhlsu+OhnvjSKCEDWD5PqOCGQASYGNsAISqoAOJq0YFXExGzkVMikSTKhNGtWGAEC+GgOLWRUWtJezvPlcmxD0p4uxeMjXSpm1i2tZmrbP/mpa5nVMPHiDx1Y3VsujLNoeTuaHM1cYDE4H9hPkiWJvSwc2H87rO9oqMAD++9dv21DS+1KvQKnQeNwZl6496OveimJukzMuG3gZM5skGWDq7/3+0dt1UodfO2p1bYZ9AZi+ec/dy09mjQpd34T+62m6zifSZR8L3eysa0Ln6nJglETW0/MlAOYBWaAAZADDmDnM/EuL/pEbnpPF6k7nU6n888LIxNC1JU77miaSUCTYptN36F1vSD9jWeeBWHMzazbtnU0KXtBNkY/V+qwSZvMNffux/2HCXBKMEJebL7w6fnpW1nJrTSpiTY/5DUAACAASURBVGO2STXqUVa1dUpxct/9CBBGofHAtdfHGBKSamICh2bQy1fqVUOebdi0+aorGucoaQ4op8VPf8ItrpCRAolM1AjwkPGoJBlsu/h8ds6J0GzfLKFtd37qbwhmKVAK5GVcTRznKSvstC2bT9ux7lmX9dat98pcm7UKosZSAPYvHt7/N590GgHAMQQKEOhb66CkoEfnLncepw8o4d76eNbgjt9/1xkr6UAcHZxHW+RFwGxDG2N2bj1QK47N9laetqF+6eX0xldd+vZf/df/9xt/8I9/b90rrl4+edhpXaQ2n/avS6fO0VPbD8nA+k/b0vhbv0vnHLO0TeOExaGcjMuy/tIXv/LIoRMG1FVb9Ianctd3dFEVY5h2kVNVZgaIQN57ZhIR731K+vnPfXG1LBUUk+3adbuGEENwIr2iUE0xRrMEGDObwQjj8cTMvBcDDh8+tri4SLwWEZk5paSql112Wa/HABFNv9CIQIyLL74wzz0Lq0UQTT8UU1xZWanrp9S/hZ1Op9PpPFmVg4NiVB66eZeTwE7V2gLESrXvLfR685dciH6OYTF/wbmLKWTINjdu0wTrIuZCnHnkON7/N/OAJEOIMPNn79jxkucCchr6mfFKzyZp0iNz/Z6GZunWOzGZUGz8yup9H/2cpThBShYIWsTWQw1+BTp3ySU4+6zI/T6kB/XV5MaPfHhuadkrj4HamVewoVBpq7ha5Buedzl6PRAqB1H1Dx7ee/MtbMGTZqpKaEG9fGYFsvGa5xeDOVzxDNmxjVSKljxlZqZIE9HWx52f+awsj2KKSmqy1pmEpylqGui6SP0Pa1PY3t8wPLqoX79nJkJ8rs6XTKsCJb+uoX4z18yedsbLfuDq//7uc376VQ+d2PPud/7n9/zH3/7Ym37nyx969/KXv95/cLWXxIVGhKCIQQ0MmXZ9no4/+aeJ1I/PT2xAVVVm6dJLn9HrZWSpV2SzM+sOHDz85je/PUZs2rh9MgnA9LLuO3vSVSUzM3PS5JwzhbaWiWeyadp27HbfveeB+w8AmYh886bbUkqmKgQmCAOaCGow59nMiPn48RPMzAQCjh1bqqrKiYjINFKraq/XO+ecswCoTufFq0xnv5tddtkzvRcmM0vTSwsAKaYTJ04cPbrcRepOp9PpdP5xNYHb0Fz3TRw65KitpQSHIiknWgIdy/PsovNSz1Uu0uUXnBjkLUQSuUikNMHqZid3fuCv3KEj3LQwVaba8bmv+ld1nudWeEXplAUcouXcprF/6JDds5tTGe57IL/jQWEaFUhQWCRquKz6w/kjzus1z2/YJ3iocVUu33ePHTy4vq1c4qUe1Q55MlY4sFK+MD9cd9WzYBRTHFkq4B76yq4zXE9DabEqkJoUXd6HZWNXzL3y5Y0zPH3z/IuvDD7PzLOKQHxCq/XmwvfuflB33SfECagJEBCANB1iokaqpNadN0+klFREos9+w+8/+ZBMRg6bG9pwMrK6ZjgcOVdKcc8VV+z4o/9z6XtffOPb33nb638HH/3aC/Yuv/RIuOJYtfWBw8ff/oHD/+L1k5vu7pOjmCDIHSeYMkFABp7WW/zTsFMj/Nb+TJqIaN38zI/+yCurySpSXdUxz2Y+/9nrvn79LSFlMUxHqJiRGqk92U5wy8ura0k3qXPOscBo08aNO04/TVi9sBnlxcwNN9xqyGLCzl13OSYvrCmGpjz7zDNYTFVhKiKmSiRHjh41taZNACaTiYgkVRFJKZmZqs7Nzc3OziaFW2veocDavs/Z2cw5UUtEgJmIqCoIo9FodXW1i9SdTqfT6fzjEiCr43s/+Im51QlxXdGEOGZRvcsm5Fb7/ZmLLxgxlgsZXHzOiU39JZYGVLGuZGmZtEkVrSze/a4PEoA+R3EV2D/z4pmLLwwaCmRm02EWOmqaHDS7sLT3U3+NcnXp6zedtRQYWhamDIHWqGeMRnVbnnn6uhd+T0N5DjARkZ649uunp5ShFOLVnBqneVJnIEjj+/6S89dddhFImNkRo07pq7sGq2XfM1vIzIxQm43rerB5O579rJHnetad9rIXxH5BYAuaqSuUvOlgdfz0o5Py2p1U1cRUAxHToYDTDWaWYArtFqmfUB+Gh07e8vvvWH7ksD77zFWvGVxwLqd844lgo7D8r59/2c5P8KteXjzttNr5+ZFdtFheshjn2qX5OJmbjHaMqsHBhw7+1d+gTWSG6S5CIIAgRACb8T9RJfujbzZMk7ERil4PlE6eOPqGn/uZM3dsRapVzczNDDe87/2f7+XzM7Obpk3t1trngZ5c54qVlbHZWumFiFiChrh106bzzztLJMXUqJpzg1037wZw9z2HDx46nosjqGnwjp/7vKtM1wbZiJCZEdHJkwsGY2Y11FXtnJtWlRDRdJXaez8c5NMfVy055w2mlpgoRAyGA8Cm4ZuIpg8shBBj7CJ1p9PpdDr/OAEwmizccfcgRXHgjA2J1UQ4icQs4/k5RijghvMzbeZKhyDUGsYS66FblXrj+tljX/wG2jo4i9Pp0eKLi85dBmW+XyglGDJft+0g6/VS88jtt2C80jy4f1OCqbYMY2PDmDGgbCmW5faNcvb2grmna2nKHjgwr9SgBTgIEsGpkSHBjTIvZ5ym83MIqswFIk4u0KFj7cLJfpY75ywpi1ShnaAdzM+hlzNigPVO2wwRntYTqBosyxzX9VZlfeQwlpahGjSmteQEYNq+WK176f2HRMX9B+ODD584fPCCF14xhi2ynewRkxvAb+ht6v3CK+8jOQY550UvvPq1P35yvRu42WQtyGPjIPoEjwTDoeM4sQABDGESGJxO9caT//86GhsxI8WkKe44Y9PZZ+4Y9vMsy+q6rRq77dbdc3Ob20ZPFX6sxfon93CaJpidWiEnYmIhXjc/v23r5qJwXsAiVdk+dPDopMLu3XurqiWe9g/UPPdnnL49pUiWCEZEBsC4baOweEdmayXaBExngk8jdUoJQAhBbe2/AYsxghBCyvOciFTX3oExM6an3GnePa87nU6n8+0kh1Omf53RavmWWwdHF4dJy7apNBLENFq0qPGZl1zCks2O6nV12DqzZaPLnDDAuc9IpEXMicvFhXV37Q2772oQFRhYrir+6qv2Z24M7teWMY8sMnshG3Jcufuu6nOfp7t2e2uY0JopszOkPrcx+fXbT/uh7xtvnLeRcgNm4NBBvukePx6NnYIdew9TScmBVp0cne1d/Sv/oUEOdpy0H0q9+55yz94tUqS6aqEAkZI5LrLBlrPOQNnMLkxmmgauOOf07RmokCwS155XKVgG5fjgzptRJY5twW4tOilgpKAAIoC6jh9PfG6FfR//yNkVVj917TNf/EK9+sL9c1YLc3JlNtj2H17TPv95W1psb9gqyEuvXv9zP7KnH8dkC710vFnNUyjjaMFXC7ftRltPr5m88w401iYRcvHahmmGnRYnDAYDVQWQ0mNPbwBIKWVZllKaJkUAMca2bYmQ0tonPTp80cBGFFJkwXi0XE+q1//sq1MzKptJ3iuY3YkTo7/9my8WxcAAkCqpEhT85Fapx+NSRLIsc85VVeVYWDE37L3o6meMR8d9biG0LMWhQyf3Hzz5hS99NZqLTcOkQLr04gvP2LFZU81sQAqhNQM7d/z4CVUN0YQxNzc3jdJt24YQpoerbduV1UmeZQRmFgApqhOvisl4MlodAcQsIlJVVVEUIYbBYLBhw4anzvnbTU/sdDqdzrdh2mrg0VTtJqvHv3nTuqrNDScNxVyRt4WrRUGZ6crevQfe8rYlI1jcARkcON4LKUvTkc8A4JOJ4Rytj9544/rnXyDOZ0nIDzY994rrNg1PK6lYWrGcxmSFTvv4xg1tvOs9H+zdd2QTjI1ZVYlELSQak59s33L5z/7kI7DZjNGAi/bIl6/rP3SkD3dyQPnEcd1SSo6FSR7O+Bk/82PYcbohgwiiYmFhz0c+KsuLPcaoalzuQc4ljmw1tSt37Fr4zd+2ymN9vrGNxcOPEGJKsXFoHAAyWCtWLy0tf/RT87/6Wskc4FNKDAKRghVMxkjditYTJWqvX7/jhqvrpbmbFg6+76+f8Ss//eXfe2u858ikcfTSy9b92qvgsvU1cKLFlmw1D1te+/LPvOudM5XzbcqBPPJKrsu5ZisTHS0nMW+AwSkKLgzU1nUhHkmdc9OCBGa2aCEgy57g4TRNAzDMVHW6+a7X601PfqLH1kGzPTrN3JJZGhTu+773+de84KrP3XhjCi1xn8n/1V9+dG7dHAClBNBaO+wntVN1Mpmoqp5qf942zeyw2LJp/ZVXXEpU9/tST6L3+Xi88v+++y933XZXNPZMjphIX/e6n+n14T2DDaanlu8pJK3bOs9nDJibn3POJSXmtb4iqrqysrK8PJqfHQDM5ABl9syODYcOHVleHhH1mjY656YV2MI8Pz//tKfNAU+VvQPdc7rT6XQ6/59Dz2Pebl5L1SE29+7pp0ggzjjBr4zGCmJhH5rRwYMPfv6LJ79w3SMf/+yBT34+m6wMyAHwil6gIiJPyCN62lb33DtQymEgMoC2bl13+UUH25LhJAIkGWVIWlm9TqR9YH/etjWUjJ2yAmw0w/1lz9tfcAWGfZ7W0DpDUz78zZ1clc4VNSiAsmgezICmNBpkW675HgwGrAJiMeCBAyfuuqvnIKZsCCTjED243y+osNGRg/d87JNLn/vK4Y9/9v6//uzo5LGI5L0ooXHT9/K5dBxD8/ANO1G1Hgqorh00SuA0LZ9N3an0RFdrIQSnK4iDGPd/4DOTwydf8tpXD8/ekW/YcFgS5odDk6YHbM1Srg/pSrV13frnPLNymY+cR1JGndE4U2eptRjX5l8DSQkMBScTYj1VhUzM02LfqnrcFePjwjIzaK3aOMbonEsJvNZdTukxWdGAPM9TSoNenmKAtT/72teQJPY0GPRSUrBUVWWEtdEzhOluySdxoNq2na6dJ03MLExCNj/b37Bh/vQdW6pqRZwwuah24zd3HT+xQMxkqjFs2bLlymdfXuQsQoASwbBW+hyj1nXNBAD9nkzzOp362YkohHD0yHEAqqZpemwkhGQJhw8fbZrAJNO5jCJiZjCsX7/+KXUCd5G60+l0Ok8mVZtZSgl7Hpjce/8ASAY/nG8C5nrrhbM61DOsZ4K2rCyfWU4uT3xO1Z6GbKTlxGvLxEZZYjJWYkg1ue1OHFqksoyCmKC+uOpnfvJQXyLnrjVuWdQRSeMxY2nrSj1kXs5ARnkQg4jRhqp3ctPc2W/48aos1ytDgLyN+/evfn1XbmZZ3rZWwWYCDUkSpWRRztuBZ18QiHN1KSQYle95f9z3gPdqFnJXtM5zMSORmnqyUC/MWfW8qOek9vxxs3U8IR8nCJESmZHx+po2VuQTDWIa33Kn7d3rEBnJMYEIRBFQCJQQu/PoiSTqZaQ7ZhvRi8f+/v/9HfctrTz/t35lw0/92NzsxnTfofWxdwjjVaxaiOekdYMJLv7+718aDgLlE/Yn+1I6ZEkZSQuqpoXKCjZiwBQb1q1jaIJOu1iISIzRe3/ixEJKUFWDATCD6lrXi2l6JiICxRh7vZ4qmGFq/JgwbSCAYoxOOKXQtpVjfvE15//W7/yqoamq0vnMlJjFoCA1Uhg9bm7jt6NpGiKa9ooWEWGuJqOzzjzdk73mNf+2qleZNZqK5A8fOgwIiaQYYfaKl//LzZtQFDmTEhIxpq05TKlt28l4Mv1xtm3bFmNcK24hAuCcI6Jdu26LEUwMCMBmQiSquOP2u5m8Kol4nKqTMdhzn/vc9FS6euwidafT6XS+7TyNU7UfJ/7yI9nKagZEUBMJyEZlU2kkR7NMs2W5mdJ60fWpzf4He3cebel11nf+9+y93/c9w711bw2q0liSZcmjZFvGsi3PEAzBQ7ChwYTJwAI6YXWCSRqaxaLdaYe1uhOn0wNNSHezuiEs0iEBYhpwaIa2Ads4xmGwbEueZcvWVOOdzjnv++69n/7j3JJtSQZCu8GSvp9VSyotrao6te+553zfffa7d9mLSbsbdn6m3U5DsBxsiLZM1rer+olP67fepVVZmkpQUNx6wXOvfdltizYF96kaG2rJPnRh3N+7uqY6jjsTmawrQYpBYT7WjVueppuvDzF1o0qqQxzvfc97t8/shxovjn2rLoewkVNTVL20ob32ebesjm2vQojVYhP3z5y5+5d/7diYh3yQQgqKvcfeFeQbG7Mws00frsql1eqEyvGN9mBWD+be+xBds1HHxnA8xxMLO15sdn7nvj94b1CpysEkmczK+u44F7PUj8z8VS9+WXNmr0nhrPrZTn/+J/71O/7BPz34wPue8m3fEq+4Lp2pV+6eObJU+v1Pzn/s35z7sX915c0vHCbzYm0fUh/DZfv+tAtl88h8dvllD85SJ4tVo7meeO0TogVFW5divbRO+t3vfvfhny9z1zjm5XK4//4H1tkq95RS9RpCOHHiRAgq5eF3FZqknLOZaskl9zFEL/pPv/s1z/6ym/thub6HT4fbz61/2Ge3LP+PdOHChfXkcQwxhFByXi4OTp487qqvftVfv/a6q3IZaq1mQZYsRDeLwTbms7/5zd8UTEe3t2ot6wft7pcefF0tV7nIpJtvvjmlVNd/RIzr73Qze8tb3vKZT581UwhBHuXBFO6558zb3/47KaVyeMxLGIbB3dumfe1rX1sfT7cNsJYaAPAXL+w7//CPtteHOZuthn462dyeb8aDvqjWnL0sR4t99abUpFrbcKA+J5NskhWKxqASFGL1xeLMHR+5rNZBatex0XVPePpTd9/6DpNPmomGPvtq9OJjmTQT2SpHHW7zazLJZceuvcajuummFhq6MSufu+eeIxZr8oNxbLuZu8VRuXqVT5p2dfWVvSyoUe9q7Mx99+WLu9vHt5cXDtq2XY7DWD01XemXOedVXlU1VbX3VIdxDO1ByFvTrgne19JUJZmkWTWv6kq9eO+9V0i5DKrp0vbUl+ILXyBJjlx3/dFVjtE/PVme8tmpnXrh7IUPlQ//wpt+VKevvvnEjfMnTfW+e4+94+7ysfu3XvIMfcMsKUQPsSoVPz7K5Nub29qa1/VIj1JVGbNZt77rLoRgKdZSSilVWvSLO+64I4RXmg5vEhjHPAxlf39v/TlMbBRjLGWIMW5sbMSoMpbwSCXctm1eLrquKaVYyCE1VXrOc57zwdvv2dsbLrvssp2DcyF+EaY1F4tFrTVEs2hmFmNIk246aSW//IpTT3ziE+69+6P96O4e1qEfPMU4mU5uuP6ImWbTaa1Z8dJz0cyrSyq1lFJSjJdffqppmnHlFszMSqmSW/A/+ePb77nn3quuOtGE9Ymg1q/G8+fOf+xjH4/Nlns1D8FsNY4ptqlJN964ER9Pz19mqQEAXyiZpVFZ3mt0DSo5FBukXY2jL1O/+5Gf+5lb3nXHVXt755u618V5mIah7NSD/WkebQjTydnQ9k3McbU3sYsx1b6e3m9On/OTS8l9TN2QJ62fOLDpjbVd/ou3LN/+tm3faUYfPFw4euSy7/rmCyePZY1xtetW+9R244ampz6Uul5bJ/cmwdNU3fZBs6zdv7um3bz1ubaaXbBw/0zTZbv58eX0l9+5sbyo0G93bRrGeTm4e3O/lIOJ0tuumU6+6uVbe/PNz4Sdqfe2P/3VX593sdvZu7KEfrU/xOKt3d0MD2xs5J3VLcujG+P8k5vzjdDvdLUP9sSDjSvPh2bfxhD3Gz2QdN7SuWZiNV5WxuHt79WZvS3ZbhP7ViphexVO9Iph8K0lT66Hq7ah17zq49/5mo/Mj9yw2p5lv9Ds1I39K85+/HXv/cDrf+G3n/+T/9uTfuCHtn/+fz1x13u2430fvGGpI6tr9lqzbjGfX7lIF1J459Xd7d/1ag3bp0rcaQ/6Ezk3/XaJsdetz3n2yStOrMKi99Kr5sYOrAzd/Kd/4Te/+/vf/O733bOXp58+s3jrb/3B137jd5wf0qBJM9t01TLsN2HobPiKlz7fXSWkrLYqVY8l7rgtvKZa5qWMMdayamfpZDSp2Z8N+q5v/OrNyU5qz+4N92Trs01qPRJK1/iq8/Ndye3YNFXmRbaqNhbz6rHWxnOjEkOxksOlU2Wy16GM2t0Z5BshbA7V+tr3cRiCto5emWo4kurf/LoXK90b52WMG4s6PyiybpFW/ctecGsx703tvDNrwjBvl0cnw3aqsaTd3Jwb+uW0DeMqb831bd/02s4GjQuVIZg8mCscmTzx7/ytf/iO3/3gULW79F76yKc/849//KdinKY4ab1tc6pj2N7c9H75ype/yFYKo0IxeZRiUc3K1Xp5ttqotjUuc1oNNhv8WFWq6YJsER61y6KYpQYA/BkTL1Fm6w+pzdzUSM04au/gnT/3rzbb9WfYdWP0SQ6dFKWkZiGrQz1pJ4blch5nbs2qFJPF5CEtvA6lrGoqbTdZlIu7cx/Gsr853v5//esvf81L95pSFBsFO7nVvOjp993zsauygg1Jqq6oICm5heJtbFZ55RZKsPMnLz/x3GeWSVpIWXId2IW7P3D/R2861p7ZXyyaXNumXZay0Yy1n6UuPPNJ0xuvVZJa9UmN8u13/PvLO/VF5j7NZWvw2eiD95fFjQPvm9KpxHnfbsTNi2VZFIrNqpet+WQxnPUwJi81lBpTX73Mp5+45xNPff/72pe+sFpdKCipO9xfIVR55Kn1iNdw2xsv+bvf+7bffud0uWoX508qLGI+aHVxMiT3UEtuU+/VFxe2dNk1FnT+/gu+d7wOk2Vpa+hn3dgvbnnpl69PNGxS5wrVR4Vo0tGj9rf/9vf83R/9h2XMkoJ523RRvr+3/0u/9Ktv/dVfn3XN+XMPNCk1TRN1zKLXkoOXoJrH/sbrT7/udd9QqqdoZl4PV248ZPGGXfq2MVlsG52++uR//vff8CP/1T/aWezPN46ORet1J/IomdsgU13PkB/+wz7/dwvuxc2DSQpuUbZeYWLuMoVaLMqaJh3ZmEvVFF75ylf+6H/9zx7Y9ZyH2Ww29qbqFsqzb3ly21j2KrOu64aVXHKTW5AaWR367G4xphD1A3/v+37t3/3GvfdfVLDlYtzYODKUcmHR37/36W/7nh949pfdfPMznnbXpz5x++0fuO/+86sSopWUJmbRy6qbzHYv7H/DN35128nHBw+XPHxBMT24M7t9zn4n62EM+iKebklSAwC+hNilZPAgD9k1eu3MFILuvqd+7K4aZFVNVVdKJ4+yoMk56exk9sC8LZuz3f3U1qaEUL2ZhNgtL54yTfo8raUZx2gWxxL20sos9X3/B3fMPn1+ed1mo3isuGq7ecMN+95MyzBYCVUmWx9W1ym6F+VS1Kc4sTadvu7J2joVS5hHNZL15ezvvHN+cX/TYijmXrLS1uBhaV66i6F+2fNuS2pUJdPRUpvdC/nOj0dX9PWcoDeqyW0SNx6IedldZie2Pjkc7EU/YdvnVyvFeCR1x6Od+9RHrpzFzVwbL66iPI4Wh6YLy8WH3/Hum5733DgrvdIgdWG9itqKAkn9CM+1EFRWesIVJ5/ztOE3/v3W2CTlabGh5P1Wi+BtDqPXjdA0arujG9qYnf3jP1TMUYPnVZ1e/nEtnvLSlxw7fbXMpGDrowol1aLoCvaC2249emS+sxNTSl5zGYtUTV2KcRzzhcWymxyrXnKRxaqqIG9SDMGHVbntBbdeccWGmUdT9SL7vP06HozDaqFacDPztFys2snkNV/76h//yf8j37frpQSP6x30XF5Nwe3SWZrmtr6RUuvzNi8ddx7c3L16kCvIw5A15iLpcPfI6ilY09rGZpSySV3bXX75qQsHe01KZtY0jee+SeWGG66R5O7x0o4ll/b+C64ob/b2VsNQmi6uVn7sqD3/ec/65V/5zep1cz5brlZN04WNjeOz2Wq1eMd73veeP/lgzsOFCztHt09UjTVrstEuVr181S+H5z/vWTfe8FRJY85tEz/vAl1a31DwuYeIHv5dPVw675KkBgA8tnpaVoLcPKgESTlodN+wqmH8zO++4+k5nJvEptZJLiWUsZRqcXda7gz+jB/+/pd9w6vHo5ultBNP2b0GtXXU3Xf92+/+nsndB0/MaXKwbMIqt/Wqg3qh7ZrzBxvnS/6d249ce1VW1c6ozjZue+YDx44enHlg1eT1JgUmBVeuVanmGMfJZK8OYxq/7Bu/RbMjtWpavRtHfeLTf/jT//JJudne39227qLiuPLjxdJKi2Z67+VHj3391xUP1RSimv1V/Tf/zzUfvW/o4hC0ir5IZZoVqy+m6Y6N5it/7Ifal9z2hCNzn21qz5vUeZPqcj/uXXz3f/8/fvotv3Lt3iqHIivmFmoT9naeVI995v98600v++vT59+cm7bK1mu+i8JS1vLsehiX1enUx/70G77zk/fea+/dv3zsi0a5q5boPil+ctF4Ez8chgvN2RfeetM7fuKfXdWvOjVLxT84Gk6//tuv+97v0JFNxVRDyLIoS7Hx3KtmC801p7e+4/Xf8JM//gu53w8hNBZr9dlsPgyDq/WQqrVjHs3MagnRmhiG4cDq+Jxn3/T33vA9klJQ9TEcLj8Ocrt0u2E5XNIvuYfqihanU7mXE1vxW7/p6//RP/1fVsOYug19tqqtmler1YK5mUeXVavV1new+uGHGjFXzyaVqmDxwsXFsu/NmlxyjJZHt7Yc2ZxszFUGNV0YV/m5z7n1jz/wKzGm1WJ/1rV56CcTf9Yzn+7Vg7nkXdf2vbtVl1czVyPp3JmdFKO5YlIu/p/9nW+/4yMf/JM/uXMyiSm2VrUM1XMeilLaWA7Va7N9bHsYho0jmy7f3b+QYpy040tffNsP/v03nDrVrfoymaYHTzayw3gOUqhan3jkUjGPUpWbtL7r8dH6BGYtNQDgC0aOq0r+4JucRYUQrZNsbwAAIABJREFUrRb1uX/XH5w6WPWxGUKTQywWSrBiWkk23z75tGfp5Onh6JW+ebk2TtTjly1OXNafvFw33njqGc8ss+3Bk6fpMqRl6kxBrknWscF33/WexnxlpXae53Hy/Gfdc9Pp+6bTVWz72OaQsqVsbV8tzDYPguUj83Py6RNOd6/5qt0j7flGy8bkq4//2r/dOXNvrHJZ8GgeolrzKNcFxfTy5+v6kxe6dH/UuSgtLn7wZ3/+eJ9DbaulRRMWrQ3RgnsZqzY22xe9RNdeb6eeUDavqFdcNc6Pj7PtxclTuv7am7/ma9ynTWmH2O03bR+bUMPREq/bLZffcUY/99ZmZzlRTuukcBWzJW++j6QqjnG2m8LGC2656R//0AMveeYHjm5+cnO+30zbsd1Ypq1VOKZjKtMzT75661u/ZvHAWX3gM6tgn9hu737yVSd+9G9d/6Yf0bFTCqYUi1m8VOqKssbcNOv0fd/7za/86hded/UxlYMj82A+LA4uxuBmapp22fchNZPZvE2KZTTvrfbPu/UZP/D933flldttkkk1j+HSt8R6m3FTCSpB+XDLcZObyYIs1zIG6T95zauOTJtZG6KXoGLu61tr3YrC6Ie/0/o5UmXZbDRl82qutq3uWVJ1ucKZM2fHvLKQvQ5RruzR6pVXH5epbZI8TLp067Nvko+qSx/2reYmhNe+9quOHZ02wZKpadKJE0fNsmxwy27VFVxpuehjVMlqkrXRnvzka3/yJ/7Jt37z1zWpKK+CFw95f7lXVYexDKscbbK/s5ykbrW/t9w7t7Vh07b/6pc//2f/xZuf/vSrYtRkGse8kuqlxS7r9TDmh31dD8fNxrAew0v/g1lqAMBjd7r60kTiun3Kffd/6q67jq/Gp/YzKZsHKYzB+xSGMDlQM7/mSQqbng/nnpIpSuZBPnvm01/8vl9/3/ZeOeZeFZfyPeu9hrYGj/Ez77/z2MWyOclqOkmT+fZTXvCS4fc/cezgcHuC9WYDSRbVhNz47sb5/f2rbnih0kxyW6zmky7fd/Z9v/m7x+M890PVfFDTx1Rjs+ftVkn7RVff8tzVGDYtBNWUtP+xT+3d+alTam7cbYrqXqzFxrYoKpTaHD/9RJ24oo5xCCHIPHiTTEGKjVZ5fvMLr9Zlx/oh95PRwqZNLjbLnUYbvbU1/dG73vO0e+6LJ45klcMZOP/85bL4nAs4t9Cmozu+nL3wtpt+6soP/PS/3L3j4/vvuX12dq+12qfw0bRx/PrTT/mev3H85uv/8If/u2PhxPmbLzv6sufc+NIXTV780hw3Uk21KR4+u02d3C0leSnFxxKPH+l+8n/+kf/wh7f/3M/94u/93rv2bW82my9XOyG2Y/Zu0rZNXSzPT9Q3KVx7+pqv/Gsveu3Xvfympz1x7POkS6ZqMbhXk2oevKzaJsryWMaooJDzuFxvoTGWGoaDON0Yh/H0NVs//F+84c3/5Md391dVjSw8eGph04T1YwwWvBbz3Mbal8X6gJVopYYh2FiLksmkvb29MS9dChZUyyRU1f701ZfVIrnX6u568g03bHS2zL0at7pqzF//+teVPCp4NU3bdvvIhum+YCs7fBzF5eNwePE85j6lUPP45BtP/7f/zY/e8qwv+6Vf/K0PfOCjFsdV7oM3TZipjcqLrS7YsDeLK9d4y1Oe8LWvecVrv/4rh+Uwm7Zeq8xDtEuvHuu9JD+7h6TXMVg2r9EmuV92KcWg4DU+ar87SGoAwJ/S0lakYLIoFSUplLJ3Yff+Oz786VVf28bCkRzymMZlMy7aukp2cbbRPu0mXX40J41JoVRJOYRRclM7aeYveH7/a7/x0fEj05Wrmyxke5cdHNnL04X3G9MPHZw5/rZ3XvlVX60uViktw9Nf+BW//yvvuvNTd1cFSWF96FwNwzgsu7Y9fnS85qTddpstdGRm6ibK9d47P/KpM2dONW04tn0m10Vj+20aonwxXL3TlNNXPeGmZ01sQ33orFTL7//gBz8Wy85289TdI6tUz83qsh3XE5wPtPHUTTdoa57TtEiLXhupqotZWkipa8LWxu511wyrcRXrvteNZuMz8eJBuzy56AZrD+baOPOZU3rSYTHKkmvKE+uRBLPWFaTRpgeSX3fjLf/gR7SX9d4P6+3vuuvjHz1oyuTLn3vjM174yU/c+dM/84tfcdmNT/sb367vuK1cvp3VndF0exm1p7od6qVP4cM6PVVkHpOZQpWqlxffdvMLnnfzxYvLd7/3P7ztbb9754c+dmFnb2f3oGknR4+dmE6nr/zyl73wRbddc82prS0Fk1xtlw7DMERJq3210WddOFjuV1k3mY9jHy3Pp0fHYZHChoVoofNamq6tVd/yTa++eOH8//A//fOoXBXWoZm6eubsvUc2TncxqkrVaulT8lzHEENyC6Y87m7O235ZJvO4vz+ePXOf6jKEGqyJdeyaEJu6udkuF4vJbGbR6uCnr7nqZS997h9/4ENn7j936sTW9dded8MNp4N5jGnRDzHq+bfe8v73fSDIqo1BYX2b4KpfeZUFWXWTYnD5OJs03/n6V7/2a1/94Q/d+zM/+xPnzl340J0fPXP/ea8hhXbatk996hNf9aq/dutzn/X0pz9hOk3ZZKpSDcEljzFe+jocJrVZkLRYjm3SNHnNw3Ta9X2OyquD5ebVx3cvaHLy0flq+bn79gMA8DnThpI0WjF5UlAJMo1BTa3auaj3vk97K112VKEojgp5fZNRGSzOj+vGm9QmBQ392IaqJh7ENEgbKs1y1f/RH3fZVZXbLh071jdn2nuXloOm4Vyn4zc9O6u7mFKRtkvfPbBTP/Kh0KXDSer1A/MgC7Xk3rLmXXvVqf74NVWS6kQezp7JH/tYW4OGUVbVSq3lqBBjuK+qm+XnPLmfdvO+9ZB3mxzP3L/xqXvUBp3LilVtUazrxJHFvH003fgUhaaMii6FlZQU4m6woLoxjPrQp3TuvKbRg9lkXsadmA+0aNR77rR85g2ro8eT4laJYTQl9Ukdz66Hqes1tkWSFo32pKjVid514FqsNB7oaLuzfWRrNO0vx51FM2yrUX9NKSlMvFlaN++lixpOFSmGw/0yJKum0eVSqkp+6Q649SWOS+d3lttb0yFrLLKgtpEk9WpbyTSsvGktBV26oe5wZbB7Ontm9cD5nfnm9qov+wfL6ayrdbU8uPjsZ91QxtHLOJl4yYppWmqQ6f77lxd2DlzxwfBajReecdP1UfLRk1mWPvLpB0bXWBQV2xKsWJ4vNOSbbzi9vofv7M7qvnMXiiV5jLVJJfblfLuZn3TtdeVgaLtWUg2699xy8+h0vVJlXGhjlscxp2ZSqzzo/e//RGqnruRq3OP6lt9T89UVVx6XVDwrFJeZkiuUKgvKo7pGpejihWFYFLPQdd2JY+oHdd06ln212u+m00tX459zYX7ph0vuyrmEFO++92LTTkPo+j6P43hk3qnKc778VGuPzoVRJDUA4AsnddEq1azSytsSx0X1JsbGo0u7exrz8tRGVXVVqTSqQZZytJxUozzWLioPQVUpjrFZmUwe1cc6VNUauotuo3WjhsvzasO1aPKu4mZpk7d7KfXSZTW3fZ9bH6JVKUtV6wOR15+dx15eFRfKx4YuNEFW3UssQyy1CUmuGksf80JeVKv75ctGinuz6aB6fN81iYuUe9WZNHqOFrReCqvDDb7GPndpEkoMofXiMrO6UGxKSOuHFJRjXpqVEps9pUFN0nhU2QY3mVLcCe5KncJGDTaaojyy9uMRk9rD4dfYlLSKWuYyCdblqmhjKItQl1Iaxq7ddC9H9kJQ2dvM86qwiEpNbqVBeTpEtdHXN8FJwWW5qrii1JhUcx9jdFfOOaVmzMVCtGC+Xi0SgldFd5nJFUN1VXkN4XAhyXoLxHHU+kxBN4VgHjSOahoFyb0Eq7WMCjLFEJo8ulmI4fBOvfWaYZdyzaWUSdOGoiArUo7KJq03o3SFrIMwTkNjWV5KiGH0am1YL09uqmJRr3HQOE2TVIOqNHppqjdxcAXJq4dcu85LcbPkbpJbsPUVxfrR+Pox1RwsVq8xWS5jk5pSXWa1WojmLss1xiCpluruwYIFk6lWL2WIURYt2EO2FLTP/4lKqcHCmGtIYX0EfIjqV3XShjKMTUpj9m7yqGxqkhoA8IWnDbMWra80NKqbJWhs8lhss8mSldwGKSeZFOXrHXVddRyLKae4sLpQbuRzNVJa74/VSMqrGK0sDmI3V2glOxt0fJQVlbZfhTAfg1ZRUYpSKOqX6hqtN6QO6210ZW4qto75Og5h1mm9A24dJSk1hzOQkoI81WJjVV4Wbe1GjVaPdSFKC1cpaj3HuszWqmmnZlUaJJeSctJgaiUNY2rjgfxAfkx1T22V5lWTKjcNcUgqMQd5oxjGIJOyNKhWmalOZK1kxSRTUDGxid4jXcENplEKKo1qOvwSBK2kUT6WVWfhyHCw1zQX4rRRujzLl+P5zbxVvO2jlFazuJRmWiW1sYTDPTOiK+Sius7U4IcLrMe+b5pG65MRU5LkNcvMDi93UiljqWPOw3TSmV3agtqjPEha7F6cTqfWdOtWLMUtWs65bbTql10b3XMNU3fVXNpmYg9epkqy9YYeKnIpRoW8X1KKalSisoqrJln0ZEU5ZfMw7K2maaJkamqx4iqmEL1RCdlyjR7drLcQoqpKyp58f1jM21kpdRK6qiFYU7JJCqacc9Mm2Shff/eatP6MYL2wW6XUEIJL1XOKcbnajykkn4YQLKxvsjWpurQa++qWUkohSSF6Xi+OOfzee/BvfPiCIvmlvDbV9ToTqZQxxiD3MqzkipONR+MTmLXUAIA/LXOqrEhJ1eVWLMV2kA6kHGOSHctyUy2SFNeb3KYmmMw8SRNFl7JSkhqprVKVhqJJipOpxlG5KkxnnWyUssySda7xcKMRtVqlqKZr+hrHup7fraHKQywuazS6YgjWaZDiqGgKQQp11LhU12q97bQVS9ElBZupM3U66Mc6b7YmrvP78lgn7caktV77rklRGqQiRdWJRqmTohrlqjSuNEgbLlUpVamXNVpZjiFvDEEKqko52Ki4oZCCS43HUC+VRdRoh3GHh8lZfVEKUY1JY1KRTAvVZOFYnKZeyv2sSYOSavWFYtc0iudj2ZzVqWqRByXJg+r6a/FgxX5O2K2fFdZ0E1XVMcemVR4VzCzIXLV4rW5FXtsmtk3nnmtVCO3n/h6zI3PJvA5ePaQ2Rqt1bJJJ3iTVMsSUqqKsWmwe3BFPqlKVF5lL1RV29/YncdrFVuujzqMFlaxBSutdMRbL/Y3JfLoxU5Xknkc1WSqmIHd5M5Q+xZSzd2GyfnQxWFGZt8mUu5hqGaqqBY/rW/9cTUry8fC49prkjRQ8lIsXz5mara3tFIO7TAoxSXk6aaXi2SysL2e9qox1CCE2TVtlVVrVGkOIWi/K0p+yd0cZBq2Phk+W85hS8Dr2/aqbTWN7aSvxRyFmqQEAXyCnXUPRkOqovlGZucU+euhysh0vOUrSUa/rN8/1ISmH9/MHuVWPWpY+xTYqBimUS++VwRVq9ewWg6JXK1KzPpEjapCSlEbJlJP25ZJ3tU4V19uVHe7I5Z5kPhaLUcUVbEi1eAkWJXNZvLR4M3x2h41aPfiyxElcRg1SJ2/HMTRpVOgHzU27jVppsr6MMNUoN8UsVcmzp9pHTUo7RrnUjlKRklapukpXPSgVs2GInUczKagmlfUWZa71z3LyEmqnhifYwy7fhqoxK0ihW09Qu3mjlRSkrkqrKl/VLg6pTdXSKA15sRl2NTaymaw9PH4vR0WrD+6q4Qq1HtZwMJfVSysR1ise7MG9pf3BBndfr9v3WosdTl2H9X7Sh4s21hPqhzH14LRrLWVsmiR5LaPHudcaQvBa5B5MZrZeUbz+sX5qBDe5hsXYzhoP7ipVJciCB7nV4OZm1WRBWv9d1otjZB5VY7GqYKoKNZqZTK6S6xBSqF6TJfMgWyey1bL+C5YQ1/cer09QDJJVlRCiZKW4FIJpPTVfPZt5qWOymUu1FpmHw9H17C5ZsCRZdbXrq9j1cNhn69g+5+LGq1uwMY8pRTOVktfrSSRXrQpBelTu205SAwC+8LShVFSkQapBIakZV7UJyZogG3LtU+DTzofqFV0p5ZpCykFn6zgLzVyKvasWNe5JRlIDjy0kNQDgC3BplGJVHItqVjSl5CFkaRi02lcZtTljnB6q9qpFe4PauWLoJ8Gns6SQ1rPdSUNQy2kvwGMLswsAgC9sXYEKMcZeYVXrEbdwfveP/vlPPfB///YVY+5Htq54qEb7W2GcjM3ZsZ7dmD7xDd99+htfrbapMXlMg6l/lH6wDYCkBgD8R7N1+gVZKFKW9nM+Uqqqnbj7gdmffPTaxd4qktQPdbE7WGhhQ2fWaWue988rDoOstxilQE8DJDUA4PGjSqukibS+Cd+krba15SiFzVIn4yAtFloyUA+x19l+G7QK2ZpxGnsbFOtSdVSdSq0ruFj3AZDUAIDHS1LvSpKmriA10sJVg6L6C20+aId2VGl5H3moo4vmiv12Utpcp+2QNvYnGtK0XYd0sUuHMwMgqQEAj30mdVLrsixztUkrV+lSk1YfOdXcfVV6oMy7M7yPPOydtdexsTuuSa/2/Cpv1qnqpFHoFCZy86IqsVMK8Bh7wWTHDwDAI3LJq0J2FZdMjS2iRqsTLZf3frLe98lpf9DoegbqIXaaMoS6NdRZs3kxr/rrr/ITl1WFLfk8S6PLpRlJDZDUAIDHSVOPkqpUZFIMyxCqPCrbuEhlEWNdNFczTg9Nah1UlW1JY7Fm47yU1XTSMVc3XlqWzi2KwGMLV8kAgC/MpCiF6qpFMXjtSgpqVU0lqpZZ5fbEh5qNvSQNQSVoVlOqtWvC+jx2U2m0Ms0ZJoCkBgA8HrhpaDTIRxWpNvINa2xw7eW73v6Oez90Z93f3Yz7DNRDL0NCXJ3fm22dOKgaps0TXv7Sq557q3R4zsuu6YJYLgOQ1ACAx0kaSq3UejCbLBRSla2UuzHFnb3fe8uJ//2XmrIXFRmoh45bLd4EjX6sNA/MJsPJiV70tKJp8LA0bbgf7bMmHEgOPKawMSYAAABAUgMAAAAkNQAAAEBSAwAAACQ1AAAAAJIaAAAAIKkBAAAAkhoAAAAgqQEAAACQ1AAAAABJDQAAAHwJSwwBAOCRuVvvqkFms6RlozOzuu2Dzl+Y+mI5GS67kF1HHvKLwudP1rjc5Y+rYbtve/dCvfBE2zq7yOePzmzWDPKscVbaWW/q7GDSzHl2ASQ1AOBxUdSm2ipUmVSDqtQq+FhlnQZZSUHtfRu7DNRDlDxcObYbo4JmpUzag9y6ogW5FFRMI2MEkNQAgMdLUkv7oXYhNJJLJjVSUFSaD7W5MGpDcXPYe8ivqrV+7n+amZk9rsYtxOllzUn1xTQbLw6T3CnHmExuCiqBpAZIagDA4ympDxvRVU1RKpJ7UGyGI5uLE8cPDsrmXv/QpPbPT2qZ6fGV1Ds5HozDXGEhu7/kedfJghQeZ8MAkNQAAEhBmrticasWJUsqkjWNwmr+gluPppgPht2UH/6rHtLl/jgbt2wKNeRFTJ6uOzI78vTrc0zFrA2youSa0dbAY465O6MAAHgE7hqLSlS19bKPnVJLU+Yxdp7Vj8pl3Jg9LKkf77cnhrqMddDCVJKmzUFnvU2itFkVshSkKGasgccYZqkBAH8WO6zj+SQsFQZJlrpOSmngfeRhSuhisNmRYB7d4qBYpPjgbL1LVYqME/DYeplklhoA8Ihcnr3GasEPd6uo8fDWuijF6lZdgfMNHqq3UsxbWZBVWS9zqZHaKiuSSUZSAyQ1AODxoUg7qq3UKsQHI9AvzbMWyaUJ21c8fOCCapQu1bN99hpl/Z9urPsAHmv4wA4A8KcIrlpVg1QPbz00uR32okueGaOHqkklHi4p/9xpqyCFwysR3n2BxxhmqQEAj8yl7DJ5UJXczF1ymSseVrUrqTBQD0tqcwvl0mx0rLIqSR5VwuF4dYwS8NjCdTIA4JGZq1kv6wiu4DJVaZQXeTWvCjJ1LAp+uKAq9Zdmo2dRyQ5XfVQGB3jMvmAySw0AAAD8f7qUBgAAAEBSAwAAACQ1AAAAQFIDAAAAJDUAAAAAkhoAAAAgqQEAAACSGgAAAHg8ODw98bpXvJGxAAAAwKPRXW9901/tA+D0RODP67pXvPGv/DsWAHhBA74EsfADAAAAIKkBAAAAkhoAAAAgqQEAAACSGgAAAABJDQAAAJDUAAAAAEkNAAAAkNQAAAAASGoAAACApAYAAABIagAAAICkBgAAAEBSAwAAACQ1AAAAQFIDAAAAJDUAAAAAkhoAAAAgqQEAAACSGgAAACCpAQAAAJIaAAAAAEkNAAAAkNQAAAAASQ0AAACQ1AAAAABIagAAAICkBgAAAL7UmbtLuu4Vb2QsAAAA8Gh011vf9CWR1AD+TNe94o1/5d+xAMALGvAliIUfAAAAAEkNAAAAkNQAAAAASQ0AAACQ1AAAAABIagAAAICkBgAAAEhqAAAAgKQGAAAAQFIDAAAAJDUAAABAUgMAAAAkNQAAAACSGgAAACCpAQAAAJIaAAAAIKkBAAAAkNQAAAAASQ0AAACQ1AAAAABJDQAAAJDUAAAAAEhqAAAAgKQGAAAASGoAAACApAYAAABAUgMAAAAkNQAAAPClzq79mv+SUQAAAMCj111vfdNfcVK7O18GAAAA4C+MhR8AAAAASQ0AAACQ1AAAAABJDQAAAJDUAAAAAEhqAAAAgKQGAAAASGoAAACApAYAAABAUgMAAAAkNQAAAEBSAwAAACQ1AAAAAJIaAAAAIKkBAAAAkhoAAAAgqQEAAACQ1AAAAABJDQAAAJDUAAAAAEkNAAAAkNQAAAAASGoAAACApAYAAABIagAAAICkBgAAAEBSAwAAACQ1AAAAQFIDAAAAJDUAAAAAkhoAAAAgqQEAAACSGgAAACCpAQAAAJDUAAAAAEkNAAAAkNQAAAAASQ0AAACQ1AAAAABIagAAAICkBgAAAEhqAAAAgKQGAAAAQFIDAAAAJDUAAABAUgMAAAAkNQAAAACSGgAAACCpAQAAAJIaAAAAIKkBAAAAkNQAAAAASQ0AAACQ1AAAAABJDQAAAICkBgAAAEhqAAAAgKQGAAAASGoAAACApAYAAABAUgMAAAAkNQAAAEBSAwAAACQ1AAAAAJIaAAAAIKkBAAAAkhoAAAAgqQEAAACQ1AAAAABJDQAAAJDUAAAAAEkNAAAAgKQGAAAASGoAAACApAYAAABIagAAAICkBgAAAEBSAwAAACQ1AAAAQFIDAAAAJDUAAAAAkhoAAAAgqQEAAACSGgAAACCpAQAAAJDUAAAAAEkNAAAAkNQAAAAASQ0AAACApAYAAABIagAAAICkBgAAAEhqAAAAgKQGAAAAQFIDAAAAJDUAAABAUgMAAAAkNQAAAACSGgAAACCpAQAAAJIaAAAAIKkBAAAAkNQAAAAASQ0AAACQ1AAAAABJDQAAAICkBgAAAEhqAAAAgKQGAAAASGoAAAAAJDUAAABAUgMAAAAkNQAAAEBSAwAAACQ1AAAAAJIaAAAAIKkBAAAAkhoAAAAgqQEAAACQ1AAAAABJDQAAAJDUAAAAAEkNAAAAgKQGAAAASGoAAACApAYAAABIagAAAAAkNQAAAEBSAwAAACQ1AAAAQFIDAAAAJDUAAAAAkhoAAAAgqQEAAACSGgAAACCpAQAAAJDUAAAAAEkNAAAAkNQAAAAASQ0AAACApAYAAABIagAAAICkBgAAAEhqAAAAACQ1AAAAQFIDAAAAJDUAAABAUgMAAAAkNQAAAACSGgAAACCpAQAAAJIaAAAAIKkBAAAAkNQAAAAASQ0AAACQ1AAAAABJDQAAAICkBgAAAEhqAAAAgKQGAAAASGoAAAAAJDUAAABAUgMAAAAkNQAAAEBSAwAAACCpAQAAAJIaAAAAIKkBAAAAkhoAAAAgqQEAAACQ1AAAAABJDQAAAJDUAAAAAEkNAAAAgKQGAAAA/n+X1v+67hVvZCwAAACAvwBzd0YBX3TXveKNt//8DzIO+GK5+XVvvuutb2Ic8Od58eGpwlcf+MvHwg8AAACApAYAAABIagAAAICkBgAAAEhqAAAAACQ1AAAAQFIDAAAAJDUAAABAUgMAAAAgqQEAAACSGgAAACCpAQAAAJIaAAAAAEkNAAAAkNQAAAAASQ0AAACQ1AAAAABIagAAAICkBgAAAEhqAAAAgKQGAAAASGoAAAAAJDUAAABAUgMAAAAkNQAAAEBSAwAAACCpAQAAAJIaAAAAIKkBAAAAkhoAAAAASQ0AAACQ1AAAAABJDQAAAJDUAAAAAEhqAAAAgKQGAAAASGoAAACApAYAAABIagAAAAAkNQAAAEBSAwAAACQ1AAAAQFIDAAAAIKkBAAAAkhoAAAAgqQEAAIDHPnN3Sde94o2MBQAAAPAXT2rgi+u6V7zx9p//QcYBXyw3v+7Nd731TYwD/jwvPjxV+OoDf/lY+AEAAACQ1AAAAABJDQAAAJDUAAAAAEkNAAAAgKQGAAAASGoAAACApAYAAABIagAAAAAkNQAAAEBSAwAAACQ1AAAAQFIDAAAAIKkBAAAAkhoAAAAgqQEAAACSGgAAAABJDQAAAJDUAAAAAEkNAAAAkNQAAAAASQ0AAACApAYAAABIagAAAICkBgAAAEhqAAAAACQ1AAAAQFIDAAAAJDUAAADwmGbuLum6V7yRsQAAAAD+4kkNfHFd94o33v7zP8g44Ivl5te9+a63volxwJ/nxYenCl994C8fCz8AAAAAkhoAAAAgqQEAAACSGgAAACCpAQAAAJDUAAAAAEkNAAAAkNQAAAAASQ0AAACApAYAAABIagAAAICkBgAAAEhu3PX9AAAMYUlEQVRqAAAAACQ1AAAAQFIDAAAAJDUAAABAUgMAAAAgqQEAAACSGgAAACCpAQAAAJIaAAAAIKkBAAAAkNQAAAAASQ0AAACQ1AAAAABJDQD4f9u1YxvnjSgKo4/An24NO7EBFrITOmElCncCwpkqYQNshA2whwUMw8lz4AZkekAtteckSoU7BPkFAwCSGgAAJDUAAEhqAAB4aUNmRkSpzRYAAHA8qaGvUtu23OxAL+N039fZDjzy8vGoOH04n4sfAAAgqQEAQFIDAICkBgAASQ0AAEhqAACQ1AAAIKkBAEBSAwAAkhoAACQ1AABIagAAkNQAAICkBgAASQ0AAJIaAAAkNQAAIKkBAEBSAwCApAYAAEkNAACSGgAAkNQAACCpAQBAUgMAgKQGAAAkNQAASGoAAJDUAADw0obMjIhSmy0AAOB4UkNfpbZtudmBXsbpvq+zHXjk5eNRcfpwPhc/AABAUgMAgKQGAABJDQAAkhoAAJDUAAAgqQEAQFIDAICkBgAAJDUAAEhqAACQ1AAAIKkBAABJDQAAkhoAACQ1AABIagAAQFIDAICkBgAASQ0AAJIaAAAkNQAAIKkBAEBSAwCApAYAAEkNAABIagAAkNQAACCpAQDgpQ2ZGRGlNlsAAMDxpIa+Sm3bcrMDvYzTfV9nO/DIy8ej4vThfC5+AACApAYAAEkNAACSGgAAJDUAACCpAQBAUgMAgKQGAABJDQAASGoAAJDUAAAgqQEAQFIDAACSGgAAJDUAAEhqAACQ1AAAgKQGAABJDQAAkhoAACQ1AABIagAAQFIDAICkBgAASQ0AAJIaAACQ1AAAIKkBAEBSAwCApAYAACQ1AABIagAAkNQAACCpAQAASQ0AAJIaAAAkNQAASGoAAJDUAACApAYAAEkNAACSGgAAfpohMyOi1GYLAAA4ntTQV6ltW252oJdxuu/rbAceefl4VJw+nM/FDwAAkNQAACCpAQBAUgMAgKQGAAAkNQAASGoAAJDUAAAgqQEAAEkNAACSGgAAJDUAAEhqAABAUgMAgKQGAABJDQAAkhoAAJDUAAAgqQEAQFIDAICkBgAASQ0AAEhqAACQ1AAAIKkBAEBSAwAAkhoAACQ1AABIagAAeGlDZkZEqc0WAABwPKmhr1LbttzsQC/jdN/X2Q488vLxqDh9OJ+LHwAAIKkBAEBSAwCApAYAAEkNAABIagAAkNQAACCpAQBAUgMAAJIaAAAkNQAASGoAAJDUAACApAYAAEkNAACSGgAAJDUAACCpAQBAUgMAgKQGAABJDQAAkhoAAJDUAAAgqQEAQFIDAICkBgAAJDUAAEhqAACQ1AAA8NKGzIyIUpstAADgeFJDX6W2bbnZgV7G6b6vsx145OXjUXH6cD4XPwAAQFIDAICkBgAASQ0AAJIaAACQ1AAAIKkBAEBSAwCApAYAACQ1AABIagAAkNQAACCpAQAASQ0AAJIaAAAkNQAASGoAAEBSAwCApAYAAEkNAACSGgAAJDUAACCpAQBAUgMAgKQGAABJDQAASGoAAJDUAAAgqQEAQFIDAACSGgAAJDUAAEhqAACQ1AAAgKQGAABJDQAAkhoAACQ1AABIagAAQFIDAICkBgAASQ0AAJIaAAD4D4bMjIhSmy0AAOB4UkNfpbZtudmBXsbpvq+zHXjk5eNRcfpwPhc/AABAUgMAgKQGAABJDQAAkhoAAJDUAAAgqQEAQFIDAICkBgAAJDUAAEhqAACQ1AAAIKkBAABJDQAAkhoAACQ1AABIagAAQFIDAICkBgAASQ0AAJIaAAAkNQAAIKkBAEBSAwCApAYAAEkNAABIagAAkNQAACCpAQDgpQ2ZGRGlNlsAAMDxpIa+Sm3bcrMDvYzTfV9nO/DIy8ej4vThfC5+AACApAYAAEkNAACSGgAAJDUAACCpAQBAUgMAgKQGAABJDQAASGoAAJDUAAAgqQEAQFIDAACSGgAAJDUAAEhqAACQ1AAAgKQGAABJDQAAkhoAACQ1AABIagAAQFIDAICkBgAASQ0AAJIaAACQ1AAAIKkBAEBSAwDASxsyMyJKbbYAAIDjSQ19ldq25WYHehmn+77OduCRl49HxenD+Vz8AAAASQ0AAJIaAAAkNQAASGoAAEBSAwCApAYAAEkNAACSGgAAkNQAACCpAQBAUgMAgKQGAAAkNQAASGoAAJDUAAAgqQEAAEkNAACSGgAAJDUAAEhqAACQ1AAAgKQGAABJDQAAkhoAACQ1AAAgqQEAQFIDAICkBgCAlza8f3xaAQAAjid1ZloBAAAOc/EDAAAkNQAASGoAAJDUAAAgqQEAAEkNAACSGgAAJDUAAEhqAABAUgMAgKQGAABJDQAAkhoAAJDUAAAgqQEAQFIDAICkBgAAJDUAAEhqAACQ1AAAIKkBAEBSAwAAkhoAACQ1AABIagAAkNQAAICkBgAASQ0AAJIaAAAkNQAAIKkBAEBSAwCApAYAAEkNAABIagAAkNQAACCpAQBAUgMAgKQGAAAkNQAASGoAAJDUAAAgqQEAAEkNAACSGgAAJDUAAEhqAABAUgMAgKQGAABJDQAAkhoAAJDUAAAgqQEAQFIDAICkBgAAJDUAAPw/vyLiz7/+/u33P2wBAMDl7Ov89P8wZKaTAACAw1z8AAAASQ0AAJIaAAAkNQAASGoAAEBSAwCApAYAAEkNAACSGgAAkNQAACCpAQBAUgMAgKQGAAAkNQAASGoAAJDUAAAgqQEAAEkNAACSGgAAJDUAAFzZ8P7xaQUAAK5rX+cnJ3VmOgYAADjMxQ8AAJDUAAAgqQEAQFIDAICkBgAAJDUAAEhqAACQ1AAAIKkBAABJDQAAkhoAACQ1AABIagAAQFIDAICkBgAASQ0AAJIaAACQ1AAAIKkBAEBSAwCApAYAAEkNAABIagAAkNQAACCpAQBAUgMAAJIaAAAkNQAASGoAAJDUAACApAYAAEkNAACSGgAAJDUAACCpAQBAUgMAgKQGAABJDQAAkhoAAJDUAAAgqQEAQFIDAICkBgAAJDUAAEhqAACQ1AAAIKkBAABJDQAAkhoAACQ1AABIagAAQFIDAICkBgAASQ0AAJIaAACQ1AAAIKkBAEBSAwCApAYAAEkNAABIagAAkNQAACCpAQBAUgMAAJIaAAAkNQAASGoAAJDUAACApAYAAEkNAACSGgAAJDUAACCpAQBAUgMAgKQGAABJDQAAkhoAAJDUAAAgqQEAQFIDAICkBgAAJDUAAEhqAACQ1AAAIKkBAABJDQAAkhoAACQ1AABIagAAQFIDAICkBgAASQ0AAJIaAAB+uF///pTabAEAwBXt6/zcPzBkpmMA4GSltqd/AgF6cfEDAAAkNQAASGoAAJDUAAAgqQEAAEkNAACSGgAAJDUAAEhqAABAUgMAgKQGAABJDQAAkhoAAJDUAAAgqQEAQFIDAICkBgAAJDUAAEhqAACQ1AAAIKkBAEBSAwAAkhoAACQ1AABIagAAkNQAAICkBgAASQ0AAJIaAAAkNQAAIKkBAEBSAwCApAYAAEkNAABIagAAkNQAACCpAQBAUgMAgKQGAAAkNQAASGoAALigITMjotRmCwAArmhf52+R1ABwplLb0z+BAL24+AEAAJIaAAAkNQAASGoAAJDUAACApAYAAEkNAACSGgAAJDUAACCpAQBAUgMAgKQGAABJDQAASGoAAJDUAAAgqQEAQFIDAACSGgAAJDUAAEhqAACQ1AAA8GMNmRkRpTZbAABwRfs6f4ukBoAzldqe/gkE6MXFDwAAkNQAACCpAQBAUgMAgKQGAAAkNQAASGoAAJDUAAAgqQEAAEkNAACSGgAAJDUAAEhqAABAUgMAgKQGAABJDQAAkhoAAJDUAAAgqQEAQFIDAMCVDZkZEaU2WwAAcEX7On+LpAaAM5Xanv4JBOjFxQ8AAJDUAAAgqQEAQFIDAICkBgAAJDUAAEhqAACQ1AAAIKkBAABJDQAAkhoAACQ1AABIagAAQFIDAICkBgAASQ0AAJIaAACQ1AAAIKkBAEBSAwCApAYAgB9ryMyIKLXZAgCAK9rX+Vsk9dfXl8MA4DTjdN+Wmx2ALt7e3p77B1z8AAAASQ0AAJIaAAAkNQAASGoAAEBSAwCApAYAAEkNAACSGgAAkNQAACCpAQBAUgMAgKQGAAAkNQAASGoAAJDUAAAgqQEAAEkNAACSGgAAJDUAAEhqAAD4sYb3j08rAABwXfs6P/cP/APal+jVWuXHnQAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">33<span class="ls0"> </span></div></div><div class="c x1 y402 w31 h5f"><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Węgiel kamienny<span class="ff2"> </span></div></div><div class="c x16 y402 w32 h5f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">350 386,18 </div></div><div class="c x44 y402 w33 h5f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x1 y403 w31 h60"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c x16 y403 w32 h60"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">1 847 070,00<span class="ls1">**</span> </div></div><div class="c x44 y403 w33 h60"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y404 ff1 fs0 fc1 sc0 ls0 ws0">*W wolumenie uwzględniono sprzeda<span class="_ _0"></span>ż paliw ciekłych na stacjach własnych AVIA.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y405 ff2 fs0 fc1 sc0 ls1 ws0">**<span class="ff1 ls0">Z wolumenu wyłączono wartość obrotu gazem ziemnym <span class="_ _0"></span>na Towarowej Giełdzie Energii.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m2 x1 h1d y406 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-9. <span class="ff1">Skonsolidowane wolumeny w poszczególnych grupa<span class="_ _8"></span>c<span class="_ _1"></span>h asortymentowych.</span></div><div class="t m0 x46 h2 y406 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y407 ff2 fs0 fc5 sc0 ls0 ws0">Przychody <span class="ff1">ogółem </span>w podziale na segmenty [tys. PLN] </div></div><div class="c x1 y408 w35 h61"><div class="t m0 xd h2 y409 ff1 fs0 fc1 sc0 ls0 ws0">w tysiącach złotych<span class="ff2"> </span></div></div><div class="c x47 y408 w36 h61"><div class="t m0 xd h2 y40a ff2 fs0 fc1 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 xd h2 y40b ff2 fs0 fc1 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x48 y408 w37 h61"><div class="t m0 xd h2 y409 ff2 fs0 fc1 sc0 ls0 ws0">struktura % w 2024 </div></div><div class="c x49 y408 w38 h61"><div class="t m0 xd h2 y40a ff2 fs0 fc1 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 xd h2 y40b ff2 fs0 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x4a y408 w39 h61"><div class="t m0 xd h2 y409 ff2 fs0 fc1 sc0 ls0 ws0">struktura % w 2023 </div></div><div class="c x1 y40c w35 h4a"><div class="t m0 xd h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Paliwa ciekłe<span class="ff2"> </span></div></div><div class="c x47 y40c w36 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">9 464 242 </div></div><div class="c x48 y40c w37 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">67,14% </div></div><div class="c x49 y40c w38 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">8 813 602 </div></div><div class="c x4a y40c w39 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">68,39% </div></div><div class="c x1 y40d w35 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls5 ws0">LPG<span class="ls0"> </span></div></div><div class="c x47 y40d w36 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">814 037 </div></div><div class="c x48 y40d w37 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">5,77% </div></div><div class="c x49 y40d w38 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">978 170 </div></div><div class="c x4a y40d w39 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">7,60% </div></div><div class="c x1 y40e w35 h4a"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c x47 y40e w36 h4a"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">623 943 </div></div><div class="c x48 y40e w37 h4a"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">4,43% </div></div><div class="c x49 y40e w38 h4a"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">433 534 </div></div><div class="c x4a y40e w39 h4a"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">3,30% </div></div><div class="c x1 y40f w35 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Energia elektryczna </div></div><div class="c x47 y40f w36 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">379 794 </div></div><div class="c x48 y40f w37 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">2,69% </div></div><div class="c x49 y40f w38 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">396 926 </div></div><div class="c x4a y40f w39 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">3,10% </div></div><div class="c x1 y410 w35 h62"><div class="t m0 xd h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Odnawialne źródła </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">energii   </div></div><div class="c x47 y410 w36 h62"><div class="t m0 xd h2 y411 ff2 fs0 fc1 sc0 ls0 ws0">30 821 </div></div><div class="c x48 y410 w37 h62"><div class="t m0 xd h2 y411 ff2 fs0 fc1 sc0 ls0 ws0">0,22% </div></div><div class="c x49 y410 w38 h62"><div class="t m0 xd h2 y411 ff2 fs0 fc1 sc0 ls0 ws0">18 536 </div></div><div class="c x4a y410 w39 h62"><div class="t m0 xd h2 y411 ff2 fs0 fc1 sc0 ls0 ws0">0,10% </div></div><div class="c x1 y412 w35 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Stacje paliw </div></div><div class="c x47 y412 w36 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">810 608 </div></div><div class="c x48 y412 w37 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">5,75% </div></div><div class="c x49 y412 w38 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">635 309 </div></div><div class="c x4a y412 w39 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">4,90% </div></div><div class="c x1 y329 w35 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Bitumen </div></div><div class="c x47 y329 w36 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">1 497 436 </div></div><div class="c x48 y329 w37 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">10,62% </div></div><div class="c x49 y329 w38 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">1 307 795 </div></div><div class="c x4a y329 w39 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">10,10% </div></div><div class="c x1 y413 w35 h63"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Infrastruktura i </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">logistyka </div></div><div class="c x47 y413 w36 h63"><div class="t m0 xd h2 y414 ff2 fs0 fc1 sc0 ls0 ws0">267 501 </div></div><div class="c x48 y413 w37 h63"><div class="t m0 xd h2 y414 ff2 fs0 fc1 sc0 ls0 ws0">1,90% </div></div><div class="c x49 y413 w38 h63"><div class="t m0 xd h2 y414 ff2 fs0 fc1 sc0 ls0 ws0">195 854 </div></div><div class="c x4a y413 w39 h63"><div class="t m0 xd h2 y414 ff2 fs0 fc1 sc0 ls0 ws0">1,50% </div></div><div class="c x1 y415 w35 h4a"><div class="t m0 xd h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Paliwa stałe<span class="ff2"> </span></div></div><div class="c x47 y415 w36 h4a"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">181 950 </div></div><div class="c x48 y415 w37 h4a"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">1,29% </div></div><div class="c x49 y415 w38 h4a"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">85 160 </div></div><div class="c x4a y415 w39 h4a"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">0,70% </div></div><div class="c x1 y416 w35 h4a"><div class="t m0 xd h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Działalność pozostała <span class="ff2"> </span></div></div><div class="c x47 y416 w36 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">26 482 </div></div><div class="c x48 y416 w37 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,19% </div></div><div class="c x49 y416 w38 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">22 103 </div></div><div class="c x4a y416 w39 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,20% </div></div><div class="c x1 y1e9 w35 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc5 sc0 ls0 ws0">Razem </div></div><div class="c x47 y1e9 w36 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc5 sc0 ls0 ws0">14 096 814 </div></div><div class="c x48 y1e9 w37 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc5 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x49 y1e9 w38 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc5 sc0 ls0 ws0">12 886 989 </div></div><div class="c x4a y1e9 w39 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc5 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y417 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-<span class="ls1f">10</span>. Przychody <span class="ff1">ogółem</span> w podziale na segmenty [tys. PLN].</div><div class="t m0 x4b h2 y417 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 y418 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E1<span class="ls0">-1<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y419 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y41a ff1 fs0 fc1 sc0 ls0 ws0">Nakłady <span class="_ _b"> </span>inwestycyjne <span class="_ _c"> </span>poniesione <span class="_ _c"> </span>w <span class="_ _b"> </span>2024 <span class="_ _b"> </span>r.<span class="_ _1"></span> <span class="_ _b"> </span>na <span class="_ _9"> </span>działalność <span class="_ _b"> </span>związaną <span class="_ _c"> </span>z <span class="_ _b"> </span>wę<span class="_ _1"></span>glem<span class="ff2">, <span class="_ _b"> </span>gazem<span class="_ _1"></span> <span class="_ _b"> </span></span>i <span class="_ _c"> </span>ropą <span class="_ _b"> </span>naftową<span class="_ _1"></span> <span class="_ _b"> </span>zostały </div><div class="t m0 x1 h2 y310 ff1 fs0 fc1 sc0 ls0 ws0">zaprezentowane w poniższej tabeli. <span class="ff2"> </span></div></div><div class="c x1 y41b w3b h65"><div class="t m0 xd h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">Działalność <span class="ff2"> </span></div></div><div class="c x4c y41b w3c h65"><div class="t m0 x4d h2 y264 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x1 y41c w3b h66"><div class="t m0 xd h2 y41d ff2 fs0 fc1 sc0 ls0 ws0">Ropa naftowa </div></div><div class="c x4c y41c w3c h66"><div class="t m0 x4d h2 y41d ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y41e w3b h67"><div class="t m0 xd h2 y41f ff1 fs0 fc1 sc0 ls0 ws0">Paliwa stałe <span class="ff2"> </span></div></div><div class="c x4c y41e w3c h67"><div class="t m0 x4d h2 y41f ff2 fs0 fc1 sc0 ls0 ws0">103 436,78 </div></div><div class="c x1 y420 w3b h66"><div class="t m0 xd h2 y41d ff2 fs0 fc1 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c x4c y420 w3c h66"><div class="t m0 x4d h2 y41d ff2 fs0 fc1 sc0 ls0 ws0">725 494,77 </div></div><div class="c x1 y421 w3b h67"><div class="t m0 xd h2 y41f ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x4c y421 w3c h67"><div class="t m0 x4d h2 y41f ff2 fs0 fc1 sc0 ls0 ws0">828 91,55 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y422 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-11<span class="ff1">. Nakłady inwestycyjne </span>[<span class="ff1 ls20">zł</span>] <span class="ff1">poniesione w 2024 r. na działalność związaną z węglem</span>, gazem <span class="ff1">i ropą </span></div><div class="t m2 x1 h1d y423 ff1 fs5 fc1 sc0 ls0 ws0">naftową.<span class="ff2 fc5"> </span></div><div class="t m0 x1 h2 y195 ff2 fs0 fc1 sc0 ls0 ws0">C<span class="ff1">zynniki <span class="_ _a"></span>mające <span class="_ _4"></span>wpływ <span class="_ _4"></span>na <span class="_ _4"></span>te <span class="_ _4"> </span>wyniki<span class="_ _1"></span></span> <span class="_ _a"></span><span class="ff1">or<span class="_ _1"></span>az <span class="_ _4"></span>komentarz <span class="_ _4"></span>do <span class="_ _4"></span>wyników<span class="_ _1"></span></span> <span class="_ _a"></span><span class="ff1">zostały <span class="_ _4"></span>opisane <span class="_ _4"></span>w <span class="_ _4"></span>Sprawozdaniu <span class="_ _4"> </span>z <span class="_ _4"> </span>działalności </span></div><div class="t m0 x1 h2 y424 ff1 fs0 fc1 sc0 ls0 ws0">Zarządu Grupy U<span class="ff2">NIMOT i UNIMOT S.A. za 2024 r. </span></div><div class="t m0 x1 h2 y425 ff1 fs0 fc0 sc0 ls0 ws0">Lokalizacja kluczowych aktywów Grupy UNIMOT<span class="ff2"> </span></div><div class="t m0 x1 h2 y356 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>posiada <span class="_ _4"> </span>je<span class="_ _1"></span>dnostki <span class="_ _4"></span>biznesowe <span class="_ _5"> </span>na <span class="_ _5"> </span>terenie <span class="_ _5"> </span>całego <span class="_ _4"> </span>kraju. <span class="_ _b"> </span>Na <span class="_ _4"> </span>poniższej <span class="_ _5"> </span>grafice<span class="_ _1"></span><span class="ff2"> <span class="_ _4"> </span>zaznaczono <span class="_ _5"> </span>kluczowe </span></div><div class="t m0 x1 h2 y426 ff2 fs0 fc1 sc0 ls0 ws0">aktywa Grupy. </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x4e y427 w3d h68" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">34<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4f h2 y428 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y429 ff2 fs5 fc1 sc0 ls0 ws0">Grafika 1-2. Kluczowe aktywa Grupy UNIMOT w 2024 roku.  </div><div class="t m0 x1 h2 y42a ff1 fs0 fc1 sc0 ls0 ws0">Na poniższej grafice zaprezentowano stacje paliw AVIA.<span class="ff2"> </span></div><div class="t m2 x50 h1d y390 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x9 y42b w9 h69" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">35<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y6 ff2 fs5 fc1 sc0 ls0 ws0">Grafika 1-3<span class="ff1">. Lokalizacje stacji paliw AVIA zarządzanych w <span class="_ _0"></span>syste<span class="_ _1"></span>mie CODO oraz <span class="_ _0"></span>DOFO w 2024 roku. <span class="ff2"> </span></span></div><div class="t m0 x1 h2 y7 ff2 fs0 fc5 sc0 ls0 ws0">Pracownicy Grupy UNIMOT w podziale na miejsce wykonywania p<span class="_ _0"></span>racy<span class="_ _1"></span> </div></div><div class="c x1 y42c w3e h31"><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Bolesławiec<span class="ff2"> </span></div></div><div class="c x1b y42c w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">22<span class="ls0"> </span></div></div><div class="c x1 y42d w3e h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Cluj Napoca </div></div><div class="c x1b y42d w3f h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 y42e w3e h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Czechowice-Dziedzice </div></div><div class="c x1b y42e w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">201<span class="ls0"> </span></div></div><div class="c x1 y42f w3e h2b"><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Częstochowa<span class="ff2"> </span></div></div><div class="c x1b y42f w3f h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">156<span class="ls0"> </span></div></div><div class="c x1 y430 w3e h31"><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Gdańsk<span class="ff2"> </span></div></div><div class="c x1b y430 w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">209<span class="ls0"> </span></div></div><div class="c x1 y431 w3e h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Gutkowo </div></div><div class="c x1b y431 w3f h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x1 y432 w3e h31"><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Jasło<span class="ff2"> </span></div></div><div class="c x1b y432 w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">119<span class="ls0"> </span></div></div><div class="c x1 y1df w3e h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Katowice </div></div><div class="c x1b y1df w3f h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">29<span class="ls0"> </span></div></div><div class="c x1 y326 w3e h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Kaunas </div></div><div class="c x1b y326 w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 y433 w3e h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Kawice </div></div><div class="c x1b y433 w3f h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">3 </div></div><div class="c x1 y434 w3e h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Kielce </div></div><div class="c x1b y434 w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 y435 w3e h6a"><div class="t m0 xb h2 y436 ff1 fs0 fc1 sc0 ls0 ws0">Kijów<span class="ff2"> </span></div></div><div class="c x1b y435 w3f h6a"><div class="t m0 xb h2 y436 ff2 fs0 fc1 sc0 ls0 ws0">6 </div></div><div class="c x1 y306 w3e h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Koluszki </div></div><div class="c x1b y306 w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x1 y437 w3e h2b"><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Kraków<span class="ff2"> </span></div></div><div class="c x1b y437 w3f h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">8 </div></div><div class="c x1 y438 w3e h31"><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Mława<span class="ff2"> </span></div></div><div class="c x1b y438 w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">9 </div></div><div class="c x1 y439 w3e h2b"><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Piotrków Trybunalski<span class="ff2"> </span></div></div><div class="c x1b y439 w3f h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">26<span class="ls0"> </span></div></div><div class="c x1 y43a w3e h31"><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Płock<span class="ff2"> </span></div></div><div class="c x1b y43a w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 y43b w3e h2b"><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Poznań<span class="ff2"> </span></div></div><div class="c x1b y43b w3f h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">19<span class="ls0"> </span></div></div><div class="c x1 y43c w3e h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Pyrzowice </div></div><div class="c x1b y43c w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x1 y43d w3e h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Rypin </div></div><div class="c x1b y43d w3f h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">9 </div></div><div class="c x1 y43e w3e h31"><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Sędziszów Małopolski<span class="ff2"> </span></div></div><div class="c x1b y43e w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x1 y43f w3e h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Szanghaj </div></div><div class="c x1b y43f w3f h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 y440 w3e h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Szczecin </div></div><div class="c x1b y440 w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c x1 y441 w3e h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c x1b y441 w3f h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">195<span class="ls0"> </span></div></div><div class="c x1 y1bb w3e h31"><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Wrocław<span class="ff2"> </span></div></div><div class="c x1b y1bb w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 y442 w3e h6a"><div class="t m0 xb h2 y443 ff2 fs0 fc1 sc0 ls0 ws0">Zawadzkie </div></div><div class="c x1b y442 w3f h6a"><div class="t m0 xb h2 y443 ff2 fs0 fc1 sc0 ls1 ws0">35<span class="ls0"> </span></div></div><div class="c x1 y444 w3e h31"><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Żywiec<span class="ff2"> </span></div></div><div class="c x1b y444 w3f h31"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">3 </div></div><div class="c x1 y445 w3e h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">SUMA </div></div><div class="c x1b y445 w3f h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">1 117 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y446 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-12<span class="ff1">. Liczba pracowników </span>Grupy UNIMOT w podziale na miejsce wykonywania p<span class="_ _0"></span>racy.</div><div class="t m0 x51 h2 y446 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xa hf y447 ff2 fs1 fc7 sc0 ls0 ws0">1.4.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Model biznesowy i łańcuc<span class="_ _8"></span>h wartości<span class="ff2"> </span></span></span></div></div><div class="c x1 y448 w8 h6b"><div class="t m0 xb h2 y449 ff2 fs0 fc5 sc0 ls0 ws0">SBM-1<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1f3 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1f4 ff2 fs0 fc5 sc0 ls0 ws0">Model biznesowy Grupy UNIMOT </div><div class="t m0 x1 h2 y44a ff1 fs0 fc1 sc0 ls0 ws0">Model <span class="_ _17"> </span>biznesowy <span class="_ _19"> </span>Grupy<span class="_ _1"></span> <span class="_ _17"> </span>opiera <span class="_ _19"> </span>się<span class="_ _1"></span> <span class="_ _17"> </span>na <span class="_ _19"> </span>zarządzaniu <span class="_ _17"> </span>w <span class="_ _17"> </span>oparciu <span class="_ _17"> </span>o <span class="_ _17"> </span><span class="ff2">wydzielone <span class="_ _17"> </span>segmenty <span class="_ _17"> </span>operacyjne<span class="_ _1"></span></span>, <span class="_ _17"> </span>które </div><div class="t m0 x1 h2 y44b ff1 fs0 fc1 sc0 ls0 ws0">scharakteryzowano w części 1.3.1. niniejszego Sprawozdania.<span class="ff2">  </span></div><div class="t m0 x1 h2 y44c ff1 fs0 fc1 sc0 ls0 ws0">U podstaw modelu biznesowego Grupy UNIMOT leżą<span class="_ _0"></span>:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y44d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Budowa wartości Grupy <span class="ff2">(operacyjnej i finansowej) dla jej interesariuszy; </span></span></span></div><div class="t m0 xa h11 y44e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wartości korporacyjne;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y44f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Misja i wizja; </span></span></div><div class="t m0 xa h11 y450 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zarządzanie ryzykiem i wykorzystywaniem szans.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y451 ff1 fs0 fc1 sc0 ls0 ws0">Model <span class="_ _8"></span>biznesowy <span class="_ _8"></span>Grupy <span class="_ _7"></span>UNIM<span class="_ _1"></span>OT <span class="_ _8"></span>wpisuje <span class="_ _8"></span>się <span class="_ _8"></span>w <span class="_ _8"></span>globalne <span class="_ _8"></span>trendy <span class="_ _8"></span>dotyczące <span class="_ _8"></span>rosnącej <span class="_ _8"></span>roli <span class="_ _8"></span>energetyki opartej <span class="_ _7"></span>na <span class="_ _8"></span>źródłach </div><div class="t m0 x1 h2 y452 ff2 fs0 fc1 sc0 ls0 ws0">odnawialnych<span class="ff1">, <span class="_ _7"></span>dystrybuc<span class="_ _1"></span>ji <span class="_ _7"></span>zaaw<span class="_ _1"></span>ansowanych <span class="_ _8"></span>paliw <span class="_ _7"></span>i <span class="_ _0"></span>biopaliw, <span class="_ _8"></span>z <span class="_ _8"></span>jednoczesną <span class="_ _8"></span>przebudową dotychczasowej <span class="_ _8"></span>działalności, </span></div><div class="t m0 x1 h2 yc9 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _6"></span>której <span class="_ _1"></span>inno<span class="_ _1"></span>wacyjność <span class="_ _6"></span>i <span class="_ _1"></span>w<span class="_ _1"></span>ykorzystanie <span class="_ _1"></span>now<span class="_ _1"></span>ych <span class="_ _1"></span>tec<span class="_ _1"></span>hnologii <span class="_ _1"></span>wpisuj<span class="_ _1"></span>ą<span class="ff2"> <span class="_ _1"></span></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _6"></span>długofalowy <span class="_ _1"></span>ce<span class="_ _1"></span>l <span class="_ _1"></span>os<span class="_ _1"></span>iągnięcia <span class="_ _1"></span>neutralności </div><div class="t m0 x1 h2 y453 ff2 fs0 fc1 sc0 ls0 ws0">klimatycznej Grupy do 2050 roku. </div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">36<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc5 sc0 ls0 ws0">Łańcuch wartości Grupy UNIMOT<span class="ff2 fc1"> </span></div><div class="t m0 x1 h2 y229 ff1 fs0 fc1 sc0 ls0 ws0">Łańcuch <span class="_ _1"></span>wartości Grupy UNIMOT <span class="_ _1"></span>został <span class="_ _1"></span>wypracowany na po<span class="_ _1"></span>dstawie analizy <span class="_ _1"></span>kapitałów <span class="_ _1"></span>Grupy, modelu <span class="_ _1"></span>biznesowego, </div><div class="t m0 x1 h2 y22a ff1 fs0 fc1 sc0 ls0 ws0">wyników<span class="ff2"> <span class="_ _5"> </span>finansowych</span>, <span class="_ _5"> </span>re<span class="_ _1"></span>zultatów <span class="_ _4"></span>operacyjnych <span class="_ _5"> </span>oraz <span class="_ _b"> </span>działalności <span class="_ _5"> </span>poszczególnych <span class="_ _5"> </span>segmentów<span class="_ _1"></span><span class="ff2"> <span class="_ _5"> </span></span>wchodzących <span class="_ _5"> </span>w <span class="_ _5"> </span>jej </div><div class="t m0 x1 h2 y22b ff1 fs0 fc1 sc0 ls0 ws0">skład. Podstawową częścią łańcucha wartości są <span class="_ _8"></span>proc<span class="_ _1"></span>esy operacyjne w Grupie <span class="_ _0"></span>UNIMOT, czyli wszystko, co dzieje się </div><div class="t m0 x1 h2 y254 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _1"></span>Grupie <span class="_ _1"></span>o<span class="_ _1"></span>d <span class="_ _1"></span>momentu <span class="_ _1"></span>zakupu <span class="_ _6"></span>towarów, <span class="_ _6"></span>surowców <span class="_ _6"></span>i <span class="_ _1"></span>usług <span class="_ _1"></span> <span class="_ _6"></span>od <span class="_ _1"></span>ich <span class="_ _6"></span>dostawców, <span class="_ _6"></span>aż <span class="_ _1"></span>po <span class="_ _6"></span>dostarczenie <span class="_ _a"></span><span class="ff2">ich <span class="_ _6"></span></span>do <span class="_ _1"></span>klientów. </div><div class="t m0 x1 h2 y255 ff2 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _1"></span><span class="ff1">wyższy <span class="_ _6"></span>poziom</span> <span class="_ _6"></span><span class="ff1">łańcuc<span class="_ _1"></span>ha <span class="_ _1"></span>wartości, <span class="_ _6"></span>czyli <span class="_ _6"></span>tzw. <span class="_ _1"></span>ups<span class="_ _1"></span>tream, <span class="_ _1"></span>składają <span class="_ _1"></span>się <span class="_ _6"></span>operacje<span class="_ _1"></span> <span class="_ _1"></span>prowadzone <span class="_ _6"></span>przez <span class="_ _1"></span>inne<span class="_ _1"></span> <span class="_ _1"></span>podmioty, </span></div><div class="t m0 x1 h2 y256 ff1 fs0 fc1 sc0 ls0 ws0">dostawców towarów <span class="_ _1"></span>i podwykonawców usług<span class="_ _1"></span>, ale też takie <span class="_ _1"></span>działania, jak np. <span class="_ _1"></span>transport tow<span class="_ _1"></span>arów do Grupy UNIMOT, </div><div class="t m0 x1 h2 y257 ff2 fs0 fc1 sc0 ls0 ws0">wytwarzanie <span class="_ _6"></span>ene<span class="_ _1"></span>rgii <span class="_ _6"></span>elektryczne<span class="_ _1"></span>j <span class="_ _6"></span>kupowanej <span class="_ _a"></span>przez <span class="_ _6"></span>Gru<span class="_ _1"></span><span class="ff1">pę <span class="_ _a"></span>lub <span class="_ _a"></span>dostarczanie <span class="_ _6"></span>wody <span class="_ _a"></span>niezbędne<span class="_ _1"></span>j <span class="_ _6"></span>do <span class="_ _a"></span>produkcji. <span class="_ _6"></span>Do<span class="_ _1"></span> <span class="_ _6"></span>tzw. </span></div><div class="t m0 x1 h2 y36e ff1 fs0 fc1 sc0 ls0 ws0">downstream <span class="_ _8"></span>należy <span class="_ _0"></span>wszystko, co <span class="_ _7"></span>dzieje się <span class="_ _8"></span>z <span class="_ _8"></span>produkte<span class="_ _1"></span>m, <span class="_ _8"></span>gdy <span class="_ _0"></span>opuści <span class="_ _8"></span>on Grupę <span class="_ _7"></span>UNIMOT. Wśród <span class="_ _8"></span>tych <span class="_ _8"></span>eta<span class="_ _1"></span>pów <span class="_ _8"></span>łańcucha </div><div class="t m0 x1 h2 y205 ff1 fs0 fc1 sc0 ls0 ws0">wartości mieści się transport produktów do k<span class="_ _8"></span>l<span class="_ _1"></span>ientów, dystrybucja, faza użytkowania i końca cyklu życia produktu.<span class="ff2"> </span></div><div class="t m0 x1 h2 y206 ff1 fs0 fc1 sc0 ls0 ws0">Model <span class="_ _19"> </span>łańcucha <span class="_ _d"> </span>w<span class="_ _1"></span>artości <span class="_ _19"> </span>jest <span class="_ _d"> </span>wykorzystywany <span class="_ _19"> </span>w <span class="_ _d"> </span>proc<span class="_ _1"></span>esach <span class="_ _19"> </span>kalkulacji <span class="_ _d"> </span>emisji <span class="_ _19"> </span>gazów <span class="_ _19"> </span>cieplarnianych, <span class="_ _19"> </span>analizy </div><div class="t m0 x1 h2 y207 ff1 fs0 fc1 sc0 ls0 ws0">wzajemnych wpływów Grupy UNIMOT i otoczenia, analizy <span class="_ _0"></span>ryzyka oraz odporności modelu biznesowego Grupy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y304 ff1 fs0 fc1 sc0 ls0 ws0">Łańcuch wartości Grupy UNIMOT został przedstawiony na p<span class="_ _0"></span>oniższej grafice.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w1d h3f" ><div class="pc pc25 w1d h3f"><img class="bi x2b y454 w40 h6c" alt="" 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class="c x0 y0 w1f h3f"><div class="t m0 x21 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x21 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x22 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">37<span class="ls0"> </span></div></div><div class="c x0 y0 w1f h3f"><div class="t m0 x52 h2 y455 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x21 h1d y456 ff2 fs5 fc1 sc0 ls0 ws0">Grafika 1-4<span class="ff1">. Łańcuch wartości Grupy UNIMOT.</span></div><div class="t m0 x53 h2 y456 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x9 y1a1 w9 h6d" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">38<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc1 sc0 ls0 ws0">Z <span class="_ _c"> </span>uwagi <span class="_ _c"> </span>na <span class="_ _9"> </span>to, <span class="_ _c"> </span>że <span class="_ _9"> </span>poszczególne <span class="_ _9"> </span>segmenty <span class="_ _c"> </span>Grupy <span class="_ _c"> </span>UNIMO<span class="_ _1"></span>T <span class="_ _c"> </span>mają <span class="_ _9"> </span>różne <span class="_ _9"> </span><span class="ff2">profile <span class="_ _c"> </span></span>działalnoś<span class="_ _1"></span>ci<span class="ff2">, <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span></span>poniższej <span class="_ _c"> </span>tabeli </div><div class="t m0 x1 h2 ycc ff1 fs0 fc1 sc0 ls0 ws0">przedstawiono <span class="_ _a"></span>sche<span class="_ _1"></span>mat <span class="_ _a"></span>łańcucha <span class="_ _a"></span>wartości <span class="_ _4"></span>z <span class="_ _a"></span>podziałem <span class="_ _4"></span>na <span class="_ _a"></span>s<span class="_ _1"></span>egmenty <span class="_ _a"></span>oraz <span class="_ _a"></span>opisem <span class="_ _4"></span>zachodzących <span class="_ _a"></span>tam <span class="_ _4"></span>procesów <span class="_ _a"></span>w </div><div class="t m0 x1 h2 y1ff ff2 fs0 fc1 sc0 ls0 ws0">strumieniach upstream i downstream. </div></div><div class="c x1 y457 w8 h2b"><div class="t m0 xb h2 y9 ff1 fs0 fc5 sc0 ls0 ws0">Paliwa ciekłe<span class="ff2"> </span></div></div><div class="c x1 y3e8 w41 h6e"><div class="t m0 xb h2 y458 ff2 fs0 fc1 sc0 ls0 ws0">Upstream N-0 </div><div class="t m0 xb h2 y459 ff1 fs0 fc1 sc0 ls0 ws0">Wyższy szczebel łańcucha wartości<span class="ff2"> </span></div></div><div class="c x54 y3e8 w42 h6e"><div class="t m0 xb h2 y458 ff1 fs0 fc1 sc0 ls0 ws0">Dostawcy towarów i surowców:<span class="ff2"> </span></div><div class="t m0 xb h11 y459 ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Międzynarodowi traderzy paliw,<span class="ff2"> </span></span></span></div><div class="t m0 xb h11 y45a ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Międzynarodowe koncerny paliwowe,<span class="ff2"> </span></span></span></div><div class="t m0 xb h11 y2eb ff2 fs0 fc1 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Firmy paliwowe oraz rafinerie działające w Polsce,<span class="ff2"> </span></span></span></div><div class="t m0 xb h11 y45b ff2 fs0 fc1 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff2">Rafinerie<span class="_ _1"></span> w Niemczech, </span></span></div><div class="t m0 xb h11 y45c ff2 fs0 fc1 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff2">Polscy producenci <span class="ff1">biokomponentów,</span> </span></span></div><div class="t m0 xb h11 y45d ff2 fs0 fc1 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Dostawy <span class="_ _1d"> </span>pakietów <span class="_ _1d"> </span>barwiąco<span class="ff2">-</span>znakujących <span class="_ _1d"> </span><span class="ff2">- <span class="_ _1d"> </span>polscy <span class="_ _1d"> </span>i <span class="_ _1d"> </span>niemieccy </span></span></span></div><div class="t m0 x17 h2 y45e ff2 fs0 fc1 sc0 ls0 ws0">producenci. </div><div class="t m0 xb h11 y45f ff2 fs0 fc1 sc0 ls1 ws0">7.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff2">W  zakresie  paliw  lotniczych <span class="_ _9"> </span>JET  A-1,  JP8,  F-34  i  AVGAS  p<span class="_ _8"></span>o<span class="_ _1"></span>lskie </span></span></div><div class="t m0 x17 h2 y460 ff2 fs0 fc1 sc0 ls0 ws0">rafinerie. </div><div class="t m0 xb h2 y461 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y462 ff1 fs0 fc1 sc0 ls0 ws0">Kierunki <span class="_ _8"></span>importu: Bliski <span class="_ _8"></span>Ws<span class="_ _1"></span>chód, <span class="_ _8"></span>Kraje Skandynawskie, <span class="_ _8"></span>Nie<span class="_ _1"></span>mcy<span class="ff2 ls2">, <span class="ls0">ARA, <span class="_ _8"></span>USA. </span></span></div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y464 ff2 fs0 fc1 sc0 ls0 ws0">Logistyka <span class="_ _a"></span>p<span class="_ _1"></span>ierwotna <span class="_ _4"></span><span class="ff1">–</span> <span class="_ _4"></span>z<span class="ff1">wiązana <span class="_ _4"></span>z <span class="_ _4"></span>transportem <span class="_ _4"></span>paliw <span class="_ _4"></span>w <span class="_ _4"></span>dużych <span class="_ _4"></span>ilościach<span class="_ _1"></span></span> </div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">(import <span class="_ _19"> </span>paliw <span class="_ _19"> </span>przez<span class="_ _1"></span> <span class="_ _19"> </span>Grupę <span class="_ _17"> </span>UNIMOT). <span class="_ _19"> </span>Odbywa <span class="_ _19"> </span>się <span class="_ _17"> </span>drogą <span class="_ _19"> </span>morską <span class="_ _17"> </span><span class="ff2">- </span></div><div class="t m0 xb h2 y1d3 ff1 fs0 fc1 sc0 ls0 ws0">tankowcami, <span class="_ _7"></span>kolejową, <span class="_ _8"></span>również <span class="_ _7"></span>za <span class="_ _8"></span>pomocą <span class="_ _8"></span>spółki <span class="_ _7"></span>O<span class="_ _1"></span>lavion <span class="_ _7"></span>oraz <span class="_ _8"></span>transportem </div><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">drogowym.<span class="fc5"> </span></div></div><div class="c x1 y465 w41 h6f"><div class="t m0 xb h2 y1d8 ff1 fs0 fc5 sc0 ls0 ws0">Działalność operacyjna w ramach </div><div class="t m0 xb h2 y9 ff2 fs0 fc5 sc0 ls0 ws0">segmentu </div></div><div class="c x54 y465 w42 h6f"><div class="t m0 xb h2 y1d8 ff2 fs0 fc5 sc0 ls0 ws0">Hurtowa <span class="_ _c"> </span>i <span class="_ _c"> </span><span class="ff1">detaliczna <span class="_ _c"> </span>sprzedaż <span class="_ _c"> </span>oleju <span class="_ _9"> </span>napędowego, <span class="_ _c"> </span>opałowego, <span class="_ _c"> </span>benzyn, </span></div><div class="t m0 xb h2 y9 ff1 fs0 fc5 sc0 ls0 ws0">biopaliw, paliwa żeglugowego i p<span class="_ _0"></span>aliwa lotniczego.<span class="ff2"> </span></div></div><div class="c x1 y466 w41 h70"><div class="t m0 xb h2 y467 ff2 fs0 fc1 sc0 ls0 ws0">Downstream N-0 </div><div class="t m0 xb h2 y468 ff1 fs0 fc1 sc0 ls0 ws0">Niższy szczebel łańcucha wartości<span class="ff2 fc5"> </span></div></div><div class="c x54 y466 w42 h70"><div class="t m0 xb h2 y467 ff2 fs0 fc1 sc0 ls0 ws0">Eksport, np. do Ukrainy, Czech. </div><div class="t m0 xb h2 y468 ff1 fs0 fc1 sc0 ls0 ws0">Koncerny paliwowe działające w Polsce, <span class="ff2"> </span></div><div class="t m0 xb h2 y469 ff1 fs0 fc1 sc0 ls0 ws0">Sieci handlowe prowadzące detaliczną <span class="_ _8"></span>s<span class="_ _1"></span>przedaż paliw, <span class="ff2"> </span></div><div class="t m0 xb h2 y46a ff2 fs0 fc1 sc0 ls0 ws0">Operatorzy Kart Flotowych, </div><div class="t m0 xb h2 y46b ff2 fs0 fc1 sc0 ls0 ws0">Odbiorcy <span class="_ _7"></span>krajowi <span class="_ _8"></span>- <span class="_ _7"></span><span class="ff1">hurtow<span class="_ _1"></span>nicy, <span class="_ _7"></span>niezależne <span class="_ _8"></span>stacje <span class="_ _8"></span>paliw, <span class="_ _7"></span>firmy <span class="_ _7"></span>t<span class="_ _1"></span>ransportowe, </span></div><div class="t m0 xb h2 y46c ff1 fs0 fc1 sc0 ls0 ws0">spółki skarbu państwa (np. p<span class="_ _0"></span>rze<span class="_ _1"></span>dsiębiorstwo komunikacji <span class="_ _0"></span>miejskiej).<span class="ff2"> </span></div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0">Linie lotnicze. </div><div class="t m0 xb h2 y464 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">Klient wewnętrzny: <span class="ff2"> </span></div><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Ukraina - <span class="ff1">obrót eksportowy</span>. </div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Własne stacje paliw AVIA.<span class="ff2"> </span></div></div><div class="c x1 y46e w41 h6f"><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">Downstream N-1 </div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Niższy szczebel łańcucha wartości<span class="ff2"> </span></div></div><div class="c x54 y46e w42 h6f"><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">Indywidualni i flotowi klienci stacji paliw. </div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Stacje benzynowe, które dzierżawi UNIMOT S.A. p<span class="_ _0"></span>od mar<span class="_ _1"></span>ką AVIA<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y46f ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y7a w8 h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc5 sc0 ls0 ws0">Gaz <span class="ls5">LPG</span> </div></div><div class="c x1 y470 w41 h70"><div class="t m0 xb h2 y45d ff2 fs0 fc1 sc0 ls0 ws0">Upstream N-0 </div><div class="t m0 xb h2 y471 ff1 fs0 fc1 sc0 ls0 ws0">Wyższy szczebel łańcucha wartości<span class="ff2"> </span></div></div><div class="c x54 y470 w42 h70"><div class="t m0 xb h2 y45d ff1 fs0 fc1 sc0 ls0 ws0">Dostawcy towarów:<span class="ff2"> </span></div><div class="t m0 xb h2 y471 ff1 fs0 fc1 sc0 ls0 ws0">Międzynarodowe koncerny i firmy traderskie.<span class="ff2"> </span></div><div class="t m0 xb h2 y45f ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y460 ff2 fs0 fc1 sc0 ls0 ws0">Kierunki <span class="_ _24"> </span>importu: <span class="_ _1d"> </span>Kraje <span class="_ _24"> </span>Sk<span class="_ _1"></span>andynawskie, <span class="_ _24"> </span>Niemcy, <span class="_ _1d"> </span>ARA, <span class="_ _24"> </span>Ros<span class="_ _1"></span>ja <span class="_ _24"> </span>(do </div><div class="t m0 xb h2 y472 ff1 fs0 fc1 sc0 ls0 ws0">20.12.2024), Litwa, Łotwa, Kazahstan.<span class="ff2"> </span></div><div class="t m0 xb h2 y462 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0">Logistyka <span class="_ _a"></span>pierwotna <span class="_ _a"></span><span class="ff1">–</span> <span class="_ _a"></span><span class="ff1">związana <span class="_ _a"></span>z <span class="_ _a"></span>transportem <span class="_ _a"></span>paliw <span class="_ _a"></span>w <span class="_ _a"></span>dużych <span class="_ _a"></span>ilościach. </span></div><div class="t m0 xb h2 y473 ff1 fs0 fc1 sc0 ls0 ws0">Odbywa <span class="_ _4"></span>się <span class="_ _5"> </span>drogą <span class="_ _4"></span>morską <span class="_ _5"> </span><span class="ff2">-<span class="_ _1"></span> <span class="_ _4"></span></span>tankowcami, <span class="_ _5"> </span>kolejową, <span class="_ _4"></span>również <span class="_ _5"> </span>za <span class="_ _5"> </span>pomocą </div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">spółki Olavion oraz transportem drogowym.<span class="ff2"> </span></div><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Usługi magazynowania i przeładunku<span class="ff2">. </span></div></div><div class="c x1 y474 w41 h71"><div class="t m0 xb h2 y1d3 ff1 fs0 fc5 sc0 ls0 ws0">Działalność operacyjna w ramach </div><div class="t m0 xb h2 y9 ff2 fs0 fc5 sc0 ls0 ws0">segmentu </div></div><div class="c x54 y474 w42 h71"><div class="t m0 xb h2 y1d3 ff1 fs0 fc5 sc0 ls0 ws0">Hurtowa i detaliczna sprzedaż gazu płynnego (LP<span class="_ _0"></span>G).<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x9 yf9 w9 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">39<span class="ls0"> </span></div></div><div class="c x1 y475 w41 h72"><div class="t m0 xb h2 y468 ff2 fs0 fc1 sc0 ls0 ws0">Downstream N-0 </div><div class="t m0 xb h2 y476 ff1 fs0 fc1 sc0 ls0 ws0">Niższy szczebel łańcucha wartości<span class="ff2 fc5"> </span></div></div><div class="c x54 y475 w42 h72"><div class="t m0 xb h2 y468 ff2 fs0 fc1 sc0 ls0 ws0">Klienci: </div><div class="t m0 xb h2 y476 ff1 fs0 fc1 sc0 ls0 ws0">Koncerny paliwowe działające w <span class="ff2">Polsce. </span></div><div class="t m0 xb h2 y477 ff1 fs0 fc1 sc0 ls0 ws0">Sieci handlowe prowadzące detaliczną <span class="_ _8"></span>s<span class="_ _1"></span>przedaż paliw.<span class="ff2"> </span></div><div class="t m0 xb h2 y472 ff2 fs0 fc1 sc0 ls0 ws0">W Ukrainie - <span class="ff1">odbiorcy hurtowi (importerzy ukra<span class="_ _8"></span>ińs<span class="_ _1"></span>cy).<span class="ff2"> </span></span></div><div class="t m0 xb h2 y462 ff1 fs0 fc1 sc0 ls0 ws0">Odbiorcy krajowi indywidualni i hurtowi, niezależne stacje pali<span class="_ _8"></span>w<span class="_ _1"></span>.<span class="ff2"> </span></div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y473 ff1 fs0 fc1 sc0 ls0 ws0">Logistyka w<span class="_ _1"></span>tórna <span class="_ _1"></span><span class="ff2">- <span class="_ _6"></span></span>związana <span class="_ _1"></span>z <span class="_ _6"></span>dostawami <span class="_ _1"></span>towarów <span class="_ _1"></span>do <span class="_ _6"></span>klientów <span class="_ _6"></span><span class="ff2">- <span class="_ _1"></span></span>głów<span class="_ _1"></span>nie </div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">do stacji benzynowych. Dominuje transport kołowy.<span class="ff2"> </span></div><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Kierunki eksportu:  Ukraina<span class="_ _0"></span>, Czec<span class="_ _1"></span>hy, Bułgaria, Serbia<span class="_ _0"></span>, Węgry, Niemcy<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y478 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y479 w8 h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc5 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c x1 y47a w41 h6f"><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">Upstream N-1 </div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Wyższy szczebel łańcucha wartości<span class="ff2"> </span></div></div><div class="c x54 y47a w42 h6f"><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">Dostawcy <span class="ff1">gazu do Towarowej Giełdy Energii</span>.<span class="fc5"> </span></div></div><div class="c x1 y47b w41 h70"><div class="t m0 xb h2 y47c ff2 fs0 fc1 sc0 ls0 ws0">Upstream N-0 </div><div class="t m0 xb h2 y47d ff1 fs0 fc1 sc0 ls0 ws0">Wyższy szczebel łańcucha wartości<span class="ff2"> </span></div></div><div class="c x54 y47b w42 h70"><div class="t m0 xb h2 y47c ff1 fs0 fc1 sc0 ls0 ws0">Dostawcy towarów:<span class="ff2"> </span></div><div class="t m0 xb h2 y47d ff1 fs0 fc1 sc0 ls0 ws0">1. Towarowa Giełda Energii,  <span class="ff2"> </span></div><div class="t m0 xb h2 y476 ff1 fs0 fc1 sc0 ls0 ws0">2. Dostawcy w ramach kontraktów OTC.<span class="ff2"> </span></div><div class="t m0 xb h2 y477 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y472 ff1 fs0 fc1 sc0 ls0 ws0">Dostawcy usług:<span class="ff2"> </span></div><div class="t m0 xb h2 y47e ff1 fs0 fc1 sc0 ls0 ws0">1. Transport gazu w postaci LNG, transport k<span class="_ _8"></span>o<span class="_ _1"></span>łowy cysternami.<span class="ff2"> </span></div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">2. Wykonawcy przyłączy i gazociągów, <span class="ff2"> </span></div><div class="t m0 xb h2 y473 ff1 fs0 fc1 sc0 ls0 ws0">3. Podmioty wykonujące usługi specjalistyczne.<span class="ff2"> </span></div><div class="t m0 xb h2 y1d7 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">Dostawcy materiałów:<span class="ff2"> </span></div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Zewnętrzne podmioty.<span class="ff2 fc5"> </span></div></div><div class="c x1 y47f w41 h73"><div class="t m0 xb h2 y480 ff1 fs0 fc5 sc0 ls0 ws0">Działalność operacyjna w ramach </div><div class="t m0 xb h2 y481 ff2 fs0 fc5 sc0 ls0 ws0">segmentu </div></div><div class="c x54 y47f w42 h73"><div class="t m0 xb h2 y480 ff1 fs0 fc5 sc0 ls0 ws0">Dystrybucja <span class="_ _5"> </span>paliw <span class="_ _b"> </span>gazowych <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>syste<span class="_ _1"></span>mie <span class="_ _5"> </span>sieciowym <span class="_ _5"> </span>o<span class="_ _1"></span>raz <span class="_ _5"> </span>obrót <span class="_ _5"> </span>hurto<span class="_ _1"></span>wy </div><div class="t m0 xb h2 y481 ff2 fs0 fc5 sc0 ls0 ws0">gazem <span class="_ _e"> </span>ziemnym.<span class="fc1">  </span>O<span class="_ _1"></span>perator  s<span class="_ _1"></span>ieci  gazowej, <span class="_ _e"> </span>operator <span class="_ _d"> </span>-  <span class="ff1">wł<span class="_ _1"></span>aściciel <span class="_ _e"> </span>stacji  </span></div><div class="t m0 xb h2 y343 ff1 fs0 fc5 sc0 ls0 ws0">regazyfikacji <span class="_ _17"> </span>i <span class="_ _17"> </span>stacji <span class="_ _17"> </span>gazowych <span class="_ _17"> </span>Budowa <span class="_ _17"> </span>przyłączy<span class="_ _1"></span> <span class="_ _17"> </span>i <span class="_ _17"> </span>gazociągów <span class="_ _17"> </span>do </div><div class="t m0 xb h2 y443 ff1 fs0 fc5 sc0 ls0 ws0">odbiorców końcowych na podstawie um<span class="ls2">ów</span><span class="ff2"> </span>przyłączeniowych<span class="ff2">. </span></div></div><div class="c x1 y482 w41 h74"><div class="t m0 xb h2 y1d7 ff2 fs0 fc1 sc0 ls0 ws0">Downstream N-0 </div><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">Niższy szczebel łańcucha wartości<span class="ff2 fc5"> </span></div></div><div class="c x54 y482 w42 h74"><div class="t m0 xb h2 y1d7 ff2 fs0 fc1 sc0 ls0 ws0">Odbiorcy: </div><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">Klienci <span class="_ _0"></span>biznesowi i <span class="_ _8"></span>instytucjonalni <span class="_ _0"></span>zużywający g<span class="_ _8"></span>a<span class="_ _1"></span>z <span class="_ _8"></span>z<span class="_ _1"></span>iemny <span class="_ _8"></span>w ramach <span class="_ _8"></span>s<span class="_ _1"></span>wojej </div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">działalności oraz do celów grzewczych. <span class="ff2 fc5"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y483 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y484 w8 h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc5 sc0 ls0 ws0">Energia elektryczna </div></div><div class="c x1 y485 w41 h75"><div class="t m0 xb h2 y473 ff2 fs0 fc1 sc0 ls0 ws0">Upstream N-0 </div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">Wyższy szczebel łańcucha wartości<span class="ff2"> </span></div></div><div class="c x54 y485 w42 h75"><div class="t m0 xb h2 y473 ff2 fs0 fc1 sc0 ls0 ws0">Dostawcy energii elektrycznej: </div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">1. Towarowa Giełda Energii. <span class="ff2"> </span></div><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">2. Podmioty krajowe na podstawie umów OTC,<span class="ff2"> </span></div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">3. <span class="_ _7"></span>Wytwórcy <span class="_ _7"></span>energii <span class="_ _7"></span>elektryczn<span class="_ _1"></span>ej <span class="_ _7"></span>z <span class="_ _7"></span>gazu <span class="_ _7"></span>ziemne<span class="_ _1"></span>go <span class="_ _7"></span>i <span class="_ _7"></span>odpadów <span class="_ _7"></span>komunalnych.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y197 w41 h71"><div class="t m0 xb h2 y1d3 ff1 fs0 fc5 sc0 ls0 ws0">Działalność operacyjna w ramach </div><div class="t m0 xb h2 y9 ff2 fs0 fc5 sc0 ls0 ws0">segmentu </div></div><div class="c x54 y197 w42 h71"><div class="t m0 xb h2 y1d3 ff1 fs0 fc5 sc0 ls0 ws0">Obrót i dystrybucja energii elektrycznej.<span class="ff2"> </span></div></div><div class="c x1 y486 w41 h6f"><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">Downstream N-0 </div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Niższy szczebel łańcucha wartości<span class="ff2 fc5"> </span></div></div><div class="c x54 y486 w42 h6f"><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">Klienci <span class="_ _d"> </span>bizneso<span class="_ _1"></span>wi <span class="_ _d"> </span>i <span class="_ _19"> </span>instytucjonalni <span class="_ _d"> </span>zużywający <span class="_ _d"> </span>energię <span class="_ _d"> </span>e<span class="_ _1"></span>lektryczną <span class="_ _d"> </span>w </div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">ramach swojej działalności<span class="ff2 fc5">. </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y487 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y488 w8 h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc5 sc0 ls0 ws0">OZE </div></div><div class="c x1 y489 w41 h76"><div class="t m0 xb h2 y48a ff2 fs0 fc1 sc0 ls0 ws0">Upstream N-0 </div><div class="t m0 xb h2 y48b ff1 fs0 fc1 sc0 ls0 ws0">Wyższy szczebel łańcucha wartości<span class="ff2"> </span></div></div><div class="c x54 y489 w42 h76"><div class="t m0 xb h2 y48a ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ls0"> <span class="ff1">Dostawcy komponentów </span>- <span class="ff1">Chińscy producenci oraz europejscy </span></span></div><div class="t m0 xb h2 y48b ff2 fs0 fc1 sc0 ls0 ws0">dystrybutorzy (w tym Polscy), </div><div class="t m0 xb h2 y1d2 ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0"> <span class="ff1">PZL Sędziszów </span>- centrum produkcyjne - <span class="ff1">usługi realizowania p<span class="_ _0"></span>rodukcji </span></span></div><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">na podstawie zleceń spółki UEiG.<span class="ff2"> </span></div><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x9 y48c w9 h77" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">40<span class="ls0"> </span></div></div><div class="c x54 y48d w42 h30"><div class="t m0 xb h2 y1d6 ff2 fs0 fc1 sc0 ls0 ws0">Transport: </div><div class="t m0 xb h2 yd4 ff2 fs0 fc1 sc0 ls0 ws0">1<span class="ff1">. Transport komponentów drogą morską </span><span class="ls4">i/</span><span class="ff1">lub kolejową. </span> </div><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">2. Transport <span class="ff1">kołowy </span>do jednostki magzynowo - produkcyjnej <span class="lsa">w </span></div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Sędziszowie.<span class="ff2"> </span></div></div><div class="c x1 y48e w41 h78"><div class="t m0 xb h2 y48f ff1 fs0 fc5 sc0 ls0 ws0">Działalność operacyjna w ramach </div><div class="t m0 xb h2 y47d ff2 fs0 fc5 sc0 ls0 ws0">segmentu </div></div><div class="c x54 y48e w42 h78"><div class="t m0 xb h2 y48f ff1 fs0 fc5 sc0 ls0 ws0">Działalność <span class="_ _8"></span>związana <span class="_ _8"></span>z <span class="_ _8"></span>fotow<span class="_ _1"></span>oltaiką<span class="ff2"> <span class="_ _8"></span>w <span class="_ _8"></span>obszarze farm <span class="_ _7"></span>fotow<span class="_ _1"></span>oltaicznych <span class="_ _7"></span>oraz </span></div><div class="t m0 xb h2 y47d ff1 fs0 fc5 sc0 ls0 ws0">sprzedaży i montażu instalacji fotowoltaicznych, <span class="ff2 fc1">w tym:<span class="fc5">  </span></span></div><div class="t m0 xb h2 y476 ff2 fs0 fc1 sc0 ls0 ws0">1. <span class="_ _c"> </span>Produkcja <span class="_ _c"> </span>i <span class="_ _c"> </span>asembling <span class="_ _c"> </span><span class="ff1">kompone<span class="_ _1"></span>ntów <span class="_ _c"> </span>do <span class="_ _c"> </span>urządzeń <span class="_ _c"> </span>OZE <span class="_ _c"> </span></span>- <span class="_ _c"> </span><span class="ff1">modułów,<span class="_ _1"></span> </span></div><div class="t m0 xb h2 y477 ff1 fs0 fc1 sc0 ls0 ws0">rozdzielnic, <span class="_ _d"> </span>małych <span class="_ _19"> </span>zestawów <span class="_ _19"> </span>bateryjnych, <span class="_ _d"> </span>docelowo: <span class="_ _19"> </span>przemysłowych </div><div class="t m0 xb h2 y472 ff1 fs0 fc1 sc0 ls0 ws0">magazynów energii.<span class="ff2"> </span></div><div class="t m0 xb h2 y47e ff1 fs0 fc1 sc0 ls0 ws0">2. <span class="_ _a"></span>Sprzedaż <span class="_ _a"></span>kompone<span class="_ _1"></span>ntów <span class="_ _a"></span>na <span class="_ _a"></span>rynek <span class="_ _4"></span>hurtowy <span class="_ _a"></span>do <span class="_ _4"></span>instalatorów <span class="_ _4"></span>w <span class="_ _a"></span>Polsce<span class="_ _1"></span> <span class="_ _a"></span>i </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">zagranicą.<span class="ff2"> </span></div><div class="t m0 xb h2 y473 ff1 fs0 fc1 sc0 ls0 ws0">3. Usługi projektowe i pozyskiwanie pozwoleń na b<span class="_ _0"></span>udowę instalacji OZE.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h2 yd4 ff1 fs0 fc1 sc0 ls0 ws0">4. <span class="_ _8"></span>Pozyskiwanie <span class="_ _8"></span>kontraktów <span class="_ _0"></span>na <span class="_ _8"></span>w<span class="_ _1"></span>ykonawstwo <span class="_ _8"></span>instalacji <span class="_ _8"></span>OZE <span class="ff2">- <span class="_ _8"></span>fotowo<span class="_ _1"></span>ltaika, </span></div><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">magazyny <span class="_ _5"> </span>ene<span class="_ _1"></span>rgii <span class="_ _5"> </span>(projektowanie, <span class="_ _b"> </span>dostawę <span class="_ _b"> </span>i <span class="_ _5"> </span>mo<span class="_ _1"></span>ntaż/ <span class="_ _b"> </span>budowa) <span class="_ _b"> </span>poprzez </div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">udział w przetargach.<span class="ff2 fc5"> </span></div></div><div class="c x1 y490 w41 h79"><div class="t m0 xb h2 y491 ff2 fs0 fc1 sc0 ls0 ws0">Downstream N-0 </div><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">Niższy szczebel łańcucha wartości<span class="ff2 fc5"> </span></div></div><div class="c x54 y490 w42 h79"><div class="t m0 xb h2 y491 ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ls0">Klienci biznesowi i instytucjonalni ry<span class="_ _0"></span>nku OZE. </span></div><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ff1 ls0">W zakresie <span class="_ _0"></span>produkcji komponentów <span class="ff2">- kli<span class="_ _8"></span>e<span class="_ _1"></span>nci polscy i <span class="_ _8"></span>za<span class="_ _1"></span>graniczni z<span class="_ _0"></span>godnie </span></span></div><div class="t m0 xb h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">z zapotrzebowaniem.<span class="fc5"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y492 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y493 w8 h31"><div class="t m0 xb h2 y1d9 ff2 fs0 fc5 sc0 ls0 ws0">Stacje paliw </div></div><div class="c x1 y494 w41 h7a"><div class="t m0 xb h2 y322 ff2 fs0 fc1 sc0 ls0 ws0">Upstream N-1 </div><div class="t m0 xb h2 y495 ff1 fs0 fc1 sc0 ls0 ws0">Wyższy szczebel łańcucha wartości<span class="ff2"> </span></div></div><div class="c x54 y494 w42 h7a"><div class="t m0 xb h2 y322 ff1 fs0 fc1 sc0 ls0 ws0">Dostawcy towarów i surowców:<span class="ff2"> </span></div><div class="t m0 xb h11 y495 ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Międzynarodowi traderzy paliw,<span class="ff2"> </span></span></span></div><div class="t m0 xb h11 y7f ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Międzynarodowe koncerny paliwowe,<span class="ff2"> </span></span></span></div><div class="t m0 xb h11 y496 ff2 fs0 fc1 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff2">Lokalne prywatne firmy paliwowe, </span></span></div><div class="t m0 xb h11 y467 ff2 fs0 fc1 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff2">Rafinerie<span class="_ _1"></span> w Niemczech, </span></span></div><div class="t m0 xb h11 y497 ff2 fs0 fc1 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Polscy producenci biokomponentów,<span class="ff2"> </span></span></span></div><div class="t m0 xb h11 y469 ff2 fs0 fc1 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Dostawy <span class="_ _1d"> </span>pakietów <span class="_ _1d"> </span>barwiąco<span class="ff2">-</span>znakujących <span class="_ _1d"> </span><span class="ff2">- <span class="_ _1d"> </span>polscy <span class="_ _1d"> </span>i <span class="_ _1d"> </span>niemieccy </span></span></span></div><div class="t m0 x17 h2 y46a ff2 fs0 fc1 sc0 ls0 ws0">producenci. </div><div class="t m0 xb h2 y498 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y462 ff1 fs0 fc1 sc0 ls0 ws0">Kierunki <span class="_ _8"></span>importu: Bliski <span class="_ _8"></span>Ws<span class="_ _1"></span>chód, <span class="_ _8"></span>Kraje Skandynawskie, <span class="_ _8"></span>Nie<span class="_ _1"></span>mcy<span class="ff2">, ARA, <span class="_ _8"></span>USA.<span class="_ _1"></span> </span></div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y464 ff2 fs0 fc1 sc0 ls0 ws0">Logistyka pierwotna <span class="ff1">–</span> <span class="ff1">związana z transportem paliw w d<span class="_ _8"></span>u<span class="_ _1"></span>żych ilościach </span></div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">(import paliw przez Grupę UNIMOT). Odby<span class="_ _0"></span>wa się drogą morską <span class="ff2">-<span class="_ _1"></span> </span></div><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">tankowcami, kolejową, również za pomocą spółki <span class="_ _0"></span>Olavion oraz </div><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">transportem drogowym. </div></div><div class="c x1 y499 w41 h6f"><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">Upstream N-0 </div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Wyższy szczebel łańcucha wartości<span class="ff2"> </span></div></div><div class="c x54 y499 w42 h6f"><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">Spółka UNIMOT S.A.<span class="ff2"> w zakresie dostaw paliwa. </span></div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Sieć handlowa SPAR w zakresie usług dodatkowych.<span class="ff2 fc5"> </span></div></div><div class="c x1 y49a w41 h6f"><div class="t m0 xb h2 y1d8 ff1 fs0 fc5 sc0 ls0 ws0">Działalność operacyjna w ramach </div><div class="t m0 xb h2 y1d9 ff2 fs0 fc5 sc0 ls0 ws0">segmentu </div></div><div class="c x54 y49a w42 h6f"><div class="t m0 xb h2 y1d8 ff1 fs0 fc5 sc0 ls0 ws0">Działalność <span class="_ _b"> </span>związana <span class="_ _b"> </span>z <span class="_ _b"> </span>h<span class="_ _1"></span>andlem <span class="_ _b"> </span>detalicznym <span class="_ _b"> </span>paliwami <span class="_ _c"> </span>w <span class="_ _b"> </span>ramach <span class="_ _c"> </span>stacji </div><div class="t m0 xb h2 y1d9 ff2 fs0 fc5 sc0 ls0 ws0">AVIA. </div></div><div class="c x1 y49b w41 h6f"><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">Downstream N-0 </div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Niższy szczebel łańcucha wartości<span class="ff2 fc5"> </span></div></div><div class="c x54 y49b w42 h6f"><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">Klienci: </div><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Indywidualni i flotowi klienci stacji paliw. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y49c ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y49d w8 h6a"><div class="t m0 xb h2 y9 ff2 fs0 fc5 sc0 ls0 ws0">Bitumen </div></div><div class="c x1 y49e w41 h7b"><div class="t m0 xb h2 y49f ff2 fs0 fc1 sc0 ls0 ws0">Upstream N-0 </div><div class="t m0 xb h2 y4a0 ff1 fs0 fc1 sc0 ls0 ws0">Wyższy szczebel łańcucha wartości<span class="ff2"> </span></div></div><div class="c x54 y49e w42 h7b"><div class="t m0 xb h2 y49f ff2 fs0 fc1 sc0 ls0 ws0">Surowiec strategiczny:  </div><div class="t m0 xb h2 y4a0 ff1 fs0 fc1 sc0 ls0 ws0">ORLEN S.A, inne międzynarodowe koncerny.<span class="ff2"> </span></div><div class="t m0 xb h2 y4a1 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y48a ff1 fs0 fc1 sc0 ls0 ws0">Dostawcy dodatków (SBS, Flux): polskie i zagraniczne p<span class="_ _0"></span>rzeds<span class="_ _1"></span>iębiorstwa.<span class="ff2"> </span></div><div class="t m0 xb h2 y1d1 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y1d2 ff2 fs0 fc1 sc0 ls0 ws0">Dostawcy z obszaru transportu: </div><div class="t m0 xb h2 y1d3 ff1 fs0 fc1 sc0 ls0 ws0">Firmy transportowe świadczące usługi załadunku, przewożenia i </div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">rozładunku produktów asfaltowych.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x9 y4a2 w9 h7c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">41<span class="ls0"> </span></div></div><div class="c x1 y4a3 w41 h7d"><div class="t m0 xb h2 y7f ff1 fs0 fc5 sc0 ls0 ws0">Działalność operacyjna w ramach </div><div class="t m0 xb h2 y4a4 ff2 fs0 fc5 sc0 ls0 ws0">segmentu </div></div><div class="c x54 y4a3 w42 h7d"><div class="t m0 xb h2 y7f ff1 fs0 fc5 sc0 ls0 ws0">Działalność związana z produkcją i <span class="_ _0"></span>handlem produktami asfaltowymi.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h2 y4a4 ff1 fs0 fc1 sc0 ls0 ws0">Produkcja oraz <span class="_ _8"></span>o<span class="_ _1"></span>brót (w <span class="_ _0"></span>tym trading), <span class="_ _8"></span>s<span class="_ _1"></span>przedaż produktów asfaltowych <span class="_ _0"></span>na </div><div class="t m0 xb h2 y47c ff1 fs0 fc1 sc0 ls0 ws0">rynek <span class="_ _9"> </span>polski <span class="_ _9"> </span>oraz  kra<span class="_ _0"></span>je <span class="_ _9"> </span>ościenne.<span class="_ _1"></span> <span class="_ _9"> </span>Dystrybucja <span class="_ _9"> </span>produktów <span class="_ _9"> </span>asfaltowych. </div><div class="t m0 xb h2 y47d ff1 fs0 fc1 sc0 ls0 ws0">Logistyka surowców, dodatków.<span class="ff2"> </span></div><div class="t m0 xb h2 y4a5 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y477 ff2 fs0 fc1 sc0 ls0 ws0">Zakup, <span class="_ _1"></span><span class="ff1">sprzedaż, <span class="_ _1"></span>magazynowa<span class="_ _1"></span>nie, <span class="_ _1"></span>przeładunek <span class="_ _1"></span>oraz <span class="_ _1"></span>tr<span class="_ _1"></span>ansport <span class="_ _1"></span>produktów </span></div><div class="t m0 xb h2 y472 ff1 fs0 fc1 sc0 ls0 ws0">ropopochodnych <span class="_ _c"> </span>lub <span class="_ _9"> </span>surowców <span class="_ _c"> </span>nie<span class="_ _1"></span>zbędnych <span class="_ _c"> </span>do <span class="_ _9"> </span>produkcji <span class="_ _c"> </span>prowadzonej<span class="_ _1"></span> </div><div class="t m0 xb h2 y462 ff1 fs0 fc1 sc0 ls0 ws0">przez Spółkę.<span class="ff2"> </span></div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">Zakup <span class="_ _7"></span>mediów <span class="_ _7"></span>energetycznych, <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>szczególności <span class="_ _7"></span>gazu <span class="_ _7"></span>i <span class="_ _8"></span>energii <span class="_ _7"></span>ele<span class="_ _1"></span>ktrycznej.<span class="ff2"> </span></div><div class="t m0 xb h2 y473 ff1 fs0 fc1 sc0 ls0 ws0">Zakup <span class="_ _a"></span>surow<span class="_ _1"></span>ców, <span class="_ _a"></span>chemikaliów <span class="_ _4"></span>i <span class="_ _4"></span>wypełnień <span class="_ _4"></span>niezbędnych <span class="_ _a"></span>do <span class="_ _4"></span>prowadzenia </div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">działalności rafineryjnej prowadzonej przez <span class="_ _0"></span>Spółkę.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">Zakup <span class="_ _8"></span>urządzeń, <span class="_ _0"></span>materiałów <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>c<span class="_ _1"></span>zęści <span class="_ _8"></span>zamiennych <span class="_ _0"></span>niezbędnych <span class="_ _8"></span>do p<span class="_ _0"></span>rodukcji </div><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">rafineryjnej prowadzonej przez Spółkę.<span class="ff2 fc5"> </span></div></div><div class="c x1 y4a6 w41 h73"><div class="t m0 xb h2 y4a7 ff2 fs0 fc1 sc0 ls0 ws0">Downstream N-0 </div><div class="t m0 xb h2 y4a8 ff1 fs0 fc1 sc0 ls0 ws0">Niższy szczebel łańcucha wartości<span class="ff2 fc5"> </span></div></div><div class="c x54 y4a6 w42 h73"><div class="t m0 xb h2 y4a7 ff2 fs0 fc1 sc0 ls0 ws0">1.Firmy <span class="ff1">produkujące masę mineralno</span>-<span class="ff1">asfaltową na potrzeby budownictwa </span></div><div class="t m0 xb h2 y4a8 ff1 fs0 fc1 sc0 ls0 ws0">drogowego (na potrzeby własne, bądź innych firm d<span class="_ _8"></span>ro<span class="_ _1"></span>gowych).<span class="ff2"> </span></div><div class="t m0 xb h2 y4a9 ff1 fs0 fc1 sc0 ls0 ws0">2.Producenci materiałów hydroizolacyjnych (papy, gonty, masy </div><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">hydroizolacyjne).<span class="fc5"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y4aa ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4ab w8 h2b"><div class="t m0 xb h2 y9 ff2 fs0 fc5 sc0 ls0 ws0">Infrastruktura i logistyka </div></div><div class="c x1 y4ac w41 h6f"><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">Upstream N-1 </div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Wyższy szczebel łańcucha wartości<span class="ff2"> </span></div></div><div class="c x54 y4ac w42 h6f"><div class="t m0 xb h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">Bezpośredni d<span class="ff2">ostawcy </span>towarów i surowców<span class="ff2"> </span>dla segmentu paliwa ciekłe. <span class="ff2"> </span></div></div><div class="c x1 y4ad w41 h7e"><div class="t m0 xb h2 y4ae ff2 fs0 fc1 sc0 ls0 ws0">Upstream N-0 </div><div class="t m0 xb h2 y4af ff1 fs0 fc1 sc0 ls0 ws0">Wyższy szczebel łańcucha wartości<span class="ff2"> </span></div></div><div class="c x54 y4ad w42 h7e"><div class="t m0 xb h2 y4ae ff1 fs0 fc1 sc0 ls0 ws0">1. W ramach paliw ciekłych i gazowych:<span class="ff2"> </span></div><div class="t m0 xb h2 y4af ff1 fs0 fc1 sc0 ls0 ws0">Zleceniodawca wewnętrzny:<span class="ff2"> </span></div><div class="t m0 xb h2 y4b0 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Paliwa - <span class="ff1">w zakresie zgodnym z dzia<span class="_ _0"></span>łalnością operacyjną spółki. <span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 xb h2 y4b1 ff1 fs0 fc1 sc0 ls0 ws0">Zleceniodawcy zewnętrzni:<span class="ff2"> </span></div><div class="t m0 xb h2 y4b2 ff1 fs0 fc1 sc0 ls0 ws0">Międzynarodowe koncerny działające w Polsce.<span class="ff2"> </span></div><div class="t m0 xb h2 y4b3 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y4b4 ff1 fs0 fc1 sc0 ls0 ws0">Dostawca wewnętrzny usług:<span class="ff2"> </span></div><div class="t m0 xb h2 y4b5 ff2 fs0 fc1 sc0 ls0 ws0">1. RCEkoenergia - <span class="ff1">w zakresie dostaw mediów w Czechowicach</span>-</div><div class="t m0 xb h2 y4b6 ff2 fs0 fc1 sc0 ls0 ws0">Dziedzicach,  </div><div class="t m0 xb h2 y4b7 ff2 fs0 fc1 sc0 ls0 ws0">2. <span class="_ _d"> </span>UNIMOT <span class="_ _e"> </span>Infrastruktura <span class="_ _d"> </span><span class="ff1">(Spółka <span class="_ _d"> </span>od <span class="_ _d"> </span>11 <span class="_ _e"> </span>gru<span class="_ _1"></span>dnia <span class="_ _e"> </span>2024<span class="_ _1"></span> <span class="_ _e"> </span>r. <span class="_ _d"> </span>działa <span class="_ _e"> </span>w<span class="_ _1"></span> </span></div><div class="t m0 xb h2 y4b8 ff1 fs0 fc1 sc0 ls0 ws0">strukturach Spółki UNIMOT Terminale) <span class="ff2">- </span>w zakresie jw. w Jaśle.<span class="ff2"> </span></div><div class="t m0 xb h2 y4b9 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y4ba ff1 fs0 fc1 sc0 ls0 ws0">2. W ramach usług transportowych:<span class="ff2"> </span></div><div class="t m0 xb h2 y4bb ff1 fs0 fc1 sc0 ls0 ws0">Dostawcy surowców:<span class="ff2"> </span></div><div class="t m0 xb h2 y4bc ff2 fs0 fc1 sc0 ls0 ws0">Dostawcy paliwa <span class="_ _0"></span>trakcyjne<span class="lsc">go<span class="_ _1"></span></span> <span class="ff1">(olej <span class="_ _0"></span>napędowy do lokomotyw spa<span class="_ _0"></span>linowych).         <span class="ff2"> </span></span></div><div class="t m0 xb h2 y4bd ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y4be ff1 fs0 fc1 sc0 ls0 ws0">Dostawcy taboru i innych towarów:<span class="ff2"> </span></div><div class="t m0 xb h2 y4bf ff1 fs0 fc1 sc0 ls0 ws0">1) <span class="_ _e"> </span>Podmioty <span class="_ _d"> </span>dostarczające <span class="_ _e"> </span>l<span class="_ _1"></span>okomotywy, <span class="_ _e"> </span>w <span class="_ _d"> </span>szczególności <span class="_ _e"> </span>tzw. <span class="_ _d"> </span>&quot;poole </div><div class="t m0 xb h2 y4c0 ff1 fs0 fc1 sc0 ls0 ws0">taborowe&quot; na podstawie umów dzierżawy lub najmu,<span class="ff2"> </span></div><div class="t m0 xb h2 y4c1 ff2 fs0 fc1 sc0 ls0 ws0">2) Producent taboru kolejowego, </div><div class="t m0 xb h2 y4c2 ff1 fs0 fc1 sc0 ls0 ws0">3) <span class="_ _24"> </span>Podmiot <span class="_ _1d"> </span>dostarczający <span class="_ _24"> </span>e<span class="_ _1"></span>nergię <span class="_ _24"> </span>trakcyjną <span class="_ _24"> </span>(prąd <span class="_ _1d"> </span>elektryczny <span class="_ _24"> </span>do </div><div class="t m0 xb h2 y4c3 ff2 fs0 fc1 sc0 ls0 ws0">lokomotyw elektrycznych). </div><div class="t m0 xb h2 y4c4 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y4c5 ff2 fs0 fc1 sc0 ls1 ws0">3.<span class="ls0"> <span class="_ _1f"> </span><span class="ff1">W <span class="_ _1f"> </span>ramach <span class="_ _1f"> </span>infrastruktury <span class="_ _1f"> </span>wewnętrznej <span class="_ _1f"> </span>strefy <span class="_ _1f"> </span>przemysłowej <span class="_ _1f"> </span>w </span></span></div><div class="t m0 xb h2 y4a0 ff2 fs0 fc1 sc0 ls0 ws0">Czechowicach-Dziedzicach: </div><div class="t m0 xb h2 y4a1 ff2 fs0 fc1 sc0 ls1 ws0">1)<span class="ls0"> <span class="ff1">Dostawcy surowców:</span> </span></div><div class="t m0 xb h2 y1d0 ff1 fs0 fc1 sc0 ls0 ws0">Dostawca węgla kamiennego,<span class="ff2"> </span></div><div class="t m0 xb h2 y1d1 ff2 fs0 fc1 sc0 ls0 ws0">Dostawca energii elektrycznej, UNIMOT Energia i Gaz,   </div><div class="t m0 xb h2 y1d2 ff2 fs0 fc1 sc0 ls0 ws0">Dostawca gazu ziemnego, UNIMOT Energia i Gaz, </div><div class="t m0 xb h2 y1d3 ff2 fs0 fc1 sc0 ls0 ws0">Dostawca wody, </div><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Dostawca azotu,  </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x9 y4c6 w9 h7f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">42<span class="ls0"> </span></div></div><div class="c x54 y9f w42 h80"><div class="t m0 xb h2 y4c7 ff1 fs0 fc1 sc0 ls0 ws0">Dostawcy <span class="_ _28"> </span>środków <span class="_ _33"> </span>c<span class="_ _1"></span>hemicznych <span class="_ _33"> </span>wykorzystywanych <span class="_ _28"> </span>w <span class="_ _28"> </span>procesach </div><div class="t m0 xb h2 y473 ff1 fs0 fc1 sc0 ls0 ws0">oczyszczania ścieków.<span class="ff2"> </span></div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">2) Dostawcy usług: <span class="ff2"> </span></div><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">Dystrybutor energii elektrycznej,  </div><div class="t m0 xb h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Dystrybutor gazu ziemnego. </div></div><div class="c x1 y4c8 w41 h81"><div class="t m0 xb h2 y4c9 ff1 fs0 fc5 sc0 ls0 ws0">Działalność operacyjna w ramach </div><div class="t m0 xb h2 y4ca ff2 fs0 fc5 sc0 ls0 ws0">segmentu </div></div><div class="c x54 y4c8 w42 h81"><div class="t m0 xb h2 y4c9 ff1 fs0 fc5 sc0 ls0 ws0">Działalność <span class="_ _5"> </span>związana <span class="_ _b"> </span>z <span class="_ _b"> </span>transportem <span class="_ _b"> </span>kolejowym, <span class="_ _b"> </span>usługami <span class="_ _5"> </span>spedycyjnymi </div><div class="t m0 xb h2 y4ca ff2 fs0 fc5 sc0 ls0 ws0">oraz wytwarzaniem i magazynowaniem paliw, w tym: </div><div class="t m0 xb h2 y4cb ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ls0"> <span class="ff1">W ramach paliw ciekłych i gazowych:</span> </span></div><div class="t m0 xb h11 y4cc ff2 fs0 fc1 sc0 ls1 ws0">1)<span class="ff5 ls0"> <span class="_ _21"> </span><span class="ff1">wytwarzanie, poprzez blendowanie, pa<span class="_ _0"></span>liw ciekłych i gazowych, <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xb h2 y4cd ff2 fs0 fc1 sc0 ls0 ws0">2)   <span class="ff1">magazynowanie paliw ciekłych i gazowych, </span> </div><div class="t m0 xb h2 y4ce ff2 fs0 fc1 sc0 ls0 ws0">3)   <span class="ff1">przeładunek paliw ciekłych i gazowych</span>. </div><div class="t m0 xb h2 y458 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y4cf ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0"> W ramach transportu kolejowego: </span></div><div class="t m0 xb h2 y45a ff1 fs0 fc1 sc0 ls0 ws0">1) przewóz towarów koleją,<span class="ff2"> </span></div><div class="t m0 xb h2 y2eb ff1 fs0 fc1 sc0 ls0 ws0">2) realizacja usług trakcyjnych i spedycyjnych<span class="ff2">, </span></div><div class="t m0 xb h2 y45b ff1 fs0 fc1 sc0 ls0 ws0">3) zarządzanie utrzymaniem taboru kolejowego. <span class="ff2"> </span></div><div class="t m0 xb h2 y4d0 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y47c ff2 fs0 fc1 sc0 ls1 ws0">3.<span class="ls0"> W ramach <span class="ff1">infrastruktury wewnętrznej strefy przemysłowej w </span></span></div><div class="t m0 xb h2 y4d1 ff2 fs0 fc1 sc0 ls0 ws0">Czechowicach-<span class="ff1">Dziedzicach obejmującej zarówno jednostki Grupy </span></div><div class="t m0 xb h2 y4a5 ff1 fs0 fc1 sc0 ls0 ws0">Kapitałowej, jak i zewnętrzne podmioty:<span class="ff2"> </span></div><div class="t m0 xb h2 y477 ff2 fs0 fc1 sc0 ls1 ws0">1)<span class="ls0"> <span class="_ _4"></span><span class="ff1">wytwarzanie, <span class="_ _a"></span>dystrybucja <span class="_ _4"></span>i <span class="_ _4"> </span>sprzedaż <span class="_ _4"></span>ene<span class="_ _1"></span>rgii <span class="_ _a"></span>cieplnej <span class="_ _4"></span>w <span class="_ _4"></span>postaci <span class="_ _4"></span>pary <span class="_ _4"></span>i </span></span></div><div class="t m0 xb h2 y4d2 ff1 fs0 fc1 sc0 ls0 ws0">gorącej wody, <span class="ff2"> </span></div><div class="t m0 xb h2 y462 ff2 fs0 fc1 sc0 ls1 ws0">2)<span class="ls0"> <span class="_ _a"></span><span class="ff1">wytwarzanie, <span class="_ _a"></span>dystrybucja <span class="_ _a"></span>i <span class="_ _a"></span>sprzedaż <span class="_ _a"></span>energii <span class="_ _a"></span>elektrycznej<span class="_ _1"></span> <span class="_ _a"></span>powstałej <span class="_ _a"></span>ze </span></span></div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">źródeł konwencjonalnych, OZE i redystrybuowanej, <span class="ff2"> </span></div><div class="t m0 xb h2 y464 ff2 fs0 fc1 sc0 ls1 ws0">3)<span class="ls0"> <span class="ff1">dystrybucja i sprzedaż gazu ziemnego,</span> </span></div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">4) <span class="_ _1d"> </span>odbiór <span class="_ _1d"> </span>i <span class="_ _24"> </span>oczyszcz<span class="_ _1"></span>anie <span class="_ _1d"> </span>ścieków <span class="_ _1d"> </span>przemysłowych <span class="_ _1d"> </span>i <span class="_ _1d"> </span>komunalnych, </div><div class="t m0 xb h2 y1d3 ff1 fs0 fc1 sc0 ls0 ws0">dystrybucja <span class="_ _d"> </span>w<span class="_ _1"></span>ody <span class="_ _19"> </span>przemysłowej, <span class="_ _19"> </span>głębinowej <span class="_ _19"> </span>i <span class="_ _d"> </span>p<span class="_ _1"></span>itnej, <span class="_ _19"> </span>a <span class="_ _19"> </span>także <span class="_ _19"> </span>wody </div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">zmiękczonej, usługi chłodzenia wody i uzupełniania zładu.<span class="ff2 fc5"> </span></div></div><div class="c x1 y26e w41 h82"><div class="t m0 xb h2 y333 ff2 fs0 fc1 sc0 ls0 ws0">Downstream N-0 </div><div class="t m0 xb h2 y193 ff1 fs0 fc1 sc0 ls0 ws0">Niższy szczebel łańcucha wartości<span class="ff2 fc5"> </span></div></div><div class="c x54 y26e w42 h82"><div class="t m0 xb h2 y333 ff2 fs0 fc1 sc0 ls0 ws0">1. W ramach paliw <span class="ff1">ciekłych i gazowych:</span> </div><div class="t m0 xb h2 y193 ff1 fs0 fc1 sc0 ls0 ws0">Klient wewnętrzny:<span class="ff2"> </span></div><div class="t m0 xb h2 y4cc ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Paliwa - <span class="ff1">w zakresie zgodnym z dzia<span class="_ _0"></span>łalnością operacyjną spółki. <span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 xb h2 y4cd ff1 fs0 fc1 sc0 ls0 ws0">Klienci zewnętrzni:<span class="ff2"> </span></div><div class="t m0 xb h2 y4ce ff1 fs0 fc1 sc0 ls0 ws0">Międzynarodowe koncerny działające w Polsce.<span class="ff2"> </span></div><div class="t m0 xb h2 y458 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y4cf ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0"> <span class="ff1">W ramach usług transportowych:</span> </span></div><div class="t m0 xb h2 y45a ff1 fs0 fc1 sc0 ls0 ws0">Klient wewnętrzny: <span class="ff2"> </span></div><div class="t m0 xb h2 y2eb ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _5"> </span>Paliwa <span class="_ _5"> </span>- <span class="_ _b"> </span><span class="ff1">kupuje <span class="_ _5"> </span>od <span class="_ _b"> </span>OLAVION <span class="_ _5"> </span>usługę <span class="_ _5"> </span>transportu <span class="_ _b"> </span>towarów <span class="_ _5"> </span>oraz </span></div><div class="t m0 xb h2 y45b ff1 fs0 fc1 sc0 ls0 ws0">usługę zarządzania utrzymaniem floty wagonów cystern (ECM).<span class="ff2"> </span></div><div class="t m0 xb h2 y45c ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Bitumen - <span class="ff1">kupuje od OLAVION usługę transportu towarów.</span> </div><div class="t m0 xb h2 y45d ff1 fs0 fc1 sc0 ls0 ws0">Klient zewnętrzny:<span class="ff2"> </span></div><div class="t m0 xb h2 y45e ff2 fs0 fc1 sc0 ls0 ws0">Klienci <span class="_ _e"> </span>biznesowi <span class="_ _e"> </span>- <span class="_ _d"> </span><span class="ff1">kupują <span class="_ _e"> </span>od <span class="_ _e"> </span>OLAVION <span class="_ _e"> </span>usługę<span class="_ _1"></span> <span class="_ _e"> </span>transportu <span class="_ _e"> </span>towarów, </span></div><div class="t m0 xb h2 y45f ff1 fs0 fc1 sc0 ls0 ws0">trakcyjną <span class="_ _9"> </span>i  spedycyjną, <span class="_ _9"> </span>a <span class="_ _9"> </span>ta<span class="_ _1"></span>kże <span class="_ _9"> </span>współpracują  w <span class="_ _9"> </span>innych  obszara<span class="_ _0"></span>ch  na </div><div class="t m0 xb h2 y460 ff1 fs0 fc1 sc0 ls0 ws0">podstawie zawieranych umów.<span class="ff2"> </span></div><div class="t m0 xb h2 y461 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y462 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="fc1 ls0"> <span class="ff1">W ramach infrastruktury wewnętrznej strefy przemysłowej w </span></span></div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0">Czechowicach-Dziedzicach:<span class="fc5">  </span></div><div class="t m0 xb h2 y464 ff1 fs0 fc1 sc0 ls0 ws0">Klienci wewnętrzny:<span class="ff2"> </span></div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">Spółka UNIMOT Terminale <span class="ff2"> </span></div><div class="t m0 xb h2 y1d3 ff1 fs0 fc1 sc0 ls0 ws0">Spółka UNIMOT Bitumen<span class="ff2"> </span></div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Klienci zewnętrzni<span class="ff2">.  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y4d3 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y4d4 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x9 y4d5 w15 h83" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">43<span class="ls0"> </span></div></div><div class="c x1 y4d6 w8 h2b"><div class="t m0 xb h2 y9 ff1 fs0 fc5 sc0 ls0 ws0">Paliwa stałe<span class="ff2"> </span></div></div><div class="c x1 y4d7 w41 h84"><div class="t m0 xb h2 y472 ff2 fs0 fc1 sc0 ls0 ws0">Upstream N-0 </div><div class="t m0 xb h2 y462 ff1 fs0 fc1 sc0 ls0 ws0">Wyższy szczebel łańcucha wartości<span class="ff2"> </span></div></div><div class="c x54 y4d7 w42 h84"><div class="t m0 xb h2 y472 ff1 fs0 fc1 sc0 ls0 ws0">Dostawcy surowców: międzynarodowe podmioty traderskie. <span class="ff2"> </span></div><div class="t m0 xb h2 y462 ff2 fs0 fc1 sc0 ls0 ws0">Kierunek importu: Kolumbia, Kazachstan, RPA, Indonezja. </div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y473 ff1 fs0 fc1 sc0 ls0 ws0">Logistyka pierwotna prowadzona drogą morską. <span class="ff2"> </span></div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">Logistyka wtórna prowadzona transportem kołowym.<span class="ff2"> </span></div><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Powierzchnia rozładunkowa i magazynowa w <span class="_ _0"></span>porcie w Gdańsku.  <span class="_ _1"></span><span class="ff2 fc5"> </span></div></div><div class="c x1 y4d8 w41 h6f"><div class="t m0 xb h2 y1d8 ff1 fs0 fc5 sc0 ls0 ws0">Działalność operacyjna w ramach </div><div class="t m0 xb h2 y1d9 ff2 fs0 fc5 sc0 ls0 ws0">segmentu </div></div><div class="c x54 y4d8 w42 h6f"><div class="t m0 xb h2 y1d8 ff1 fs0 fc5 sc0 ls0 ws0">Działalność związana z obrotem paliwami stałymi, <span class="_ _0"></span>w tym węglem.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y4d9 w41 h71"><div class="t m0 xb h2 y1d3 ff2 fs0 fc1 sc0 ls0 ws0">Downstream N-0 </div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Niższy szczebel łańcucha wartości<span class="ff2 fc5"> </span></div></div><div class="c x54 y4d9 w42 h71"><div class="t m0 xb h2 y1d3 ff2 fs0 fc1 sc0 ls0 ws0">Klienci <span class="_ _b"> </span>biznesowi <span class="_ _b"> </span>- <span class="_ _b"> </span>PPW <span class="_ _b"> </span>- <span class="_ _b"> </span><span class="ff1">Po<span class="_ _1"></span>średniczące <span class="_ _b"> </span>podmioty <span class="_ _b"> </span>węglowe <span class="_ _b"> </span>(przemysł, </span></div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">energetyka, ciepłownictwo). <span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y4da ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-13<span class="ff1">. Schemat łańcucha wartości </span>dla <span class="ff1">poszczególnych segmentów Grupy UNIMOT.</span> </div><div class="t m0 x1 h2 y4db ff1 fs0 fc1 sc0 ls0 ws0">Podmiotami <span class="_ _6"></span>bezpośre<span class="_ _1"></span>dnio <span class="_ _6"></span>zaangażowanymi <span class="_ _6"></span>w <span class="_ _a"></span>proce<span class="_ _1"></span>s <span class="_ _6"></span>zrównoważonego <span class="_ _a"></span>rozwoju <span class="_ _a"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>są <span class="_ _a"></span>Interesariusze, </div><div class="t m0 x1 h2 y4dc ff1 fs0 fc1 sc0 ls0 ws0">którzy zostali zaprezentowani w części 1.6.1. niniejszego Sprawozd<span class="_ _0"></span>ania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa hf y4dd ff2 fs1 fc7 sc0 ls0 ws0">1.5.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Strategia Grupy UNIMOT<span class="_ _0"></span> ze szczególnym uwzglę<span class="_ _8"></span>dnieniem roli zrówn<span class="_ _0"></span>oważonego </span></span></div><div class="t m0 x55 h85 y4de ff2 fs1 fc7 sc0 ls0 ws0">rozwoju </div></div><div class="c x1 y4df w8 h86"><div class="t m0 xb h2 y4e0 ff2 fs0 fc5 sc0 ls0 ws0">SBM-1<span class="lsc">   </span><span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y4e1 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">Wychodząc <span class="_ _7"></span>naprzeciw <span class="_ _8"></span>o<span class="_ _1"></span>czekiwaniom <span class="_ _7"></span>inte<span class="_ _1"></span>resariuszy, <span class="_ _8"></span>a <span class="_ _7"></span>także<span class="_ _1"></span> <span class="_ _7"></span>działając <span class="_ _8"></span>zgodnie <span class="_ _8"></span>z <span class="_ _8"></span>pr<span class="_ _1"></span>zyjętymi <span class="_ _7"></span>w<span class="_ _1"></span>artościami <span class="_ _7"></span>oraz <span class="_ _8"></span>modelem </div><div class="t m0 x1 h2 y4e2 ff1 fs0 fc1 sc0 ls0 ws0">biznesowym, <span class="_ _6"></span>23 <span class="_ _6"></span>kwietnia <span class="_ _1"></span>2024 <span class="_ _6"></span>r. <span class="_ _6"></span>Zarząd <span class="_ _1"></span>i <span class="_ _6"></span>Rada <span class="_ _6"></span>Nadzorcza <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>S.A. <span class="_ _6"></span>przyjęły <span class="_ _a"></span>Strategię <span class="_ _6"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>na <span class="_ _6"></span>lata </div><div class="t m0 x1 h2 y4e3 ff2 fs0 fc1 sc0 ls1 ws0">2024<span class="ls0">-</span>2028<span class="ls0"> (dalej zamiennie: Strategia<span class="_ _8"></span>)<span class="_ _1"></span>. </span></div><div class="t m0 x1 h2 y4e4 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>procesie <span class="_ _b"> </span>opracowywania <span class="_ _b"> </span>Strategii <span class="_ _b"> </span>dokonano <span class="_ _b"> </span>analizy <span class="_ _b"> </span>kierunków <span class="_ _b"> </span>rozwoju <span class="_ _b"> </span>oto<span class="_ _1"></span>czenia <span class="_ _5"> </span>rynkowego, <span class="_ _b"> </span>re<span class="_ _1"></span>gulacyjnego, </div><div class="t m0 x1 h2 y4e5 ff1 fs0 fc1 sc0 ls0 ws0">społecznego <span class="_ _5"> </span>i <span class="_ _5"> </span>ekono<span class="_ _1"></span>micznego<span class="_ _0"></span> <span class="_ _5"> </span>przekładając <span class="_ _5"> </span>je <span class="_ _5"> </span>na <span class="_ _5"> </span>szanse<span class="_ _1"></span> <span class="_ _5"> </span>i <span class="_ _5"> </span>ryzyka <span class="_ _5"> </span>dla <span class="_ _5"> </span>Grupy <span class="_ _5"> </span>Kapitałowe<span class="_ _1"></span>j. <span class="_ _b"> </span><span class="ff2">Dostosow<span class="_ _1"></span>anie <span class="_ _4"></span>strategii </span></div><div class="t m0 x1 h2 y4e6 ff1 fs0 fc1 sc0 ls0 ws0">działań <span class="_ _a"></span> <span class="_ _6"></span>biznes<span class="_ _1"></span>owych <span class="_ _a"></span>do <span class="_ _6"></span>wymogów<span class="_ _1"></span> <span class="_ _6"></span>współ<span class="_ _1"></span>czesnego <span class="_ _6"></span>ś<span class="_ _1"></span>wiata <span class="_ _6"></span>i <span class="_ _a"></span>oczekiwań <span class="_ _a"></span>Interesariuszy <span class="_ _a"></span>było <span class="_ _a"></span>podstawą <span class="_ _6"></span>o<span class="_ _1"></span>pracowania </div><div class="t m0 x1 h2 y4e7 ff2 fs0 fc1 sc0 ls0 ws0">dokumentu <span class="_ _8"></span>oraz <span class="_ _8"></span>zintegrowania <span class="_ _8"></span>z <span class="_ _8"></span>nim<span class="_ _1"></span> <span class="_ _7"></span><span class="ff1">kwe<span class="_ _1"></span>stii <span class="_ _7"></span>z<span class="_ _1"></span> <span class="_ _7"></span>z<span class="_ _1"></span>akresu <span class="_ _8"></span>zrównoważonego <span class="_ _8"></span>rozwoju. Prz<span class="_ _0"></span>eprowadzona <span class="_ _7"></span>we<span class="_ _1"></span> <span class="_ _7"></span>w<span class="_ _1"></span>rześniu <span class="_ _8"></span>2024 </span></div><div class="t m0 x1 h2 y4e8 ff1 fs0 fc1 sc0 ls0 ws0">r. analiza <span class="_ _1"></span>podwójnej istotnoś<span class="_ _1"></span>ci pozwoli zweryfikować <span class="_ _1"></span>przyjęte <span class="_ _1"></span>w Strategii <span class="_ _1"></span>założeni<span class="_ _1"></span>a i <span class="_ _1"></span>będzie <span class="_ _1"></span>stanowiła <span class="_ _1"></span>punkt wyjścia </div><div class="t m0 x1 h2 y4e9 ff2 fs0 fc1 sc0 ls0 ws0">do rewizji dokumentu w 2025 roku. </div><div class="t m0 x1 h2 y388 ff2 fs0 fc5 sc0 ls0 ws0">Otoczenie Grupy UNIMOT  - <span class="ff1">kontekst przyjęcia Strategii</span> </div><div class="t m0 x1 h2 y4ea ff2 fs0 fc1 sc0 ls0 ws0">Strategia <span class="_ _7"></span>Grupy <span class="_ _8"></span>UNIMOT <span class="_ _7"></span>na <span class="_ _8"></span>lata <span class="_ _8"></span>2024-<span class="ff1">2028 <span class="_ _8"></span>uwzględnia <span class="_ _7"></span>wyzwania <span class="_ _8"></span>związane <span class="_ _7"></span>z<span class="_ _1"></span> <span class="_ _7"></span>obecną <span class="_ _8"></span>sytuacją <span class="_ _7"></span>oraz <span class="_ _8"></span>przyszłością <span class="_ _8"></span>rynku </span></div><div class="t m0 x1 h2 y4eb ff1 fs0 fc1 sc0 ls0 ws0">paliwowego i energetycznego, a także rosnącymi wymaganiami <span class="_ _0"></span>w zakresie ochrony środowiska i zmian klimatu. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y4ec ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>trakcie <span class="_ _1"></span>opr<span class="_ _1"></span>acowania <span class="_ _1"></span>założeń <span class="_ _6"></span>Strategii <span class="_ _1"></span>analizie <span class="_ _6"></span>poddano <span class="_ _1"></span>r<span class="_ _1"></span>ynkowe <span class="_ _6"></span>zapotrzebowanie <span class="_ _1"></span>na <span class="_ _1"></span>tr<span class="_ _1"></span>adycyjne <span class="_ _1"></span>paliwa, <span class="_ _1"></span>które <span class="_ _6"></span>w <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y4ed ff1 fs0 fc1 sc0 ls0 ws0">krótkiej <span class="_ _5"> </span>i <span class="_ _b"> </span>średniej <span class="_ _b"> </span>perspektywie <span class="_ _5"> </span>czasowej <span class="_ _b"> </span>będzie <span class="_ _b"> </span>utrzymywało <span class="_ _5"> </span>s<span class="_ _1"></span>ię <span class="_ _5"> </span>na <span class="_ _b"> </span>wciąż <span class="_ _5"> </span>wysokim <span class="_ _b"> </span>poziomie <span class="_ _5"> </span>oraz <span class="_ _b"> </span>pos<span class="_ _1"></span>tępującą </div><div class="t m0 x1 h2 y4ee ff1 fs0 fc1 sc0 ls0 ws0">transformację <span class="_ _b"> </span>energetyczną, <span class="_ _5"> </span>która <span class="_ _b"> </span>–<span class="ff2"> <span class="_ _5"> </span>w <span class="_ _b"> </span>dalszej <span class="_ _b"> </span>perspektywie <span class="_ _b"> </span></span>–<span class="ff2"> <span class="_ _b"> </span>wyznaczy <span class="_ _5"> </span>nowe <span class="_ _b"> </span></span>kierunki <span class="_ _b"> </span>rozwoju <span class="_ _5"> </span>c<span class="_ _1"></span>ałego <span class="_ _5"> </span>sektora </div><div class="t m0 x1 h2 y7a ff2 fs0 fc1 sc0 ls0 ws0">paliwowego. <span class="_ _4"></span>Z <span class="_ _4"> </span>uw<span class="_ _1"></span>agi <span class="_ _a"></span>na <span class="_ _5"> </span>unijne <span class="_ _4"></span>i <span class="_ _4"> </span>krajowe <span class="_ _5"> </span>regulacje <span class="_ _4"></span>w <span class="_ _5"> </span>zakresie <span class="_ _4"></span>ograniczania <span class="_ _a"></span>emis<span class="_ _1"></span>ji <span class="_ _5"> </span><span class="ff1">gazów <span class="_ _4"></span>cieplarnianych, <span class="_ _5"> </span>rozwój </span></div><div class="t m0 x1 h2 y4ef ff1 fs0 fc1 sc0 ls0 ws0">świadomości <span class="_ _4"></span>społeczeństwa <span class="_ _a"></span>i <span class="_ _5"> </span>trendów <span class="_ _4"></span>takich <span class="_ _a"></span>ja<span class="_ _1"></span>k <span class="_ _a"></span>elektryfika<span class="_ _1"></span>cja <span class="_ _a"></span>transportu, <span class="_ _4"></span>zapotrzebowanie<span class="_ _1"></span> <span class="_ _a"></span>na <span class="_ _4"></span>tradycyjne <span class="_ _4"></span>paliwa </div><div class="t m0 x1 h2 y4f0 ff1 fs0 fc1 sc0 ls0 ws0">będzie stopniowo spadać. <span class="ff2"> </span></div><div class="t m0 x1 h2 y4f1 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>odpowiedzi <span class="_ _a"></span>na <span class="_ _6"></span>powyższe,<span class="_ _1"></span> <span class="_ _a"></span>Grupa <span class="_ _a"></span>określiła <span class="_ _a"></span>misję, <span class="_ _a"></span>polegającą <span class="_ _a"></span>na <span class="_ _6"></span>dostarczaniu <span class="_ _a"></span>cz<span class="_ _1"></span>ystej <span class="_ _a"></span>i <span class="_ _a"></span>taniej <span class="_ _a"></span>energii. <span class="_ _a"></span>Sprawność </div><div class="t m0 x1 h2 y4f2 ff1 fs0 fc1 sc0 ls0 ws0">organizacyjna, e<span class="_ _1"></span>fektywność <span class="_ _1"></span>kosztowa, <span class="_ _1"></span>otwartość <span class="_ _1"></span>na <span class="_ _1"></span>zmiany <span class="_ _1"></span>i <span class="_ _1"></span>wychodzenie <span class="_ _1"></span>poza <span class="_ _1"></span>horyzont, <span class="_ _1"></span>mają <span class="_ _1"></span>pozwolić <span class="_ _1"></span>Grupie <span class="_ _1"></span>na </div><div class="t m0 x1 h2 y4f3 ff2 fs0 fc1 sc0 ls0 ws0">wyprzedzanie <span class="_ _a"></span>konkure<span class="_ _1"></span>ncji <span class="_ _4"></span>poprzez <span class="_ _4"></span>o<span class="_ _1"></span><span class="ff1">ferowanie <span class="_ _4"></span>najlepszych <span class="_ _4"></span>produktów <span class="_ _4"></span>i <span class="_ _4"> </span>najwyższej <span class="_ _5"> </span>jakości <span class="_ _4"></span>obsługi <span class="_ _4"> </span>na <span class="_ _5"> </span>rynku, <span class="_ _4"></span>tym </span></div><div class="t m0 x1 h2 y47 ff1 fs0 fc1 sc0 ls0 ws0">samym zrównoważony rozwój zdywersyfikowanego biznesu.<span class="ff2"> </span></div><div class="t m0 x1 h2 y4f4 ff1 fs0 fc5 sc0 ls0 ws0">Założenia Strategii Grupy UNIMOT na lata 2024<span class="ff2">-<span class="ls1">2028</span> </span></div><div class="t m0 x1 h2 y4f5 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważony <span class="_ _6"></span>rozwój <span class="_ _6"></span>stanowi <span class="_ _1"></span>podstawę <span class="_ _6"></span>prakt<span class="_ _1"></span>yki <span class="_ _1"></span>biznes<span class="_ _1"></span>owej <span class="_ _1"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>i <span class="_ _6"></span>jes<span class="_ _1"></span>t <span class="_ _a"></span><span class="ff2">determinantem <span class="_ _6"></span></span>Strategii, <span class="_ _6"></span>która </div><div class="t m0 x1 h2 y4f6 ff1 fs0 fc1 sc0 ls0 ws0">obejmuje dwutorowe działania:<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x9 y4f7 w43 h87" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">44<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y85 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Utrzymywanie <span class="_ _e"> </span>efe<span class="_ _1"></span>ktywnej <span class="_ _e"> </span>działalności <span class="_ _d"> </span>w <span class="_ _d"> </span>obszarach <span class="_ _e"> </span>paliw, <span class="_ _d"> </span>tradingu <span class="_ _e"> </span>i <span class="_ _d"> </span>logistyki <span class="_ _e"> </span>wraz <span class="_ _d"> </span>ze<span class="_ _1"></span> <span class="_ _e"> </span>s<span class="_ _1"></span>topniowym </span></span></div><div class="t m0 xc h2 ycc ff1 fs0 fc1 sc0 ls0 ws0">poszerzaniem <span class="_ _4"></span>portfolio <span class="_ _a"></span>produktow<span class="_ _1"></span>ego <span class="_ _a"></span>oraz <span class="_ _4"></span>dywersyfikacją <span class="_ _4"></span>portfela <span class="_ _4"></span>klientów <span class="_ _4"></span>w <span class="_ _4"></span>kierunku <span class="_ _4"></span>pali<span class="_ _0"></span>w <span class="_ _4"></span>i <span class="_ _a"></span>e<span class="_ _1"></span>nergii <span class="_ _a"></span>o </div><div class="t m0 xc h2 y1ff ff1 fs0 fc1 sc0 ls0 ws0">niższej emisyjności<span class="ff2">, </span></div><div class="t m0 xa h11 y200 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Realizację <span class="_ _8"></span>inwestycji <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>nowe <span class="_ _8"></span>kierunki <span class="_ _0"></span>rozwoju, <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>tym <span class="_ _8"></span>w <span class="_ _8"></span>obszarach <span class="_ _8"></span>e<span class="_ _1"></span>lektroenergetyki <span class="_ _8"></span>i <span class="_ _8"></span>ciepłownictwa, <span class="_ _0"></span>w <span class="_ _8"></span>celu </span></span></div><div class="t m0 xc h2 y201 ff1 fs0 fc1 sc0 ls0 ws0">dywersyfikacji źródeł przychodów.<span class="ff2"> </span></div><div class="t m0 x1 h2 y255 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _a"></span>z <span class="_ _a"></span>założeniami <span class="_ _a"></span>Strateg<span class="_ _1"></span>ii, <span class="_ _a"></span>utrzymanie <span class="_ _a"></span>pozycji <span class="_ _a"></span>niezależne<span class="_ _1"></span>go <span class="_ _6"></span>lidera<span class="_ _1"></span> <span class="_ _a"></span>w <span class="_ _a"></span>zakresie <span class="_ _a"></span>importu <span class="_ _a"></span>oraz <span class="_ _4"></span>dystrybucji <span class="_ _a"></span>paliw </div><div class="t m0 x1 h2 y256 ff1 fs0 fc1 sc0 ls0 ws0">płynnych <span class="_ _d"> </span>pozwoli <span class="_ _d"> </span>Grupie <span class="_ _d"> </span>UNIMOT <span class="_ _d"> </span>na <span class="_ _d"> </span>finas<span class="_ _1"></span>owanie <span class="_ _d"> </span>budowy <span class="_ _d"> </span>zdywersyfikowanego <span class="_ _d"> </span>portfela <span class="_ _d"> </span>inwe<span class="_ _1"></span>stycyjnego. <span class="_ _d"> </span>W </div><div class="t m0 x1 h2 y257 ff2 fs0 fc1 sc0 ls0 ws0">horyzoncie Strategii<span class="_ _0"></span> <span class="_ _0"></span>Grupa <span class="ff1">z<span class="_ _8"></span>m<span class="_ _1"></span>niejszy swój <span class="_ _8"></span>ślad <span class="_ _0"></span>węglowy <span class="_ _0"></span>przez wyk<span class="_ _0"></span>orzystanie energii <span class="_ _8"></span>z <span class="_ _0"></span>OZE, inwestycje <span class="_ _8"></span>w źródła <span class="_ _8"></span>oraz </span></div><div class="t m0 x1 h2 y36e ff1 fs0 fc1 sc0 ls0 ws0">modernizację aktywów.   <span class="ff2"> </span></div><div class="t m0 x1 h2 y205 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y4f8 ff2 fs0 fc1 sc0 ls0 ws0">Na lata 2024-<span class="ls1">2028</span> <span class="ff1">zostały określone następujące cele strategiczne Grupy<span class="_ _0"></span> UNIMOT:<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 xa h11 y4f9 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Wzrost EBITDA do poziomu 690 mln zł w <span class="_ _0"></span>2028 r.<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y4fa ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Skumulowany zysk netto na poziomie 1 mld zł d<span class="_ _8"></span>o<span class="_ _1"></span> 2028 r.<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y4fb ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Udział <span class="_ _7"></span>s<span class="_ _1"></span>egmentów <span class="_ _8"></span>przejściowych <span class="_ _8"></span>i <span class="_ _8"></span>transformacyjnych <span class="_ _8"></span>w <span class="_ _8"></span>E<span class="_ _1"></span>BITDA <span class="_ _8"></span>Grupy <span class="_ _8"></span>(bez <span class="_ _8"></span>terminali, <span class="_ _8"></span>logist<span class="_ _1"></span>yki <span class="_ _8"></span>i <span class="_ _8"></span>stacji <span class="_ _8"></span>paliw) </span></span></div><div class="t m0 xc h2 y4fc ff2 fs0 fc1 sc0 ls0 ws0">na poziomie 40 proc. w 2028 r. </div><div class="t m0 xa h11 y4fd ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Inwestycje w biznesy transformacyjne na poziomie 700 mln zł do 2028 r.<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y4fe ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Coroczna wypłata dywidendy na poziomie minimum <span class="_ _8"></span>30<span class="_ _1"></span> proc. zysku netto.<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y4ff ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Wskaźnik EBITDA/dług netto (bez zadłużenia z tytułu zapasu obowiązkowego) na poziomie 40 p<span class="_ _8"></span>ro<span class="_ _1"></span>c. <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y500 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y501 ff1 fs0 fc1 sc0 ls0 ws0">W  Strategii <span class="_ _9"> </span>wyodrębniono  również  strategiczne  obszary <span class="_ _9"> </span>rozwoju  w  zakresie  tra<span class="_ _0"></span>nsformacji  energetycznej  oraz<span class="_ _8"></span> </div><div class="t m0 x1 h2 y3e8 ff2 fs0 fc1 sc0 ls0 ws0">zdefiniowano cele dla tego obszaru: </div><div class="t m0 xa h11 y185 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Inwestycje w źródła własne wsparciem w rozwoju oferty oraz tra<span class="_ _0"></span>nsformacji energetycznej Grupy UNIMOT.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y502 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Wykorzystanie <span class="_ _a"></span>doświadczeń <span class="_ _4"></span>na <span class="_ _4"></span>rynku <span class="_ _4"></span>ciepłowniczym <span class="_ _4"></span>oraz <span class="_ _4"></span>społeczności <span class="_ _4"></span>energetycznych <span class="_ _5"> </span><span class="ff2">- <span class="_ _4"></span>RCEkoenergia <span class="_ _4"></span>i </span></span></span></div><div class="t m0 xc h2 y503 ff1 fs0 fc1 sc0 ls0 ws0">klaster energetyczny w Żywcu.<span class="ff2"> </span></div><div class="t m0 xa h11 y504 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Deklaracja <span class="_ _6"></span>inw<span class="_ _1"></span>estycji <span class="_ _a"></span>na <span class="_ _a"></span>minimalnym <span class="_ _a"></span>poziomie <span class="_ _a"></span>50% <span class="_ _a"></span>zysku <span class="_ _a"></span>ne<span class="_ _1"></span>tto <span class="_ _a"></span>po <span class="_ _a"></span>wypłacie <span class="_ _a"></span>dywidendy <span class="_ _a"></span>inwestowane <span class="_ _a"></span>w </span></span></div><div class="t m0 xc h2 y3ba ff1 fs0 fc1 sc0 ls0 ws0">transformację <span class="_ _1"></span>energetyczną <span class="_ _1"></span>na przestrzeni <span class="_ _1"></span>5 <span class="_ _1"></span>lat, <span class="_ _1"></span>co <span class="_ _1"></span>przełoży <span class="_ _1"></span>się<span class="_ _1"></span> <span class="_ _1"></span>na inwestycje<span class="_ _1"></span> <span class="_ _1"></span>na poziomie <span class="_ _1"></span>ok. <span class="_ _1"></span>700 <span class="_ _1"></span>mln <span class="_ _1"></span>zł </div><div class="t m0 xc h2 y505 ff2 fs0 fc1 sc0 ls0 ws0">do 2028 r. </div><div class="t m0 xa h11 y506 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Osiągnięcie neutralności klimatycznej (tzw. net zero emission) d<span class="_ _0"></span>o 2050 r.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y12d ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _5"> </span>dokumencie <span class="_ _b"> </span>przekrojowo <span class="_ _5"> </span>zostały<span class="ff2"> <span class="_ _5"> </span></span>określone <span class="_ _b"> </span>zobowiązania <span class="_ _4"></span>Grupy <span class="_ _5"> </span>w <span class="_ _b"> </span>zakresie <span class="_ _5"> </span>śro<span class="_ _1"></span>dowisk<span class="_ _0"></span>a, <span class="_ _5"> </span>społeczeństwa <span class="_ _5"> </span>i <span class="_ _b"> </span>ładu </div><div class="t m0 x1 h2 y18c ff1 fs0 fc1 sc0 ls0 ws0">korporacyjnego. <span class="_ _c"> </span>Działalność<span class="_ _1"></span> <span class="_ _c"> </span>w  ww. <span class="_ _c"> </span>obszarach <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span>kształtuje <span class="_ _c"> </span>na <span class="_ _9"> </span>podstawie <span class="_ _9"> </span>międzynarodowych <span class="_ _9"> </span>i <span class="_ _c"> </span>unijnych </div><div class="t m0 x1 h2 y507 ff1 fs0 fc1 sc0 ls0 ws0">kierunków oraz powstających przepisów prawnych i <span class="_ _0"></span>regulacji.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y508 ff1 fs0 fc1 sc0 ls0 ws0">Strategia <span class="_ _1"></span>jest <span class="_ _1"></span>realizowana <span class="_ _1"></span>w <span class="_ _6"></span>spójny <span class="_ _1"></span>sposó<span class="_ _1"></span>b <span class="_ _1"></span>w <span class="_ _1"></span>odniesieniu <span class="_ _1"></span>do <span class="_ _6"></span>wszystkich <span class="_ _1"></span>segmentów <span class="_ _6"></span>operacyjnych <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT. </div><div class="t m0 x1 h2 y509 ff1 fs0 fc1 sc0 ls0 ws0">Poszczególnym kierunkom przypisano cele oraz mierniki ich reali<span class="_ _0"></span>zacji w horyzoncie trwania Strategii.<span class="ff2"> </span></div><div class="t m0 x1 h2 y50a ff1 fs0 fc1 sc0 ls0 ws0">Dotychczasowe <span class="_ _1"></span>wyniki <span class="_ _1"></span>osiągnięte <span class="_ _1"></span>w <span class="_ _1"></span>ramach <span class="_ _1"></span>realizacji <span class="_ _1"></span>Strategii <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>na<span class="_ _1"></span> <span class="_ _1"></span>lata 202<span class="_ _1"></span>4<span class="_ _1"></span><span class="ff2">-2028 <span class="_ _1"></span>w <span class="_ _1"></span>obszarach <span class="_ _1"></span>ESG </span></div><div class="t m0 x1 h2 y50b ff1 fs0 fc1 sc0 ls0 ws0">(ang. Environmental, Social and Corpora<span class="_ _0"></span>te Governance) przedstawia poniższa tabela.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y50c ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y50d w44 h88"><div class="t m0 xd h2 y50e ff1 fs0 fca sc0 ls0 ws0">ŚRODOWISKO<span class="ff2"> </span></div><div class="t m0 xd h2 y50f ff2 fs0 fc1 sc0 ls0 ws0">#KIERUNEK 1 </div><div class="t m0 xd h2 y510 ff1 fs0 fca sc0 ls0 ws0">Przeciwdziałanie zmianom klimatu i zrównoważona infrastruktura<span class="ff2"> </span></div><div class="t m0 xd h2 y511 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y512 ff2 fs0 fca sc0 ls0 ws0">Cele:  </div><div class="t m0 x56 h11 y513 ff9 fs0 fc5 sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1 fc1">Osiągnięcie neutralności klimatycznej do 2050 r.</span><span class="ff2"> </span></span></div><div class="t m0 x56 h11 y514 ff9 fs0 fc5 sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1 fc1">Ws<span class="_ _1"></span>parcie walki <span class="_ _8"></span>z<span class="_ _1"></span> niską emisją<span class="ff2 fc5"> </span></span></span></div><div class="t m0 x56 h11 y515 ff9 fs0 fc5 sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff2 fc1">Transfo<span class="_ _1"></span>rmacja obszaru <span class="_ _0"></span>paliw i transportu<span class="fc5"> </span></span></span></div><div class="t m0 x56 h11 y269 ff9 fs0 fc5 sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1 fc1">Zwięks<span class="_ _1"></span>zenie ak<span class="_ _0"></span>tywności na rynku OZE<span class="ff2 fc5"> </span></span></span></div><div class="t m0 x56 h11 y266 ff9 fs0 fc5 sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff2 fc1">Inwestowanie i akwizycje w odpowiedzi na<span class="_ _0"></span> zmiany rynkowe <span class="_ _1"></span><span class="fc5"> </span></span></span></div></div><div class="c x1 y516 w45 h89"><div class="t m0 xd h2 y517 ff2 fs0 fca sc0 ls0 ws0">KPI na lata 2024 - <span class="ls1">2028</span> </div></div><div class="c x57 y516 w46 h89"><div class="t m0 xd h2 y518 ff2 fs0 fca sc0 ls0 ws0"> </div><div class="t m0 xd h2 y519 ff2 fs0 fca sc0 ls0 ws0">Status realizacji w 2024 r. </div></div><div class="c x1 y51a w45 h8a"><div class="t m0 xd h2 y51b ff1 fs0 fc1 sc0 ls0 ws0">Osiągnięcie 30% udziału paliw zawierają<span class="_ _0"></span>cych </div><div class="t m0 xd h2 y51c ff2 fs0 fc1 sc0 ls0 ws0">zaawansowane biopaliwa II i III generacji </div></div><div class="c x57 y51a w46 h8a"><div class="t m0 xd h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">Brak podania mierzalnych wyn<span class="_ _1"></span>ików realizacji celu <span class="_ _1"></span>w </div><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">2024 <span class="_ _21"> </span>ro<span class="_ _1"></span>ku <span class="_ _21"> </span>wynika <span class="_ _33"> </span>z <span class="_ _21"> </span>eta<span class="_ _1"></span>powego <span class="_ _21"> </span>c<span class="_ _1"></span>harakteru </div><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">wdrażania <span class="_ _35"> </span>zaawansowanych <span class="_ _35"> </span>biopaliw <span class="_ _35"> </span>oraz </div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x9 y51f w43 h8b" alt="" 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class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">45<span class="ls0"> </span></div></div><div class="c x57 y520 w46 h8c"><div class="t m0 xd h2 y521 ff1 fs0 fc1 sc0 ls0 ws0">uwarunkowań <span class="_ _24"> </span>legislacyjnych, <span class="_ _10"> </span>które<span class="_ _1"></span> <span class="_ _24"> </span>determinują </div><div class="t m0 xd h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">tempo implementacji tych rozwiązań na rynku.<span class="ff2"> </span></div><div class="t m0 xd h2 y523 ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _f"> </span>UNIMOT <span class="_ _f"> </span>od <span class="_ _f"> </span>2022 <span class="_ _f"> </span>r<span class="_ _1"></span>oku <span class="_ _f"> </span>prowadzi <span class="_ _f"> </span>testy </div><div class="t m0 xd h2 y524 ff2 fs0 fc1 sc0 ls0 ws0">zaawansowanych <span class="_ _8"></span>biopaliw, takich ja<span class="_ _0"></span>k HVO100 <span class="_ _8"></span>UCO, </div><div class="t m0 xd h2 y525 ff1 fs0 fc1 sc0 ls0 ws0">a <span class="_ _2c"> </span>w <span class="_ _29"> </span>2023 <span class="_ _2c"> </span>roku <span class="_ _29"> </span>rozpoczęła <span class="_ _2c"> </span>intensywne </div><div class="t m0 xd h2 y526 ff1 fs0 fc1 sc0 ls0 ws0">przygotowania <span class="_ _c"> </span>do<span class="_ _1"></span> <span class="_ _c"> </span>wdrożenia <span class="_ _9"> </span>HVO100 <span class="_ _9"> </span>do <span class="_ _c"> </span>ogólnej </div><div class="t m0 xd h2 y527 ff1 fs0 fc1 sc0 ls0 ws0">sprzedaży <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _8"></span>2024 <span class="_ _8"></span>roku. <span class="_ _8"></span>Kluczo<span class="_ _1"></span>wym <span class="_ _8"></span>elementem <span class="_ _8"></span>tych </div><div class="t m0 xd h2 y528 ff1 fs0 fc1 sc0 ls0 ws0">działań <span class="_ _7"></span>było <span class="_ _7"></span>powoł<span class="_ _1"></span>anie <span class="_ _7"></span>stanowiska <span class="_ _7"></span>Clim<span class="ff2">ate <span class="_ _7"></span>Solutions<span class="_ _1"></span> </span></div><div class="t m0 xd h2 y529 ff1 fs0 fc1 sc0 ls0 ws0">Director, <span class="_ _5"> </span>odpowiedzialnego <span class="_ _4"> </span>za <span class="_ _5"> </span>strategię <span class="_ _5"> </span>wdrażania </div><div class="t m0 xd h2 y52a ff1 fs0 fc1 sc0 ls0 ws0">paliw  d<span class="_ _8"></span>e<span class="_ _1"></span>karbonizacyjnych <span class="_ _9"> </span>oraz  edukację <span class="_ _9"> </span>klientów </div><div class="t m0 xd h2 y52b ff2 fs0 fc1 sc0 ls0 ws0">poprzez konsultacje, webinary i konferencje. </div><div class="t m0 xd h2 y52c ff1 fs0 fc1 sc0 ls0 ws0">Realizacja celu uzależniona jest od <span class="_ _8"></span>pos<span class="_ _1"></span>tępu procesu </div><div class="t m0 xd h2 y52d ff1 fs0 fc1 sc0 ls0 ws0">legislacyjnego <span class="_ _2c"> </span>związane<span class="_ _1"></span>go <span class="_ _2c"> </span>z <span class="_ _29"> </span>implementacją </div><div class="t m0 xd h2 y52e ff1 fs0 fc1 sc0 ls0 ws0">Dyrektyw RED II oraz RED III, <span class="_ _0"></span>które określają ramy </div><div class="t m0 xd h2 y52f ff1 fs0 fc1 sc0 ls0 ws0">regulacyjne <span class="_ _4"></span>dla <span class="_ _4"></span>rynku <span class="_ _4"> </span>biopaliw<span class="_ _1"></span>. <span class="_ _4"></span>Z <span class="_ _4"></span>uwagi <span class="_ _4"></span>na <span class="_ _4"> </span>to<span class="_ _1"></span>, <span class="_ _4"></span>że </div><div class="t m0 xd h2 y530 ff1 fs0 fc1 sc0 ls0 ws0">pełne  wdrożenie  HVO100  do <span class="_ _9"> </span>sprzedaży  wymaga </div><div class="t m0 xd h2 y531 ff1 fs0 fc1 sc0 ls0 ws0">dostosowania <span class="_ _1"></span>zarów<span class="ff2">no <span class="_ _6"></span>po <span class="_ _1"></span>stronie <span class="_ _6"></span>producenta, <span class="_ _1"></span>jak <span class="_ _1"></span>i<span class="_ _1"></span> </span></div><div class="t m0 xd h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">odbiorców, <span class="_ _5"> </span>działania <span class="_ _4"></span>w <span class="_ _5"> </span>2024 <span class="_ _5"> </span>roku <span class="_ _5"> </span>skupiają <span class="_ _5"> </span>się <span class="_ _5"> </span>na </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">budowie <span class="_ _8"></span>ś<span class="_ _1"></span>wiadomości <span class="_ _0"></span>oraz <span class="_ _8"></span>pr<span class="_ _1"></span>zygotowaniu <span class="_ _8"></span>rynku, co </div><div class="t m0 xd h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">przełoży <span class="_ _1"></span>się<span class="_ _1"></span> <span class="_ _1"></span>na <span class="_ _6"></span>osiągnięcie <span class="_ _6"></span>mierzalnych <span class="_ _1"></span>w<span class="_ _1"></span>yników <span class="_ _1"></span>w </div><div class="t m0 xd h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">kolejnych latach obowiązywania Strategii.<span class="ff2"> </span></div></div><div class="c x1 y533 w45 h8d"><div class="t m0 xd h2 y534 ff1 fs0 fcb sc0 ls0 ws0">Wolumen sprzedaży zielonej energii do klientów </div><div class="t m0 xd h2 y535 ff1 fs0 fcb sc0 ls0 ws0">końcowych na poziomie 25% w 2028 r.<span class="ff2"> </span></div></div><div class="c x57 y533 w46 h8d"><div class="t m0 xd h2 y536 ff2 fs0 fc1 sc0 ls0 ws0">Brak <span class="_ _b"> </span>podania <span class="_ _c"> </span>danych <span class="_ _b"> </span>procentowych <span class="_ _c"> </span>w <span class="_ _b"> </span>2024 <span class="_ _c"> </span>roku </div><div class="t m0 xd h2 y36a ff1 fs0 fc1 sc0 ls0 ws0">wynika <span class="_ _8"></span>z trwającego <span class="_ _8"></span>proces<span class="_ _1"></span>u <span class="_ _8"></span>aktualizacji oferty <span class="_ _8"></span>oraz </div><div class="t m0 xd h2 y537 ff1 fs0 fc1 sc0 ls0 ws0">stopniowego <span class="_ _1d"> </span>wdraża<span class="_ _0"></span>nia <span class="_ _1d"> </span>nowych <span class="_ _24"> </span>rozwiązań <span class="_ _1d"> </span>dla </div><div class="t m0 xd h2 y538 ff1 fs0 fc1 sc0 ls0 ws0">klientów, w tym umów PPA.<span class="ff2"> </span></div><div class="t m0 xd h2 y539 ff1 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT w 2024<span class="_ _1"></span> roku s<span class="_ _1"></span>koncentrowała się na </div><div class="t m0 xd h2 y53a ff2 fs0 fc1 sc0 ls0 ws0">rozbudowie <span class="_ _1f"> </span>i <span class="_ _22"> </span>dostosowaniu <span class="_ _1f"> </span>swo<span class="_ _1"></span>jej <span class="_ _1f"> </span>oferty <span class="_ _22"> </span>do </div><div class="t m0 xd h2 y53b ff1 fs0 fc1 sc0 ls0 ws0">zmieniających <span class="_ _17"> </span>się<span class="_ _1"></span> <span class="_ _17"> </span>potrzeb <span class="_ _f"> </span>rynku <span class="_ _17"> </span>oraz <span class="_ _f"> </span>regulacji </div><div class="t m0 xd h2 y53c ff1 fs0 fc1 sc0 ls0 ws0">prawnych. <span class="_ _24"> </span>Wprowadzenie <span class="_ _1d"> </span>umów <span class="_ _24"> </span>PPA <span class="_ _1d"> </span><span class="ff2">wymaga </span></div><div class="t m0 xd h2 y53d ff2 fs0 fc1 sc0 ls0 ws0">kompleksowych <span class="_ _36"> </span>analiz <span class="_ _36"> </span>oraz <span class="_ _36"> </span>negocjacji <span class="_ _36"> </span>z </div><div class="t m0 xd h2 y53e ff1 fs0 fc1 sc0 ls0 ws0">kontrahentami. <span class="_ _17"> </span>Ze <span class="_ _f"> </span>względu <span class="_ _17"> </span>na <span class="_ _17"> </span>długoterminowy </div><div class="t m0 xd h2 y53f ff1 fs0 fc1 sc0 ls0 ws0">charakter <span class="_ _2f"> </span>umów <span class="_ _2f"> </span>PPA <span class="_ _37"> </span>oraz <span class="_ _2f"> </span>konieczność </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">uwzględnienia <span class="_ _1b"> </span>czynników <span class="_ _1b"> </span>rynkowych <span class="_ _1b"> </span>i </div><div class="t m0 xd h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">regulacyjnych, <span class="_ _f"> </span>pełne <span class="_ _f"> </span>efekty <span class="_ _f"> </span>tych <span class="_ _17"> </span>d<span class="_ _1"></span>ziałań <span class="_ _f"> </span>będą </div><div class="t m0 xd h2 y266 ff2 fs0 fc1 sc0 ls0 ws0">widoczne w kolejnych okresach. </div></div><div class="c x1 y221 w45 h8e"><div class="t m0 xd h2 y540 ff2 fs0 fcb sc0 ls0 ws0">Fotowoltaika - <span class="ff1">osiągnięcie wolumenu realizacji na<span class="_ _0"></span> poziomie </span></div><div class="t m0 xd h2 y541 ff2 fs0 fcb sc0 ls0 ws0">150 MW rocznie do 2028 r. </div></div><div class="c x57 y221 w46 h8e"><div class="t m0 xd h2 y542 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _5"> </span>2024 <span class="_ _5"> </span>roku <span class="_ _b"> </span>podpisane <span class="_ _5"> </span>zostały <span class="_ _5"> </span>umowy <span class="_ _5"> </span>o <span class="_ _b"> </span>łącznej </div><div class="t m0 xd h2 y543 ff2 fs0 fc1 sc0 ls0 ws0">mocy <span class="_ _1d"> </span>10 <span class="_ _1d"> </span>MW, <span class="_ _1d"> </span>c<span class="_ _1"></span>o <span class="_ _1d"> </span>oznacza <span class="_ _24"> </span>300% <span class="_ _1f"> </span>wzrost <span class="_ _1d"> </span>w </div><div class="t m0 xd h2 y544 ff1 fs0 fc1 sc0 ls0 ws0">porównaniu <span class="_ _5"> </span>do <span class="_ _5"> </span>3 <span class="_ _5"> </span>MW<span class="_ _1"></span> <span class="_ _5"> </span>zakontraktowanych <span class="_ _4"> </span>w <span class="_ _b"> </span>2023 </div><div class="t m0 xd h2 y545 ff1 fs0 fc1 sc0 ls0 ws0">roku. <span class="_ _b"> </span>Tak <span class="_ _b"> </span>dynamiczny <span class="_ _c"> </span>rozwój <span class="_ _b"> </span>potwierdza <span class="_ _b"> </span>ro<span class="_ _1"></span>snące </div><div class="t m0 xd h2 y546 ff1 fs0 fc1 sc0 ls0 ws0">zainteresowanie <span class="_ _1"></span>rozwiązaniami OZE <span class="_ _1"></span>wś<span class="_ _1"></span>ród klientów </div><div class="t m0 xd h2 y547 ff1 fs0 fc1 sc0 ls0 ws0">oraz skuteczność działań Grupy w <span class="ff2">tym obszarze. </span></div><div class="t m0 xd h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">Plany <span class="_ _4"> </span>na<span class="_ _1"></span> <span class="_ _5"> </span>2025 <span class="_ _5"> </span>rok <span class="_ _5"> </span>zakła<span class="_ _1"></span>dają <span class="_ _5"> </span>dalszą <span class="_ _5"> </span>intensyfikację </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">działań. <span class="_ _5"> </span>Jest <span class="_ _5"> </span>to <span class="_ _b"> </span>kolejny <span class="_ _5"> </span>krok <span class="_ _b"> </span>w <span class="_ _5"> </span>kierunku <span class="_ _5"> </span>realizacji </div><div class="t m0 xd h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">długoterminowej <span class="_ _5"> </span>strategii <span class="_ _5"> </span>oraz <span class="_ _5"> </span>umacniania <span class="_ _b"> </span>pozycji </div><div class="t m0 xd h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">Grupy UNIMOT na rynku zrównoważonej energii.<span class="ff2"> </span></div></div><div class="c x1 y548 w45 h8f"><div class="t m0 xd h2 y549 ff1 fs0 fcb sc0 ls0 ws0">Systematyczny wzrost udziału OZE w prod<span class="_ _0"></span>uktach i </div><div class="t m0 xd h2 y54a ff1 fs0 fcb sc0 ls0 ws0">zużywanej energii<span class="ff2"> </span></div></div><div class="c x57 y548 w46 h8f"><div class="t m0 xd h2 y54b ff1 fs0 fc1 sc0 ls0 ws0">W  2024 <span class="_ _9"> </span>roku,  Sp<span class="_ _0"></span>ółka <span class="_ _9"> </span>RCEko<span class="_ _1"></span>energia <span class="_ _9"> </span>zrealizowała </div><div class="t m0 xd h2 y54c ff1 fs0 fc1 sc0 ls0 ws0">projekty budowy <span class="_ _1"></span>instalacji fo<span class="_ _1"></span>towoltaicznej <span class="_ _1"></span>o łącznej </div><div class="t m0 xd h2 y54d ff2 fs0 fc1 sc0 ls0 ws0">mocy 297,72 kW. </div><div class="t m0 xd h2 y54e ff1 fs0 fc1 sc0 ls0 ws0">Osiągnięte efekty:<span class="ff2"> </span></div><div class="t m0 x56 h11 y54f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">w<span class="ff1">zrost <span class="_ _2d"> </span>udziału <span class="_ _2d"> </span>moc<span class="_ _1"></span>y <span class="_ _2d"> </span>instalacji </span></span></span></div><div class="t m0 x3a h2 y550 ff2 fs0 fc1 sc0 ls0 ws0">fotowoltaicznych <span class="_ _1"></span>o <span class="_ _6"></span>85,9 <span class="_ _6"></span>% <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _6"></span>stosunku <span class="_ _1"></span>do </div><div class="t m0 x3a h2 y51d ff2 fs0 fc1 sc0 ls0 ws0">roku 2023 r.,  </div><div class="t m0 x56 h11 y551 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">w<span class="ff1">zrost ilości <span class="_ _8"></span>e<span class="_ _1"></span>nergii <span class="_ _8"></span>z własnych źródeł OZE<span class="_ _8"></span> </span></span></span></div><div class="t m0 x3a h2 y552 ff2 fs0 fc1 sc0 ls0 ws0">o w stosunku do roku 2023 r. o <span class="ls1">58</span>%,  </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x9 y553 w43 h90" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">46<span class="ls0"> </span></div></div><div class="c x57 y554 w46 h91"><div class="t m0 x56 h11 y555 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">w<span class="ff1">zrost <span class="_ _1a"> </span>udz<span class="_ _0"></span>iału <span class="_ _38"> </span>energii <span class="_ _38"> </span>z <span class="_ _38"> </span>OZE<span class="_ _1"></span> <span class="_ _38"> </span>w </span></span></span></div><div class="t m0 x3a h2 y556 ff2 fs0 fc1 sc0 ls0 ws0">wytwarzaniu <span class="_ _39"> </span>energii <span class="_ _39"> </span>elektrycznej <span class="_ _39"> </span>do </div><div class="t m0 x3a h2 y557 ff2 fs0 fc1 sc0 ls0 ws0">14,7<span class="lse">%.</span> </div><div class="t m0 xd h2 y558 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _10"> </span>instalacje <span class="_ _10"> </span>fotow<span class="_ _1"></span>oltaiczne <span class="_ _f"> </span>wyposażonych <span class="_ _10"> </span>jes<span class="_ _1"></span>t </div><div class="t m0 xd h2 y559 ff1 fs0 fc1 sc0 ls0 ws0">również <span class="_ _21"> </span>dziewięć <span class="_ _21"> </span>stacji <span class="_ _21"> </span>paliw <span class="_ _21"> </span>AVIA. <span class="_ _21"> </span> <span class="_ _21"> </span>Ilość </div><div class="t m0 xd h2 y55a ff2 fs0 fc1 sc0 ls0 ws0">produkowanej <span class="_ _23"> </span>przez <span class="_ _34"> </span>instal<span class="_ _1"></span>acje <span class="_ _23"> </span>fo<span class="_ _1"></span>towoltaiczne </div><div class="t m0 xd h2 y55b ff2 fs0 fc1 sc0 ls0 ws0">energii <span class="_ _c"> </span>zmniejsza <span class="_ _c"> </span>koszty <span class="_ _c"> </span>i <span class="_ _9"> </span>wykorzystanie <span class="_ _c"> </span> <span class="_ _c"> </span>ene<span class="_ _1"></span>rgii </div><div class="t m0 xd h2 y55c ff1 fs0 fc1 sc0 ls0 ws0">pochodzącej <span class="_ _a"></span>z <span class="_ _a"></span>innych <span class="_ _a"></span>źródeł<span class="_ _1"></span>. <span class="_ _a"></span>Oszczędności <span class="_ _a"></span>sięgają </div><div class="t m0 xd h2 y55d ff2 fs0 fc1 sc0 ls0 ws0">nawet <span class="_ _22"> </span>do <span class="_ _1f"> </span>50% <span class="_ _22"> </span>w <span class="_ _22"> </span>skali <span class="_ _1f"> </span>r<span class="_ _1"></span><span class="ff1">oku <span class="_ _1f"> </span>w<span class="_ _1"></span> <span class="_ _1f"> </span>nie<span class="_ _1"></span>których </span></div><div class="t m0 xd h2 y531 ff1 fs0 fc1 sc0 ls0 ws0">lokalizacjach. <span class="_ _c"> </span>W <span class="_ _9"> </span>2025 <span class="_ _c"> </span>roku <span class="_ _9"> </span>zostaną <span class="_ _c"> </span>urucho<span class="_ _1"></span>mione </div><div class="t m0 xd h2 y55e ff2 fs0 fc1 sc0 ls0 ws0">kolejne <span class="_ _34"> </span>cztery <span class="_ _34"> </span>ins<span class="_ _1"></span>talacje <span class="_ _23"> </span>na <span class="_ _34"> </span>stacjach <span class="_ _39"> </span>oraz </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">przeprowadzone <span class="_ _29"> </span>zostaną <span class="_ _36"> </span>a<span class="_ _0"></span>nalizy <span class="_ _3a"> </span>dotyczące </div><div class="t m0 xd h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">możliwości <span class="_ _1d"> </span>technicznych <span class="_ _1d"> </span>mo<span class="_ _0"></span>ntażu <span class="_ _24"> </span>ins<span class="_ _1"></span>talacji <span class="_ _24"> </span>na </div><div class="t m0 xd h2 y264 ff2 fs0 fc1 sc0 ls0 ws0">kolejnych. </div></div><div class="c x1 y55f w45 h92"><div class="t m0 xd h2 y560 ff1 fs0 fcb sc0 ls0 ws0">Wzrost udziału EBITDA generowanej przez p<span class="_ _0"></span>rodukty nisko<span class="_ _1"></span><span class="ff2">- </span></div><div class="t m0 xd h2 y561 ff2 fs0 fcb sc0 ls0 ws0">i zeroemisyjne </div></div><div class="c x57 y55f w46 h92"><div class="t m0 xd h2 y562 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _9"> </span>2024 <span class="_ _9"> </span>roku<span class="_ _1"></span> <span class="_ _9"> </span>udział <span class="_ _9"> </span>EBITDA  ze <span class="_ _c"> </span>s<span class="_ _1"></span>przedaży <span class="_ _9"> </span>paliw </div><div class="t m0 xd h2 y563 ff2 fs0 fc1 sc0 ls0 ws0">nisko- <span class="_ _5"> </span><span class="ff1">i<span class="_ _1"></span> <span class="_ _5"> </span>zeroe<span class="_ _1"></span>misyjnych <span class="_ _5"> </span>pozostawał <span class="_ _b"> </span>poniżej <span class="_ _b"> </span>progu </span></div><div class="t m0 xd h2 y564 ff1 fs0 fc1 sc0 ls0 ws0">materialności, <span class="_ _1f"> </span>co <span class="_ _1f"> </span>wynika <span class="_ _1f"> </span>z <span class="_ _1f"> </span>wczesnego <span class="_ _1f"> </span>etapu </div><div class="t m0 xd h2 y565 ff1 fs0 fc1 sc0 ls0 ws0">wdrażania <span class="_ _21"> </span>tych <span class="_ _33"> </span>produktów<span class="_ _1"></span> <span class="_ _21"> </span>oraz <span class="_ _33"> </span>dynamicznie </div><div class="t m0 xd h2 y566 ff1 fs0 fc1 sc0 ls0 ws0">zmieniającego się otoczenia regulacyjnego.<span class="ff2"> </span></div><div class="t m0 xd h2 y567 ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _c"> </span><span class="ff1">UNIMOT  konsekwentnie <span class="_ _c"> </span>re<span class="_ _1"></span>alizuje <span class="_ _c"> </span>strategię </span></div><div class="t m0 xd h2 y568 ff1 fs0 fc1 sc0 ls0 ws0">zwiększania <span class="_ _6"></span>udziału <span class="_ _6"></span>paliw <span class="_ _6"></span>alte<span class="_ _1"></span>rnatywnych <span class="_ _6"></span>w <span class="_ _6"></span>s<span class="_ _1"></span>woim </div><div class="t m0 xd h2 y569 ff1 fs0 fc1 sc0 ls0 ws0">portfolio, <span class="_ _1"></span>m.in. <span class="_ _6"></span>poprzez <span class="_ _1"></span>rozwój <span class="_ _1"></span>o<span class="_ _1"></span>ferty <span class="_ _1"></span>HVO100 <span class="_ _1"></span>o<span class="_ _1"></span>raz </div><div class="t m0 xd h2 y56a ff1 fs0 fc1 sc0 ls0 ws0">inwestycje <span class="_ _24"> </span>w <span class="_ _24"> </span>infrastrukturę <span class="_ _10"> </span>OZE. <span class="_ _24"> </span>Spodziewane </div><div class="t m0 xd h2 y56b ff1 fs0 fc1 sc0 ls0 ws0">efekty <span class="_ _30"> </span>tych <span class="_ _3b"> </span>działań <span class="_ _30"> </span>powinny <span class="_ _30"> </span>znaleźć </div><div class="t m0 xd h2 y56c ff2 fs0 fc1 sc0 ls0 ws0">odzwierciedlenie <span class="_ _33"> </span>w <span class="_ _28"> </span>wynikach <span class="_ _33"> </span>finanso<span class="_ _1"></span>wych <span class="_ _33"> </span>w </div><div class="t m0 xd h2 y56d ff1 fs0 fc1 sc0 ls0 ws0">kolejnych <span class="_ _1"></span>latach, <span class="_ _1"></span>wraz <span class="_ _1"></span>ze <span class="_ _1"></span>wzro<span class="_ _1"></span>stem <span class="_ _1"></span>skali <span class="_ _1"></span>sprzedaży </div><div class="t m0 xd h2 y56e ff2 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _2e"> </span>dojrzewaniem <span class="_ _14"> </span>rynku <span class="_ _2e"> </span>paliw <span class="_ _2e"> </span>nis<span class="_ _1"></span>ko- <span class="_ _14"> </span><span class="ls4">i </span></div><div class="t m0 xd h2 y56f ff2 fs0 fc1 sc0 ls0 ws0">zeroemisyjnych. </div></div><div class="c x1 y570 w45 h3b"><div class="t m0 xd h2 y571 ff1 fs0 fcb sc0 ls0 ws0">Konsekwentne zwiększanie nakładów inwestycyjnych na </div><div class="t m0 xd h2 y572 ff1 fs0 fcb sc0 ls0 ws0">rozwój produktów nisko<span class="ff2">- i zeroemisyjnych  </span></div></div><div class="c x57 y570 w46 h3b"><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">Szczegółowy <span class="_ _e"> </span>opis <span class="_ _e"> </span>projektów <span class="_ _e"> </span>oraz <span class="_ _e"> </span>ich <span class="_ _e"> </span>wpływ <span class="_ _e"> </span>na </div><div class="t m0 xd h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">istotne <span class="_ _a"></span>kwestie <span class="_ _a"></span>zrównoważonego <span class="_ _a"></span>rozwoju <span class="_ _a"></span>znajduje </div><div class="t m0 xd h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">się w części 2.1.2. niniejszego Sprawozdania.<span class="ff2"> </span></div></div><div class="c x1 y573 w45 h8f"><div class="t m0 xd h2 y574 ff2 fs0 fcb sc0 ls0 ws0">Wzrost <span class="ff1">efektywności energetycznej na przychody <span class="_ _0"></span>netto i </span></div><div class="t m0 xd h2 y575 ff1 fs0 fcb sc0 ls0 ws0">optymalizacja zużycia energii<span class="ff2"> </span></div></div><div class="c x57 y573 w46 h8f"><div class="t m0 xd h2 y543 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span>obliczyła <span class="_ _9"> </span>dane  dotyczące <span class="_ _9"> </span>zużycia </div><div class="t m0 xd h2 y544 ff1 fs0 fc1 sc0 ls0 ws0">energii w 2024 <span class="_ _1"></span>roku i <span class="_ _1"></span>przyjęła ten <span class="_ _1"></span>rok jako bazowy. </div><div class="t m0 xd h2 y545 ff2 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _17"> </span>tej <span class="_ _17"> </span>podstawie, <span class="_ _19"> </span>w <span class="_ _17"> </span>2025 <span class="_ _17"> </span>roku, <span class="_ _17"> </span>przeprowadzi </div><div class="t m0 xd h2 y546 ff1 fs0 fc1 sc0 ls0 ws0">badanie <span class="_ _1"></span>mające <span class="_ _6"></span>na <span class="_ _1"></span>celu <span class="_ _6"></span>zidentyfikowanie <span class="_ _1"></span>obszarów </div><div class="t m0 xd h2 y547 ff2 fs0 fc1 sc0 ls0 ws0">strat <span class="_ _5"> </span>energii, <span class="_ _5"> </span>wyznaczy <span class="_ _5"> </span>konkre<span class="_ _1"></span>tne <span class="_ _5"> </span>cele <span class="_ _5"> </span>w <span class="_ _b"> </span>zakresie<span class="_ _0"></span> </div><div class="t m0 xd h2 y576 ff2 fs0 fc1 sc0 ls0 ws0">wzrostu <span class="_ _c"> </span>efektyw<span class="ff1">ności <span class="_ _c"> </span>energetycznej <span class="_ _c"> </span>oraz <span class="_ _c"> </span>mierniki </span></div><div class="t m0 xd h2 y577 ff1 fs0 fc1 sc0 ls0 ws0">służące do ich realizacji.<span class="ff2"> </span></div><div class="t m0 xd h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">Szczegółowe dane <span class="_ _8"></span>zos<span class="_ _1"></span>tały <span class="_ _8"></span>zapre<span class="_ _1"></span>zentowane w <span class="_ _8"></span>części </div><div class="t m0 xd h2 y266 ff2 fs0 fc1 sc0 ls0 ws0">2.1.3. niniejszego Sprawozdania. </div></div><div class="c x1 y578 w45 h93"><div class="t m0 xd h2 y579 ff1 fs0 fc1 sc0 ls0 ws0">Zwiększenie liczby lokomotyw elektrycznych do 33, w <span class="_ _0"></span>tym </div><div class="t m0 xd h2 y57a ff1 fs0 fc1 sc0 ls0 ws0">20 własnych<span class="ff2"> </span></div></div><div class="c x57 y578 w46 h93"><div class="t m0 xd h2 y57b ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _39"> </span>UNIMOT, <span class="_ _39"> </span>poprzez <span class="_ _39"> </span>S<span class="ff1">półkę <span class="_ _39"> </span>OLAVION, </span></div><div class="t m0 xd h2 y57c ff1 fs0 fc1 sc0 ls0 ws0">konsekwentnie <span class="_ _3c"> </span>rozwija <span class="_ _3d"> </span>flotę <span class="_ _3d"> </span>lokomo<span class="_ _1"></span>tyw </div><div class="t m0 xd h2 y57d ff1 fs0 fc1 sc0 ls0 ws0">elektrycznych <span class="_ _1d"> </span>Dragon, <span class="_ _1f"> </span>wspierając <span class="_ _1d"> </span>tym <span class="_ _1d"> </span>s<span class="_ _1"></span>amym </div><div class="t m0 xd h2 y57e ff1 fs0 fc1 sc0 ls0 ws0">dekarbonizację transportu kolejowego.<span class="ff2"> </span></div><div class="t m0 xd h2 y57f ff1 fs0 fc1 sc0 ls0 ws0">W II połowie<span class="_ _1"></span> 2024 roku OLAVION odebrał pie<span class="_ _1"></span>rwsze </div><div class="t m0 xd h2 y580 ff2 fs0 fc1 sc0 ls0 ws0">cztery <span class="_ _6"></span>lokomo<span class="_ _1"></span>tywy <span class="_ _6"></span>E6ACTab. <span class="_ _a"></span>Dodatkowo, <span class="_ _6"></span>na <span class="_ _a"></span>bazie </div><div class="t m0 xd h2 y581 ff1 fs0 fc1 sc0 ls0 ws0">wcześniejszych <span class="_ _17"> </span>uzgodnień, <span class="_ _19"> </span>Spółka <span class="_ _19"> </span>skorzystała <span class="_ _19"> </span>z<span class="_ _1"></span> </div><div class="t m0 xd h2 y579 ff1 fs0 fc1 sc0 ls0 ws0">opcji <span class="_ _2a"> </span>rozszerzenia <span class="_ _2a"> </span>zamówienia <span class="_ _21"> </span>o <span class="_ _2a"> </span>kolejne <span class="_ _2a"> </span>16 </div><div class="t m0 xd h2 y57a ff1 fs0 fc1 sc0 ls0 ws0">lokomotyw, <span class="_ _e"> </span>które <span class="_ _d"> </span>zostaną <span class="_ _e"> </span>dostarczone <span class="_ _e"> </span>w <span class="_ _d"> </span>latach </div><div class="t m0 xd h2 y54d ff2 fs0 fc1 sc0 ls1 ws0">2025<span class="ff1 ls0">–</span>2029.<span class="ls0"> </span></div><div class="t m0 xd h2 y582 ff1 fs0 fc1 sc0 ls0 ws0">Po <span class="_ _f"> </span>uzyskaniu <span class="_ _10"> </span>stos<span class="_ _1"></span>ownych <span class="_ _f"> </span>zgód <span class="_ _10"> </span>korporacyjnych </div><div class="t m0 xd h2 y583 ff1 fs0 fc1 sc0 ls0 ws0">zamówiono: <span class="ff2"> </span></div><div class="t m0 x56 h11 y550 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">w <span class="_ _1e"> </span>styczniu <span class="_ _1e"> </span>2024r.- <span class="_ _1e"> </span>4 <span class="_ _14"> </span>dodatkowe<span class="_ _1"></span> </span></span></div><div class="t m0 x3a h2 y584 ff1 fs0 fc1 sc0 ls0 ws0">lokomotywy Dragon, z dostawą w 2025r.,<span class="ff2"> </span></div><div class="t m0 x56 h11 y3fb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">w <span class="_ _1"></span>grudniu <span class="_ _1"></span>2024r.<span class="_ _1"></span> <span class="_ _1"></span><span class="ff1">–</span> <span class="_ _6"></span>12 <span class="_ _1"></span>lokomo<span class="_ _1"></span>tyw <span class="_ _1"></span>Dragon </span></span></div><div class="t m0 x3a h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">(z <span class="_ _7"></span>dostawą <span class="_ _7"></span>2 <span class="_ _7"></span>x <span class="_ _8"></span>do <span class="_ _7"></span>końca <span class="_ _7"></span>2026,<span class="_ _1"></span> <span class="_ _7"></span>4 <span class="_ _7"></span>x <span class="_ _7"></span>do <span class="_ _8"></span>końca </div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x9 y141 w43 h25" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">47<span class="ls0"> </span></div></div><div class="c x57 y585 w46 h94"><div class="t m0 x3a h2 y586 ff1 fs0 fc1 sc0 ls0 ws0">2027, <span class="_ _5"> </span>4 <span class="_ _5"> </span>x <span class="_ _5"> </span>do<span class="_ _1"></span> <span class="_ _5"> </span>końca <span class="_ _5"> </span>2028, <span class="_ _5"> </span>2 <span class="_ _b"> </span>x <span class="_ _5"> </span>do <span class="_ _b"> </span>końca </div><div class="t m0 x3a h2 y587 ff2 fs0 fc1 sc0 ls0 ws0">2029).   </div><div class="t m0 xd h2 y55e ff1 fs0 fc1 sc0 ls0 ws0">Nowe <span class="_ _8"></span>lokomotywy, <span class="_ _8"></span>w <span class="_ _8"></span>tym <span class="_ _8"></span>modele <span class="_ _8"></span>z <span class="_ _8"></span>modułe<span class="_ _1"></span>m <span class="_ _7"></span>s<span class="_ _1"></span>ilnika </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">spalinowego <span class="_ _0"></span>pozwolą <span class="_ _8"></span>O<span class="_ _1"></span>LAVION <span class="_ _0"></span>na dalszą <span class="_ _8"></span>ekspansję </div><div class="t m0 xd h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _28"> </span>zwiększenie <span class="_ _20"> </span>efe<span class="_ _1"></span>ktywności <span class="_ _28"> </span>operacyjnej <span class="_ _20"> </span>przy </div><div class="t m0 xd h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">jednoczesnym ograniczeniu emisji CO₂.<span class="ff2"> </span></div></div><div class="c x1 y588 w44 h95"><div class="t m0 xd h2 y589 ff1 fs0 fca sc0 ls0 ws0">ŚRODOWISKO<span class="ff2"> </span></div><div class="t m0 xd h2 y58a ff2 fs0 fc1 sc0 ls0 ws0">#KIERUNEK 2 </div><div class="t m0 xd h2 y58b ff1 fs0 fca sc0 ls0 ws0">Ochrona środowiska naturalnego <span class="ff2"> </span></div><div class="t m0 xd h2 y58c ff2 fs0 fca sc0 ls0 ws0"> </div><div class="t m0 xd h2 y514 ff2 fs0 fca sc0 ls0 ws0">Cele:  </div><div class="t m0 x56 h11 y515 ff9 fs0 fc1 sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1">Ws<span class="_ _1"></span>parcie bioróżnorodności i <span class="_ _8"></span>e<span class="_ _1"></span>kosystemów<span class="ff2"> </span></span></span></div><div class="t m0 x56 h11 y269 ff9 fs0 fc1 sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1">Rozwó<span class="_ _1"></span>j gospodark<span class="_ _0"></span>i o obiegu zamkniętym<span class="ff2"> </span></span></span></div><div class="t m0 x56 h11 y266 ff9 fs0 fc1 sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1">Osiągnięcie pozycji największego nieza<span class="_ _0"></span>leżnego sprzedawcy gazu ziemnego w Polsce<span class="_ _1"></span><span class="ff2"> </span></span></span></div></div><div class="c x1 y58d w45 h96"><div class="t m0 xd h2 y3fb ff2 fs0 fca sc0 ls0 ws0">KPI na lata 2024 - <span class="ls1">2028</span> </div></div><div class="c x57 y58d w46 h96"><div class="t m0 xd h2 y58e ff2 fs0 fca sc0 ls0 ws0"> </div><div class="t m0 xd h2 y51e ff2 fs0 fca sc0 ls0 ws0">Status realizacji w 2024 r. </div></div><div class="c x1 y58f w45 h97"><div class="t m0 xd h2 y590 ff1 fs0 fc1 sc0 ls0 ws0">Udział procentowy zagospodarowanych odpad<span class="_ _0"></span>ów w </div><div class="t m0 xd h2 y531 ff1 fs0 fc1 sc0 ls0 ws0">ramach cyklu życia produktu<span class="ff2"> </span></div></div><div class="c x57 y58f w46 h97"><div class="t m0 xd h2 y591 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>2025 <span class="_ _a"></span>roku <span class="_ _a"></span>Grupa <span class="_ _a"></span>UNIMOT <span class="_ _a"></span><span class="ff1">przeprowadzi <span class="_ _a"></span>analizę </span></div><div class="t m0 xd h2 y55a ff1 fs0 fc1 sc0 ls0 ws0">cyklu <span class="_ _b"> </span>ż<span class="_ _1"></span>ycia <span class="_ _b"> </span>s<span class="_ _1"></span>woich <span class="_ _c"> </span>produktów, <span class="_ _c"> </span>określając <span class="_ _b"> </span>b<span class="_ _1"></span>azowy </div><div class="t m0 xd h2 y592 ff1 fs0 fc1 sc0 ls0 ws0">udział  p<span class="_ _0"></span>rocentowy  zagospodarowanych  odpad<span class="_ _8"></span>ó<span class="_ _1"></span>w. </div><div class="t m0 xd h2 y55c ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _2c"> </span>podstawie <span class="_ _2c"> </span>zebranych <span class="_ _29"> </span>da<span class="_ _0"></span>nych <span class="_ _2c"> </span>zostaną </div><div class="t m0 xd h2 y590 ff2 fs0 fc1 sc0 ls0 ws0">wyznaczone <span class="_ _36"> </span>konkretne <span class="_ _3a"> </span>cele<span class="_ _1"></span> <span class="_ _36"> </span>(% <span class="_ _3a"> </span>w<span class="_ _1"></span>zrostu </div><div class="t m0 xd h2 y531 ff1 fs0 fc1 sc0 ls0 ws0">zagospodarowanych <span class="_ _33"> </span>odpadów<span class="_ _1"></span> <span class="_ _33"> </span>względem <span class="_ _28"> </span>roku </div><div class="t m0 xd h2 y55e ff1 fs0 fc1 sc0 ls0 ws0">bazowego, <span class="_ _7"></span>ilość <span class="_ _8"></span>wdrożonych <span class="_ _7"></span>inicjatyw <span class="_ _7"></span>GOZ <span class="_ _8"></span>w <span class="_ _7"></span>Grupie<span class="_ _1"></span> </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT, <span class="_ _5"> </span>re<span class="_ _1"></span>dukcja <span class="_ _5"> </span>odpadów <span class="_ _5"> </span>nie<span class="_ _1"></span>przetworzonych <span class="_ _5"> </span>w </div><div class="t m0 xd h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">stosunku <span class="_ _20"> </span>do <span class="_ _20"> </span>całkowitej <span class="_ _20"> </span>il<span class="_ _1"></span>ości <span class="_ _20"> </span>generowanych </div><div class="t m0 xd h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">odpadów), działania<span class="ff2"> oraz mierniki ich realizacji.  </span></div></div><div class="c x1 y593 w45 h98"><div class="t m0 xd h2 y594 ff1 fs0 fc1 sc0 ls0 ws0">Opracowanie planu działania na rzecz ochrony </div><div class="t m0 xd h2 y595 ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodności –<span class="ff2"> Biodiversity Action Plan (BAP) dla </span></div><div class="t m0 xd h2 y571 ff2 fs0 fc1 sc0 ls0 ws0">Grupy <span class="ff1">UNIMOT i włączenie ochrony różnorodności </span></div><div class="t m0 xd h2 y572 ff1 fs0 fc1 sc0 ls0 ws0">biologicznej do wewnętrznych procesów decyzyjnych<span class="ff2"> </span></div></div><div class="c x57 y593 w46 h98"><div class="t m0 xd h2 y531 ff1 fs0 fc1 sc0 ls0 ws0">Działanie <span class="_ _3e"> </span><span class="ff2">zostanie <span class="_ _3e"> </span>zrealizowane <span class="_ _3e"> </span>w </span></div><div class="t m0 xd h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">średnioterminowym <span class="_ _28"> </span>horyzoncie <span class="_ _28"> </span>czasowym, <span class="_ _28"> </span>po </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">szczegółowej <span class="_ _9"> </span>analizie <span class="_ _c"> </span>wpływu <span class="_ _9"> </span>Grupy <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span>na </div><div class="t m0 xd h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodność<span class="ff2"> <span class="_ _22"> </span></span>oraz <span class="_ _1f"> </span>określeniu <span class="_ _1f"> </span>priorytetów <span class="_ _22"> </span>i </div><div class="t m0 xd h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">dalszych kierunków działań.<span class="ff2"> </span></div></div><div class="c x1 y596 w45 h99"><div class="t m0 xd h2 y597 ff2 fs0 fc1 sc0 ls0 ws0">Uruchomienie programu ograniczenia marnowania </div><div class="t m0 xd h2 y598 ff1 fs0 fc1 sc0 ls0 ws0">żywności w sieci sprzedaży detalicznej<span class="ff2"> </span></div></div><div class="c x57 y596 w46 h99"><div class="t m0 xd h2 y599 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _1f"> </span>UNIMOT <span class="_ _1f"> </span>angażuje <span class="_ _22"> </span>się <span class="_ _22"> </span>w <span class="_ _1f"> </span>ograniczanie </div><div class="t m0 xd h2 y59a ff1 fs0 fc1 sc0 ls0 ws0">marnowania <span class="_ _b"> </span>żywności <span class="_ _b"> </span>poprzez <span class="_ _5"> </span>w<span class="_ _1"></span>drożenie <span class="_ _b"> </span>aplikacji </div><div class="t m0 xd h2 y59b ff2 fs0 fc1 sc0 ls0 ws0">Foodsi* na 48 z 51 <span class="ff1">własnych stacji paliw CODO. </span> </div><div class="t m0 xd h2 y59c ff2 fs0 fc1 sc0 ls0 ws0">Kluczowe etapy projektu: </div><div class="t m0 xd h2 y59d ff1 fs0 fc1 sc0 ls0 ws0">Wrzesień 2024 –<span class="ff2"> <span class="_ _8"></span>rozszerzenie Foodsi <span class="_ _8"></span>na 45 stacjach </span></div><div class="t m0 xd h2 y59e ff2 fs0 fc1 sc0 ls0 ws0">CODO. </div><div class="t m0 xd h2 y59f ff1 fs0 fc1 sc0 ls0 ws0">Grudzień 2024 –<span class="ff2"> </span>zakup 49 koszy <span class="_ _0"></span>wyprzedażowych z </div><div class="t m0 xd h2 y5a0 ff1 fs0 fc1 sc0 ls0 ws0">hasłem &quot;Nie marnujemy!&quot;.<span class="ff2"> </span></div><div class="t m0 xd h2 y5a1 ff1 fs0 fc1 sc0 ls0 ws0">Efekty działań:<span class="ff2"> </span></div><div class="t m0 xd h2 y5a2 ff1 fs0 fc1 sc0 ls0 ws0">Listopad: 14 stacji wystawiło 83 pa<span class="_ _0"></span>czki.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xd h2 y5a3 ff1 fs0 fc1 sc0 ls0 ws0">Grudzień: 18 stacji wystawiło 110 paczek.<span class="ff2"> </span></div><div class="t m0 xd h2 y580 ff1 fs0 fc1 sc0 ls0 ws0">Każda paczka <span class="_ _1"></span>to realne <span class="_ _1"></span>zmniejszenie <span class="_ _1"></span>strat żywności </div><div class="t m0 xd h2 y5a4 ff1 fs0 fc1 sc0 ls0 ws0">i świadomy wybór klientów.<span class="ff2"> </span></div><div class="t m0 xd h2 y5a5 ff2 fs0 fc1 sc0 ls0 ws0">*<span class="ff1">Foodsi <span class="_ _d"> </span>św<span class="_ _1"></span>iadczy <span class="_ _d"> </span> <span class="_ _d"> </span>usł<span class="_ _1"></span>ugi <span class="_ _d"> </span>drogą <span class="_ _d"> </span>ele<span class="_ _1"></span>ktroniczną <span class="_ _d"> </span>i </span></div><div class="t m0 xd h2 y5a6 ff1 fs0 fc1 sc0 ls0 ws0">posiada <span class="_ _f"> </span>aplikację <span class="_ _f"> </span>mobilną, <span class="_ _10"> </span>której <span class="_ _f"> </span>c<span class="_ _1"></span>elem <span class="_ _f"> </span> <span class="_ _f"> </span>jes<span class="_ _1"></span>t </div><div class="t m0 xd h2 y5a7 ff1 fs0 fc1 sc0 ls0 ws0">ograniczenie <span class="_ _17"> </span>marnowania <span class="_ _19"> </span>produktów <span class="_ _17"> </span>i <span class="_ _17"> </span>strat <span class="_ _19"> </span>na </div><div class="t m0 xd h2 y582 ff1 fs0 fc1 sc0 ls0 ws0">towarach z krótkim <span class="_ _0"></span>terminem ważności  poprzez ich </div><div class="t m0 xd h2 y583 ff1 fs0 fc1 sc0 ls0 ws0">wystawienie  do <span class="_ _e"> </span>sprzedaży  w  aplikacji <span class="_ _e"> </span>w  postaci </div><div class="t m0 xd h2 y5a8 ff2 fs0 fc1 sc0 ls0 ws0">paczek. <span class="_ _c"> </span>P<span class="_ _1"></span>artnerzy <span class="_ _9"> </span>Food<span class="ff1">si <span class="_ _9"> </span>mogą <span class="_ _9"> </span>wystawiać <span class="_ _9"> </span>ofertę </span></div><div class="t m0 xd h2 y5a9 ff1 fs0 fc1 sc0 ls0 ws0">sprzedaży <span class="_ _1"></span>paczek <span class="_ _6"></span>w <span class="_ _6"></span>obniżonej <span class="_ _6"></span>ce<span class="_ _1"></span>nie <span class="_ _1"></span>a <span class="_ _6"></span>użytkownicy </div><div class="t m0 xd h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">aplikacji <span class="_ _6"></span>Foo<span class="_ _1"></span>dsi <span class="_ _a"></span>nabywają <span class="_ _a"></span>paczki. <span class="_ _a"></span>Płatność <span class="_ _a"></span>odbywa </div><div class="t m0 xd h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _8"></span>w ap<span class="_ _0"></span>likacji<span class="ff2">,<span class="ls21">  </span></span>a <span class="_ _8"></span>odbiór <span class="_ _8"></span>paczki odby<span class="_ _8"></span>w<span class="_ _1"></span>a <span class="_ _8"></span>się na <span class="_ _7"></span>stacji. <span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x9 y5aa w43 h9a" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">48<span class="ls0"> </span></div></div><div class="c x1 y5ab w45 h9b"><div class="t m0 xd h2 y5ac ff1 fs0 fc1 sc0 ls0 ws0">Wzrost udziału przewozów kolejowych realizowanych </div><div class="t m0 xd h2 y5ad ff1 fs0 fc1 sc0 ls0 ws0">przez Grupę<span class="ff2"> </span></div></div><div class="c x57 y5ab w46 h9b"><div class="t m0 xd h2 y19e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _5"> </span>2024 <span class="_ _5"> </span>r. <span class="_ _b"> </span>Spółka <span class="_ _5"> </span>OLAVION <span class="_ _5"> </span>odnotowała <span class="_ _5"> </span>znaczący </div><div class="t m0 xd h2 y5ae ff2 fs0 fc1 sc0 ls0 ws0">wzrost <span class="_ _c"> </span>w <span class="_ _c"> </span>przewozach <span class="_ _c"> </span>kolejowych<span class="_ _1"></span>, <span class="_ _c"> </span>w <span class="_ _c"> </span>tym <span class="_ _c"> </span>okresie </div><div class="t m0 xd h2 y5af ff1 fs0 fc1 sc0 ls0 ws0">przewieziono 1 779 568 ton produktów: +18% r/r.<span class="ff2"> </span></div><div class="t m0 xd h2 y546 ff1 fs0 fc1 sc0 ls0 ws0">Wykonana pr<span class="_ _1"></span>aca <span class="_ _1"></span>przewozowa <span class="_ _1"></span>wzrosła <span class="_ _1"></span>w <span class="_ _1"></span>2024 <span class="_ _1"></span>roku </div><div class="t m0 xd h2 y547 ff2 fs0 fc1 sc0 ls0 ws0">do <span class="_ _d"> </span>905 <span class="_ _d"> </span>mln <span class="_ _d"> </span>ntkm<span class="_ _1"></span> <span class="_ _d"> </span><span class="ff1">(netto <span class="_ _19"> </span>tono <span class="_ _d"> </span>kilometrów)<span class="_ _1"></span></span>, <span class="_ _d"> </span>co </div><div class="t m0 xd h2 y5b0 ff2 fs0 fc1 sc0 ls0 ws0">oznacza wzrost o 15%. </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">Dynamiczny <span class="_ _1"></span>rozwój <span class="_ _6"></span>przewozów <span class="_ _1"></span>kolejowych <span class="_ _6"></span>wpisuje </div><div class="t m0 xd h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _e"> </span>w <span class="_ _e"> </span>strategię <span class="_ _e"> </span>opt<span class="_ _1"></span>ymalizacji <span class="_ _e"> </span>logistyki <span class="_ _e"> </span>i <span class="_ _e"> </span>redukcji </div><div class="t m0 xd h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">emisji CO₂ w transporcie towarowym.<span class="ff2"> </span></div></div><div class="c x1 y1e1 w45 h98"><div class="t m0 xd h2 y5b1 ff1 fs0 fc1 sc0 ls0 ws0">Opracowanie i wdrażanie planów zamknięcia obiegu <span class="_ _0"></span>wody, </div><div class="t m0 xd h2 y571 ff2 fs0 fc1 sc0 ls0 ws0">w tym retencji wody deszczowej </div></div><div class="c x57 y1e1 w46 h98"><div class="t m0 xd h2 y5b2 ff1 fs0 fc1 sc0 ls0 ws0">Działanie <span class="_ _3e"> </span><span class="ff2">zostanie <span class="_ _3e"> </span>zrealizowane <span class="_ _3e"> </span>w </span></div><div class="t m0 xd h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">średnioterminowym <span class="_ _28"> </span>horyzoncie <span class="_ _28"> </span>czasowym, <span class="_ _28"> </span>po </div><div class="t m0 xd h2 y515 ff1 fs0 fc1 sc0 ls0 ws0">szczegółowej <span class="_ _9"> </span>analizie <span class="_ _c"> </span>wpływu <span class="_ _9"> </span>Grupy <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span>na </div><div class="t m0 xd h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">zasoby <span class="_ _7"></span>wodne <span class="_ _8"></span>o<span class="_ _1"></span>raz <span class="_ _7"></span>określeniu <span class="_ _8"></span>priorytetów<span class="_ _1"></span> <span class="_ _7"></span>i <span class="_ _8"></span>dalszych </div><div class="t m0 xd h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">kierunków działań. <span class="ff2"> </span></div></div><div class="c x1 y71 w45 h9c"><div class="t m0 xd h2 y544 ff1 fs0 fc1 sc0 ls0 ws0">Liczba inicjatyw mających na celu wsparcie </div><div class="t m0 xd h2 y545 ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodności na terenach działania Grupy<span class="ff2"> </span></div></div><div class="c x57 y71 w46 h9c"><div class="t m0 xd h2 y528 ff1 fs0 fc1 sc0 ls0 ws0">Spółka RCEkoene<span class="_ _1"></span>rgia zainicjowała <span class="_ _1"></span>i <span class="_ _1"></span>wykonała akcję </div><div class="t m0 xd h2 y5b3 ff1 fs0 fc1 sc0 ls0 ws0">sadzenia <span class="_ _6"></span>rodzimych <span class="_ _a"></span>gatunków <span class="_ _6"></span>drzew <span class="_ _a"></span>i <span class="_ _6"></span>krzewó<span class="_ _1"></span>w <span class="_ _6"></span>na </div><div class="t m0 xd h2 y5b4 ff2 fs0 fc1 sc0 ls0 ws0">terenie <span class="_ _f"> </span>gminnej <span class="_ _10"> </span>jednostki <span class="_ _f"> </span><span class="ff1">–</span> <span class="_ _f"> </span>Centrum <span class="_ _10"> </span>Edukacji </div><div class="t m0 xd h2 ye ff2 fs0 fc1 sc0 ls0 ws0">Ekologicznej.  </div><div class="t m0 xd h2 y542 ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _17"> </span>terenie <span class="_ _17"> </span>Spółki <span class="_ _17"> </span>RCEkoenergia <span class="_ _17"> </span>pows<span class="_ _1"></span>tała <span class="_ _17"> </span>mini </div><div class="t m0 xd h2 y543 ff1 fs0 fc1 sc0 ls0 ws0">pasieka <span class="_ _1"></span>składająca <span class="_ _1"></span>się <span class="_ _1"></span>z <span class="_ _6"></span>5 <span class="_ _1"></span>uli, <span class="_ _6"></span>które <span class="_ _6"></span>objęte <span class="_ _1"></span>są <span class="_ _6"></span>stałą </div><div class="t m0 xd h2 y544 ff1 fs0 fc1 sc0 ls0 ws0">opieką <span class="_ _28"> </span>dośw<span class="_ _1"></span>iadczonego <span class="_ _28"> </span>pszczelarza. <span class="_ _20"> </span>W <span class="_ _20"> </span>ce<span class="_ _1"></span>lu </div><div class="t m0 xd h2 y545 ff1 fs0 fc1 sc0 ls0 ws0">utrzymania <span class="_ _7"></span>równowagi <span class="_ _8"></span>wśród <span class="_ _7"></span>ow<span class="_ _1"></span>adów <span class="_ _7"></span>zapylających, </div><div class="t m0 xd h2 y546 ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _7"></span>terenie<span class="_ _1"></span> <span class="_ _7"></span>zbudowano <span class="_ _7"></span>równie<span class="_ _1"></span>ż <span class="_ _7"></span>dwa, <span class="_ _8"></span>sporej <span class="_ _7"></span>w<span class="_ _1"></span>ielkości </div><div class="t m0 xd h2 y547 ff2 fs0 fc1 sc0 ls0 ws0">sandaria. </div><div class="t m0 xd h2 y55e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _17"> </span>ramach <span class="_ _17"> </span>działań <span class="_ _17"> </span>wsparcia <span class="_ _17"> </span>bioróżnorodnośc<span class="_ _1"></span>i <span class="_ _17"> </span>i </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">ekosystemów <span class="_ _1a"> </span>na <span class="_ _1a"> </span>stacjach <span class="_ _2e"> </span>paliw <span class="_ _1a"> </span>AVIA <span class="_ _1a"> </span>w<span class="_ _1"></span> </div><div class="t m0 xd h2 y26a ff2 fs0 fc1 sc0 ls0 ws0">raportowanym <span class="_ _f"> </span>okresie <span class="_ _17"> </span>zainstalowano <span class="_ _f"> </span>14 <span class="_ _f"> </span>budek </div><div class="t m0 xd h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">lęgowych dla ptaków.<span class="ff2"> </span></div></div><div class="c x1 y5b5 w45 h9d"><div class="t m0 xd h2 y5a2 ff1 fs0 fc1 sc0 ls0 ws0">Realizacja transformacyjnych projektów gazowych <span class="ff2">- biogaz </span></div></div><div class="c x57 y5b5 w46 h9d"><div class="t m0 xd h2 y5b6 ff2 fs0 fc1 sc0 ls0 ws0">Kontynuacja <span class="_ _a"></span>projektu <span class="_ _a"></span>budowy<span class="_ _1"></span> <span class="_ _a"></span>biogazowni <span class="_ _a"></span>rolniczej </div><div class="t m0 xd h2 y5b7 ff2 fs0 fc1 sc0 ls0 ws0">w 2024 roku: </div><div class="t m0 xd h2 y5b8 ff1 fs0 fc1 sc0 ls0 ws0">Złożenie <span class="_ _36"> </span>wniosku <span class="_ _3a"> </span>o <span class="_ _36"> </span>ustalenie <span class="_ _36"> </span>warunków </div><div class="t m0 xd h2 y5b9 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowych <span class="_ _f"> </span>dla<span class="_ _0"></span> <span class="_ _f"> </span>przedsięwzięcia <span class="_ _17"> </span>w <span class="_ _f"> </span>styczniu </div><div class="t m0 xd h2 y5ba ff2 fs0 fc1 sc0 ls1 ws0">2022 <span class="_ _7"></span><span class="ff1 ls0">roku <span class="_ _7"></span>i <span class="_ _7"></span>zakończenie<span class="_ _1"></span> <span class="_ _7"></span>procesu <span class="_ _7"></span>uzgadniania <span class="_ _7"></span>decyzji </span></div><div class="t m0 xd h2 y5bb ff1 fs0 fc1 sc0 ls0 ws0">środowiskowej na początku 2023 roku.<span class="ff2"> </span></div><div class="t m0 xd h2 y5bc ff2 fs0 fc1 sc0 ls0 ws0">Uzyskanie <span class="_ _1f"> </span>decyzji <span class="_ _1f"> </span>o <span class="_ _1f"> </span>w<span class="_ _1"></span>arunkach <span class="_ _1f"> </span>zabudowy <span class="_ _1f"> </span>w </div><div class="t m0 xd h2 y5bd ff1 fs0 fc1 sc0 ls0 ws0">czerwcu <span class="_ _d"> </span>2024 <span class="_ _e"> </span>ro<span class="_ _1"></span>ku, <span class="_ _e"> </span>stanow<span class="_ _1"></span>iącej <span class="_ _e"> </span>ważny <span class="_ _d"> </span>etap <span class="_ _e"> </span>w </div><div class="t m0 xd h2 y5be ff2 fs0 fc1 sc0 ls0 ws0">dalszym procesie realizacji projektu. </div><div class="t m0 xd h2 y5bf ff1 fs0 fc1 sc0 ls0 ws0">Wydanie <span class="_ _5"> </span>warunków <span class="_ _b"> </span>przyłączenia <span class="_ _5"> </span>do <span class="_ _b"> </span>sieci <span class="_ _b"> </span>gazowej </div><div class="t m0 xd h2 y5c0 ff2 fs0 fc1 sc0 ls0 ws0">przez <span class="_ _2a"> </span>operatora <span class="_ _2a"> </span>dystrybucyjnej <span class="_ _21"> </span>sieci <span class="_ _2a"> </span>gazowej </div><div class="t m0 xd h2 y5c1 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _e"> </span>S<span class="_ _1"></span>ystem <span class="_ _d"> </span>w <span class="_ _e"> </span>październiku <span class="_ _e"> </span>2024 <span class="_ _d"> </span>roku, <span class="_ _d"> </span>co </div><div class="t m0 xd h2 y5a2 ff1 fs0 fc1 sc0 ls0 ws0">umożliwi <span class="_ _f"> </span>kontynuowanie <span class="_ _10"> </span>procesu <span class="_ _10"> </span>związanych <span class="_ _f"> </span>z<span class="_ _1"></span> </div><div class="t m0 xd h2 y5c2 ff1 fs0 fc1 sc0 ls0 ws0">infrastrukturą.<span class="ff2"> </span></div><div class="t m0 xd h2 y290 ff1 fs0 fc1 sc0 ls0 ws0">Podpisanie <span class="_ _6"></span>umowy <span class="_ _6"></span>o <span class="_ _a"></span>przyłączenie <span class="_ _6"></span>do <span class="_ _a"></span>sieci <span class="_ _6"></span>gazowej </div><div class="t m0 xd h2 y5c3 ff1 fs0 fc1 sc0 ls0 ws0">w listopadzie 2024 roku, co<span class="_ _1"></span> pozwala na rozpoczęcie </div><div class="t m0 xd h2 y5c4 ff1 fs0 fc1 sc0 ls0 ws0">kluczowych <span class="_ _17"> </span>działań <span class="_ _17"> </span>związan<span class="_ _1"></span>ych <span class="_ _17"> </span>z <span class="_ _f"> </span>podłączeniem </div><div class="t m0 xd h2 y5c5 ff2 fs0 fc1 sc0 ls0 ws0">biogazowni. </div><div class="t m0 xd h2 y54d ff1 fs0 fc1 sc0 ls0 ws0">Zakup <span class="_ _17"> </span>nie<span class="_ _1"></span>ruchomości <span class="_ _f"> </span>w <span class="_ _f"> </span>2024 <span class="_ _f"> </span>roku, <span class="_ _17"> </span>na <span class="_ _f"> </span>której </div><div class="t m0 xd h2 y5c6 ff2 fs0 fc1 sc0 ls0 ws0">zrealizowana zostanie inwestycja. </div><div class="t m0 xd h2 y583 ff2 fs0 fc1 sc0 ls0 ws0">Projekt <span class="_ _23"> </span>biogazowni <span class="_ _23"> </span>stanowi <span class="_ _23"> </span>istotny <span class="_ _23"> </span>element </div><div class="t m0 xd h2 y5c7 ff2 fs0 fc1 sc0 ls0 ws0">transformacji  energetycznej  Grupy  UNIMOT  i  jej </div><div class="t m0 xd h2 y5a9 ff1 fs0 fc1 sc0 ls0 ws0">zaangażowania <span class="_ _17"> </span>w <span class="_ _17"> </span>odnawialne <span class="_ _17"> </span>źródła <span class="_ _17"> </span>energii, <span class="_ _17"> </span>z </div><div class="t m0 xd h2 y5c8 ff1 fs0 fc1 sc0 ls0 ws0">naciskiem <span class="_ _33"> </span>na <span class="_ _28"> </span>biogaz, <span class="_ _33"> </span>który <span class="_ _28"> </span>wspiera <span class="_ _28"> </span>proces </div><div class="t m0 xd h2 y264 ff2 fs0 fc1 sc0 ls0 ws0">dekarbonizacji. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y4ad ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x9 y1a1 w43 h2d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">49<span class="ls0"> </span></div></div><div class="c x1 y4f9 w3a h9e"><div class="t m0 xd h2 y3ae ff1 fs0 fcc sc0 ls0 ws0">SPOŁECZEŃSTWO<span class="ff2"> </span></div><div class="t m0 xd h2 y5c9 ff2 fs0 fc1 sc0 ls0 ws0">#KIERUNEK 1 </div><div class="t m0 xd h2 y5ca ff1 fs0 fcc sc0 ls0 ws0">Pracownicy jako kluczowa wartość firmy<span class="ff2"> </span></div><div class="t m0 xd h2 y5cb ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y5cc ff2 fs0 fcc sc0 ls0 ws0">Cele: </div><div class="t m0 x56 h11 y5cd ff9 fs0 fc1 sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1">Organizacja wolna od dyskryminacji, prowadząca działania z zakresu włączenia, różnorodności, etyki na </span></span></div><div class="t m0 x3a h2 y5ce ff2 fs0 fc1 sc0 ls0 ws0">rzecz <span class="ff1">pracowników</span> </div><div class="t m0 x56 h11 y547 ff9 fs0 fc1 sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1">Dążenie do wyeliminowania luki płacowej między kobietami a mężczyznami<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x56 h11 y5cf ff9 fs0 fc1 sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1">Kultura organizacyjna firmy budowana w oparciu o wspólne wartości oraz work<span class="ff2">-life balance<span class="_ _1"></span> </span></span></span></div><div class="t m0 x56 h11 y5d0 ff9 fs0 fc1 sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1">Bezpieczne i ergonomiczne środowisko pracy wspierające rozwój pracowników<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x56 h11 y5d1 ff9 fs0 fc1 sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1">Zaangażowanie pracowników w procesy decyzyjne Grup<span class="_ _8"></span>y<span class="_ _1"></span><span class="ff2"> </span></span></span></div></div><div class="c x1 y5d2 w47 h71"><div class="t m0 xd h2 y5d3 ff2 fs0 fcc sc0 ls0 ws0">KPI na lata 2024 - <span class="ls1">2028</span> </div></div><div class="c x57 y5d2 w48 h71"><div class="t m0 xd h2 y1d3 ff2 fs0 fcc sc0 ls0 ws0"> </div><div class="t m0 xd h2 y449 ff2 fs0 fcc sc0 ls0 ws0">Status realizacji w 2024 r. </div></div><div class="c x1 y5d4 w47 h9f"><div class="t m0 xd h2 y5d5 ff1 fs0 fc1 sc0 ls0 ws0">Liczba <span class="_ _a"></span>zgłoszonych <span class="_ _a"></span>przypadków <span class="_ _a"></span>naruszeń <span class="_ _a"></span>z <span class="_ _a"></span>zakresu <span class="_ _a"></span>etyki, </div><div class="t m0 xd h2 y5d6 ff1 fs0 fc1 sc0 ls0 ws0">poszanowania praw człowieka, mobbingu w miejscu pracy<span class="ff2"> </span></div></div><div class="c x57 y5d4 w48 h9f"><div class="t m0 xd h2 y268 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>2024 <span class="_ _a"></span>roku <span class="_ _a"></span>nie <span class="_ _a"></span>odnotowano <span class="_ _6"></span><span class="ff1">przypadku <span class="_ _a"></span>naruszeń <span class="_ _a"></span>z </span></div><div class="t m0 xd h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">zakresu <span class="_ _23"> </span>etyki, <span class="_ _23"> </span>poszanowania <span class="_ _23"> </span>praw <span class="_ _23"> </span>człowieka, </div><div class="t m0 xd h2 y264 ff2 fs0 fc1 sc0 ls0 ws0">mobbingu w miejscu pracy. </div></div><div class="c x1 y5d7 w47 ha0"><div class="t m0 xd h2 y5d8 ff1 fs0 fc1 sc0 ls0 ws0">Liczba inicjatyw z zakresu przeciwdziałania mobbingowi, </div><div class="t m0 xd h2 y19d ff1 fs0 fc1 sc0 ls0 ws0">poszanowania praw człowieka, różnorodności i włączenia, </div><div class="t m0 xd h2 y5d9 ff1 fs0 fc1 sc0 ls0 ws0">równych szans<span class="ff2"> </span></div></div><div class="c x57 y5d7 w48 ha0"><div class="t m0 xd h2 y5da ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>2024 <span class="_ _b"> </span>roku <span class="_ _b"> </span>zorganizowano <span class="_ _b"> </span>11 <span class="_ _b"> </span><span class="ff1">s<span class="_ _1"></span>zkoleń <span class="_ _b"> </span>online <span class="_ _b"> </span>pn. </span></div><div class="t m0 xd h2 y5db ff1 fs0 fc1 sc0 ls0 ws0">Rola <span class="_ _17"> </span>menadżera <span class="_ _17"> </span>w <span class="_ _f"> </span>przeciwdziałaniu <span class="_ _17"> </span>mobbingowi, </div><div class="t m0 xd h2 y5dc ff2 fs0 fc1 sc0 ls0 ws0">dyskryminacji <span class="_ _3c"> </span>i<span class="_ _1"></span> <span class="_ _2d"> </span>innym <span class="_ _2d"> </span>nieakceptowalnym </div><div class="t m0 xd h2 y5dd ff1 fs0 fc1 sc0 ls0 ws0">zachowaniom <span class="_ _34"> </span>w <span class="_ _39"> </span>środowisku <span class="_ _34"> </span>pracy. <span class="_ _39"> </span>Szkolenia </div><div class="t m0 xd h2 y5de ff1 fs0 fc1 sc0 ls0 ws0">skierowane <span class="_ _2a"> </span>były <span class="_ _22"> </span>do <span class="_ _2a"> </span>wszystkich <span class="_ _2a"> </span>menedżerów <span class="_ _2a"> </span>i<span class="_ _0"></span> </div><div class="t m0 xd h2 y5df ff1 fs0 fc1 sc0 ls0 ws0">reprezentantów Działów HR w Grupie UNIMOT.<span class="ff2"> </span></div><div class="t m0 xd h2 y5e0 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _9"> </span>2024 <span class="_ _c"> </span>o<span class="_ _1"></span>dbył <span class="_ _9"> </span>się <span class="_ _9"> </span>też <span class="_ _9"> </span>pilot <span class="_ _9"> </span>szkolenia: <span class="_ _9"> </span>Zarządzanie </div><div class="t m0 xd h2 y5e1 ff1 fs0 fc1 sc0 ls0 ws0">różnorodnością, <span class="_ _8"></span>które <span class="_ _0"></span>od <span class="_ _8"></span>2025 roku <span class="_ _8"></span>jest <span class="_ _0"></span>kierowane <span class="_ _8"></span>do<span class="_ _1"></span> </div><div class="t m0 xd h2 y5e2 ff1 fs0 fc1 sc0 ls0 ws0">wszystkich menedżerów Grupy. <span class="ff2"> </span></div><div class="t m0 xd h2 y5e3 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>październiku <span class="_ _1"></span>2024 <span class="_ _1"></span>r.<span class="_ _1"></span> <span class="_ _1"></span>rozpoczął <span class="_ _1"></span>się <span class="_ _6"></span>również <span class="_ _1"></span>projekt </div><div class="t m0 xd h2 y591 ff1 fs0 fc1 sc0 ls0 ws0">skierowany do kobiet <span class="_ _1"></span>pracujących w Grupie UNIMOT. </div><div class="t m0 xd h2 y55a ff2 fs0 fc1 sc0 ls0 ws0">Klub <span class="_ _1"></span>Kobiet <span class="_ _a"></span>- <span class="_ _1"></span><span class="ff1">Kobieta <span class="_ _6"></span>z <span class="_ _6"></span>Ene<span class="_ _1"></span>rgią <span class="_ _1"></span>ma <span class="_ _6"></span>na <span class="_ _6"></span>celu <span class="_ _6"></span>ws<span class="_ _1"></span>parcie </span></div><div class="t m0 xd h2 y592 ff2 fs0 fc1 sc0 ls0 ws0">rozwoju <span class="_ _20"> </span>zawodowego <span class="_ _23"> </span>i <span class="_ _20"> </span>osobistego <span class="_ _20"> </span>wszystkich </div><div class="t m0 xd h2 y55c ff1 fs0 fc1 sc0 ls0 ws0">pracowniczek organizacji. In<span class="_ _1"></span>auguracja projektu <span class="_ _1"></span>miała </div><div class="t m0 xd h2 y590 ff2 fs0 fc1 sc0 ls0 ws0">miejs<span class="ff1">ce <span class="_ _9"> </span>podczas <span class="_ _c"> </span>konfe<span class="_ _1"></span>rencji <span class="_ _c"> </span>15 <span class="_ _9"> </span>października, <span class="_ _c"> </span>a <span class="_ _9"> </span>od </span></div><div class="t m0 xd h2 y531 ff1 fs0 fc1 sc0 ls0 ws0">listopada <span class="_ _a"></span>2024 <span class="_ _a"></span>r. <span class="_ _a"></span>odbywają <span class="_ _a"></span>się <span class="_ _a"></span>cykliczne <span class="_ _a"></span>wydarzenia </div><div class="t m0 xd h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">skierowane <span class="_ _1"></span>do <span class="_ _6"></span>kobiet <span class="_ _1"></span>pracując<span class="_ _1"></span>ych <span class="_ _1"></span>w <span class="_ _1"></span>Grup<span class="_ _1"></span>ie. <span class="_ _1"></span>W <span class="_ _6"></span>2024 </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">był <span class="_ _1f"> </span>to <span class="_ _22"> </span>webinar <span class="_ _22"> </span>dotyczący<span class="_ _1"></span> <span class="_ _1f"> </span>ase<span class="_ _1"></span>rtywności <span class="_ _22"> </span>i <span class="_ _1f"> </span>trzy </div><div class="t m0 xd h2 y269 ff2 fs0 fc1 sc0 ls0 ws0">warsztaty: <span class="_ _b"> </span>StandUP <span class="_ _c"> </span>- <span class="_ _b"> </span><span class="ff1">sprzeciw <span class="_ _c"> </span>się <span class="_ _b"> </span>mo<span class="_ _1"></span>lestowaniu <span class="_ _b"> </span>w </span></div><div class="t m0 xd h2 y266 ff2 fs0 fc1 sc0 ls0 ws0">miejscu publicznym. </div></div><div class="c x1 y5e4 w47 ha1"><div class="t m0 xd h2 y5e5 ff1 fs0 fc1 sc0 ls0 ws0">Udział <span class="_ _39"> </span>procentowy <span class="_ _34"> </span>pracowników <span class="_ _39"> </span>zaznajomionych <span class="_ _34"> </span>i </div><div class="t m0 xd h2 y5e6 ff1 fs0 fc1 sc0 ls0 ws0">utożsamiających <span class="_ _a"></span>się <span class="_ _a"></span>z <span class="_ _a"></span>wartościami <span class="_ _a"></span>firmy <span class="_ _a"></span>w <span class="_ _a"></span>zakresie <span class="_ _a"></span>etyki, </div><div class="t m0 xd h2 y5e7 ff1 fs0 fc1 sc0 ls0 ws0">włączenia, poszanowania praw człowieka<span class="ff2"> </span></div></div><div class="c x57 y5e4 w48 ha1"><div class="t m0 xd h2 y56d ff1 fs0 fc1 sc0 ls0 ws0">W 2024 roku Grupa <span class="_ _0"></span>UNIMOT nie prowadziła staty<span class="_ _0"></span>styk </div><div class="t m0 xd h2 y5e8 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _18"> </span>omawianym <span class="_ _18"> </span>zakres<span class="_ _1"></span>ie. <span class="_ _18"> </span>Badania <span class="_ _18"> </span>zostaną<span class="_ _1"></span> </div><div class="t m0 xd h2 y56f ff2 fs0 fc1 sc0 ls0 ws0">przeprowadzone w 2025 roku. </div></div><div class="c x1 y5e9 w47 ha2"><div class="t m0 xd h2 y5ea ff1 fs0 fc1 sc0 ls0 ws0">Liczba projektów zrealizowanych w celu promocji work<span class="ff2">-life </span></div><div class="t m0 xd h2 y5eb ff2 fs0 fc1 sc0 ls0 ws0">balance </div></div><div class="c x57 y5e9 w48 ha2"><div class="t m0 xd h2 y5ec ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _3f"> </span>ramach <span class="_ _3f"> </span>programu <span class="_ _3f"> </span>wellbeingowego </div><div class="t m0 xd h2 y5ed ff2 fs0 fc1 sc0 ls0 ws0">#UNIMOTwFormie <span class="_ _e"> </span>zorganizowano  trzy  webinary<span class="_ _1"></span>  o </div><div class="t m0 xd h2 y5ee ff2 fs0 fc1 sc0 ls0 ws0">Work-<span class="ff1">Life <span class="_ _37"> </span>Balance, <span class="_ _37"> </span>o<span class="_ _1"></span>bejmujące <span class="_ _37"> </span>profilaktykę </span></div><div class="t m0 xd h2 y5ef ff1 fs0 fc1 sc0 ls0 ws0">nowotworową, <span class="_ _22"> </span>zdrowe <span class="_ _22"> </span>odżywianie <span class="_ _22"> </span>i <span class="_ _2a"> </span>budowanie </div><div class="t m0 xd h2 y5f0 ff1 fs0 fc1 sc0 ls0 ws0">zdrowych <span class="_ _1"></span>nawyków. <span class="_ _1"></span>Pracownic<span class="_ _1"></span>y <span class="_ _1"></span>mieli <span class="_ _1"></span>również <span class="_ _6"></span>okazję </div><div class="t m0 xd h2 y1d0 ff1 fs0 fc1 sc0 ls0 ws0">uczestniczyć <span class="_ _c"> </span>w <span class="_ _9"> </span>szkoleniu <span class="_ _c"> </span>z<span class="_ _1"></span> <span class="_ _c"> </span>odpornoś<span class="_ _1"></span>ci <span class="_ _c"> </span>psychicznej, </div><div class="t m0 xd h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">wspierającym <span class="_ _8"></span>ich <span class="_ _8"></span>dobros<span class="_ _1"></span>tan <span class="_ _8"></span>i <span class="_ _0"></span>efe<span class="_ _1"></span>ktywność <span class="_ _8"></span>w <span class="_ _8"></span>pracy. <span class="_ _0"></span>W </div><div class="t m0 xd h2 y550 ff1 fs0 fc1 sc0 ls0 ws0">czerwcu <span class="_ _8"></span>we <span class="_ _8"></span>w<span class="_ _1"></span>szystkich <span class="_ _7"></span>lokalizacjach <span class="_ _8"></span>odbył <span class="_ _8"></span>s<span class="_ _1"></span>ię <span class="_ _7"></span>Ty<span class="_ _1"></span>dzień </div><div class="t m0 xd h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">Zdrowych <span class="_ _a"></span>Przekąsek, <span class="_ _a"></span>promujący <span class="_ _a"></span>zbilansowaną <span class="_ _a"></span>dietę. </div><div class="t m0 xd h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _d"> </span>tym <span class="_ _e"> </span>samym <span class="_ _d"> </span>miesiącu <span class="_ _d"> </span>zespoły <span class="_ _d"> </span>spółek <span class="_ _e"> </span>UNIMOT </div><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Paliwa <span class="_ _d"> </span> <span class="_ _d"> </span>i<span class="_ _1"></span> <span class="_ _d"> </span>UNIMOT <span class="_ _d"> </span>S.A. <span class="_ _d"> </span>wzi<span class="_ _1"></span>ęły <span class="_ _d"> </span>udział <span class="_ _d"> </span>w <span class="_ _d"> </span>spływie<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x9 y5f1 w43 ha3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">50<span class="ls0"> </span></div></div><div class="c x57 y5f2 w48 ha4"><div class="t m0 xd h2 y5f3 ff1 fs0 fc1 sc0 ls0 ws0">kajakowym <span class="_ _7"></span>w <span class="_ _8"></span>Z<span class="_ _1"></span>awadzkiem, <span class="_ _7"></span>a<span class="_ _1"></span> <span class="_ _8"></span>we <span class="_ _8"></span>wrześ<span class="_ _1"></span>niu <span class="_ _7"></span>pracow<span class="_ _1"></span>nicy </div><div class="t m0 xd h2 y5f4 ff2 fs0 fc1 sc0 ls0 ws0">warszawskiego <span class="_ _19"> </span>biura <span class="_ _17"> </span>uczestniczyli <span class="_ _19"> </span>w<span class="_ _1"></span> <span class="_ _19"> </span>plene<span class="_ _1"></span>rowych </div><div class="t m0 xd h2 y5f5 ff1 fs0 fc1 sc0 ls0 ws0">zajęciach <span class="_ _a"></span>jogi. <span class="_ _4"></span>Dos<span class="_ _1"></span>tępna <span class="_ _a"></span>dla <span class="_ _4"> </span>pracowników<span class="_ _1"></span> <span class="_ _a"></span>platforma </div><div class="t m0 xd h2 y558 ff1 fs0 fc1 sc0 ls0 ws0">wellbeingowa  zapewniała  mate<span class="_ _1"></span>riały  edukacyjne  na </div><div class="t m0 xd h2 y559 ff2 fs0 fc1 sc0 ls0 ws0">temat <span class="_ _40"> </span>Work-Life-Balance <span class="_ _40"> </span>m.in. <span class="_ _40"> </span>profilaktyki </div><div class="t m0 xd h2 y55a ff2 fs0 fc1 sc0 ls0 ws0">nowotworowej,  higieny  snu,  ergonomii  pracy  oraz<span class="_ _1"></span> </div><div class="t m0 xd h2 y55b ff2 fs0 fc1 sc0 ls0 ws0">radzenia <span class="_ _7"></span>sobie <span class="_ _7"></span>z <span class="_ _8"></span>wypaleniem <span class="_ _8"></span>zawodowym. <span class="_ _7"></span>Do<span class="_ _1"></span>datkowo </div><div class="t m0 xd h2 y55c ff1 fs0 fc1 sc0 ls0 ws0">zorganizowano <span class="_ _1f"> </span>dwa <span class="_ _1f"> </span>quizy <span class="_ _22"> </span>dotyczące <span class="_ _1f"> </span>zdrowia <span class="_ _22"> </span>i </div><div class="t m0 xd h2 y55d ff1 fs0 fc1 sc0 ls0 ws0">wellbeingu <span class="_ _1d"> </span>oraz <span class="_ _1f"> </span>konkurs <span class="_ _1f"> </span>„Letnie <span class="_ _1d"> </span>Aktywnoś<span class="_ _1"></span>ci <span class="_ _1d"> </span>w </div><div class="t m0 xd h2 y531 ff1 fs0 fc1 sc0 ls0 ws0">Obiektywie”, <span class="_ _b"> </span>który <span class="_ _b"> </span>umożliwił <span class="_ _b"> </span>pracownikom <span class="_ _b"> </span>dzielenie </div><div class="t m0 xd h2 y55e ff1 fs0 fc1 sc0 ls0 ws0">się zdjęciami <span class="_ _8"></span>sw<span class="_ _1"></span>oich letni<span class="_ _0"></span>ch aktywności. W li<span class="_ _8"></span>s<span class="_ _1"></span>topad<span class="_ _0"></span>zie </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">ruszył <span class="_ _19"> </span>projekt <span class="_ _19"> </span>„#NaszePasje”, <span class="_ _17"> </span>w <span class="_ _19"> </span>ramach <span class="_ _19"> </span>którego<span class="_ _1"></span> </div><div class="t m0 xd h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">publikowane <span class="_ _4"></span>są <span class="_ _4"></span>wywiady <span class="_ _4"></span>z <span class="_ _5"> </span>pracownikami <span class="_ _4"></span>dzielącymi </div><div class="t m0 xd h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">się swoimi zainteresowaniami i pa<span class="_ _0"></span>sjami.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y5f6 w47 ha5"><div class="t m0 xd h2 y5f7 ff1 fs0 fc1 sc0 ls0 ws0">Średnia liczba godzin szkoleniowych przypadająca na </div><div class="t m0 xd h2 y5f8 ff1 fs0 fc1 sc0 ls0 ws0">pracownika nie niższa niż średnia liczba godz<span class="_ _0"></span>in w roku </div><div class="t m0 xd h2 y5f9 ff1 fs0 fc1 sc0 ls0 ws0">poprzedzającym<span class="ff2"> </span></div></div><div class="c x57 y5f6 w48 ha5"><div class="t m0 xd h2 y5fa ff1 fs0 fc1 sc0 ls0 ws0">W  2024  roku  średnia  liczba  godzin  szkoleniowych </div><div class="t m0 xd h2 y5fb ff1 fs0 fc1 sc0 ls0 ws0">przypadających na pracownika <span class="_ _1"></span>własnego <span class="_ _1"></span>wyniosła <span class="ff2 ls1">14 </span></div><div class="t m0 xd h2 y5fc ff1 fs0 fc1 sc0 ls0 ws0">(w <span class="_ _7"></span>tym <span class="_ _8"></span>10 <span class="_ _7"></span>godzin <span class="_ _8"></span>dla <span class="_ _7"></span>kobiet <span class="_ _8"></span>i <span class="_ _7"></span>1<span class="_ _1"></span>5 <span class="_ _7"></span>godzin <span class="_ _8"></span>dla <span class="_ _7"></span>mężczyzn)<span class="_ _1"></span><span class="ff2 ls2">. </span></div><div class="t m0 xd h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">Grupa ustanowiła ten wynik jako bazowy. <span class="ff2"> </span></div></div><div class="c x1 y5fd w47 ha6"><div class="t m0 xd h2 y5fe ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik równości wynagrodzeń (kobiet i mężczyzn)<span class="ff2"> </span></div></div><div class="c x57 y5fd w48 ha6"><div class="t m0 xd h2 y5ff ff2 fs0 fc1 sc0 ls0 ws0">10,50<span class="ff1">% <span class="_ _17"> </span>(wskaźnik <span class="_ _17"> </span>został <span class="_ _19"> </span>o<span class="_ _1"></span>bliczony <span class="_ _17"> </span>jako <span class="_ _19"> </span>w<span class="_ _1"></span>artość </span></div><div class="t m0 xd h2 y600 ff1 fs0 fc1 sc0 ls0 ws0">bezwzględna <span class="_ _1"></span>z ró<span class="_ _1"></span>żnicy <span class="_ _1"></span>pomiędzy <span class="_ _1"></span>stosunkiem <span class="_ _1"></span>średniej </div><div class="t m0 xd h2 y601 ff1 fs0 fc1 sc0 ls0 ws0">godzinowej <span class="_ _6"></span>płacy <span class="_ _6"></span>brutto<span class="_ _1"></span> <span class="_ _6"></span>danej <span class="_ _6"></span>płc<span class="_ _1"></span>i <span class="_ _6"></span>do <span class="_ _a"></span>drugiej <span class="_ _6"></span>płci, <span class="_ _a"></span>a </div><div class="t m0 xd h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">wartością <span class="_ _0"></span>100%).<span class="ff2"> </span>W <span class="_ _8"></span>analizowanym ok<span class="_ _0"></span>resie mężczyźni </div><div class="t m0 xd h2 y603 ff1 fs0 fc1 sc0 ls0 ws0">otrzymywali <span class="_ _8"></span>średnio o <span class="_ _8"></span>10,50% wyższe <span class="_ _8"></span>wynagrodzenie </div><div class="t m0 xd h2 y169 ff1 fs0 fc1 sc0 ls0 ws0">godzinowe brutto niż kobiety.<span class="ff2"> </span></div></div><div class="c x1 y604 w47 ha7"><div class="t m0 xd h2 y605 ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik retencji po urlopie macierzyńskim oraz <span class="_ _8"></span>o<span class="_ _1"></span>dsetek </div><div class="t m0 xd h2 y606 ff1 fs0 fc1 sc0 ls0 ws0">powrotów do pracy po urlopie rodzicielskim<span class="ff2"> </span></div></div><div class="c x57 y604 w48 ha7"><div class="t m0 xd h2 y577 ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik retencji po urlopi<span class="ff2">e </span>macierzyńskim, </div><div class="t m0 xd h2 y276 ff2 fs0 fc1 sc0 ls0 ws0">ojcowskim, rodzicielskim: <span class="ls1">100</span>%, </div><div class="t m0 xd h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">Odsetek powrotów do pracy: <span class="ff2 lsd">56<span class="ls0">%, </span></span></div></div><div class="c x1 y607 w47 ha8"><div class="t m0 xd h2 y52a ff1 fs0 fc1 sc0 ls0 ws0">Udział procentowy kobiet na stanowiskach menadżerskich </div><div class="t m0 xd h2 y608 ff1 fs0 fc1 sc0 ls0 ws0">w Zarządzie i Radzie Nadzorczej<span class="ff2"> </span></div></div><div class="c x57 y607 w48 ha8"><div class="t m0 xd h2 y609 ff2 fs0 fc1 sc0 ls0 ws0">1  stycznia  2024  r.  Rada  N<span class="_ _1"></span>adzorcza  UNIMOT  S.A. </div><div class="t m0 xd h2 y60a ff1 fs0 fc1 sc0 ls0 ws0">powołała dwóch nowych członków Zarządu spółki. Są </div><div class="t m0 xd h2 y60b ff2 fs0 fc1 sc0 ls0 ws0">nimi <span class="ff1">–</span> <span class="_ _8"></span>Ane<span class="_ _1"></span>ta <span class="_ _8"></span>Szc<span class="_ _1"></span>zesna-<span class="ff1">Kowalska, <span class="_ _8"></span>która objęła funkcję </span></div><div class="t m0 xd h2 y60c ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezesa <span class="_ _5"> </span>Zarządu <span class="_ _b"> </span>ds. <span class="_ _b"> </span>HR, <span class="_ _b"> </span>oraz <span class="_ _b"> </span>Michał <span class="_ _b"> </span>Hojowski </div><div class="t m0 xd h2 y60d ff1 fs0 fc1 sc0 ls0 ws0">powołany <span class="_ _1d"> </span>na <span class="_ _1d"> </span>funkcję <span class="_ _1d"> </span>Wiceprezesa <span class="_ _1d"> </span>Zarządu <span class="_ _1d"> </span>ds.<span class="_ _1"></span> </div><div class="t m0 xd h2 y60e ff2 fs0 fc1 sc0 ls0 ws0">transformacji <span class="_ _1"></span>ene<span class="_ _1"></span>rgetycznej. <span class="_ _1"></span>Tym <span class="_ _1"></span>samym <span class="_ _6"></span>dotychczas </div><div class="t m0 xd h2 y60f ff1 fs0 fc1 sc0 ls0 ws0">trzyosobowy <span class="_ _28"> </span>Zarząd <span class="_ _28"> </span>składający <span class="_ _28"> </span>się <span class="_ _28"> </span>z<span class="_ _1"></span> <span class="_ _28"> </span>Adama </div><div class="t m0 xd h2 y610 ff2 fs0 fc1 sc0 ls0 ws0">Sikorskiego, <span class="_ _41"> </span>Filipa <span class="_ _2b"> </span>Kuro<span class="_ _1"></span>patwy <span class="_ _2b"> </span>i <span class="_ _41"> </span>Roberta<span class="_ _1"></span> </div><div class="t m0 xd h2 y611 ff1 fs0 fc1 sc0 ls0 ws0">Brzozowskiego <span class="_ _6"></span>zos<span class="_ _1"></span>tał <span class="_ _6"></span>powiększony <span class="_ _a"></span>do <span class="_ _6"></span>pięc<span class="_ _1"></span>iu <span class="_ _6"></span>osó<span class="_ _1"></span>b, <span class="_ _6"></span>a </div><div class="t m0 xd h2 y612 ff1 fs0 fc1 sc0 ls0 ws0">wskaźnik <span class="_ _24"> </span>różnorodności <span class="_ _1d"> </span>płci <span class="_ _24"> </span>uległ <span class="_ _1d"> </span>poprawie. <span class="_ _24"> </span>W </div><div class="t m0 xd h2 y613 ff1 fs0 fc1 sc0 ls0 ws0">Zarządzie <span class="_ _d"> </span>UNIMOT <span class="_ _19"> </span>S.A. <span class="_ _19"> </span>zasiada <span class="_ _d"> </span>4<span class="_ _1"></span> <span class="_ _d"> </span>mę<span class="_ _1"></span>żczyzn <span class="_ _19"> </span><span class="ff2">i <span class="_ _19"> </span>1 </span></div><div class="t m0 xd h2 y614 ff1 fs0 fc1 sc0 ls0 ws0">kobieta, <span class="_ _4"></span>co <span class="_ _4"></span>stanow<span class="_ _1"></span>i <span class="_ _4"></span>w <span class="_ _4"></span>20% <span class="_ _4"></span>ogólnej <span class="_ _4"></span>liczby <span class="_ _4"></span>członków<span class="_ _1"></span> </div><div class="t m0 xd h2 y615 ff1 fs0 fc1 sc0 ls0 ws0">Zarządu. <span class="ff2">  </span></div><div class="t m0 xd h2 y616 ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _1"></span>31grudnia <span class="_ _1"></span>2024 <span class="_ _6"></span>roku <span class="_ _1"></span>or<span class="_ _1"></span>az <span class="_ _1"></span>na <span class="_ _1"></span>d<span class="_ _1"></span>zień <span class="_ _1"></span>zatwierdzenia </div><div class="t m0 xd h2 y617 ff2 fs0 fc1 sc0 ls0 ws0">do <span class="_ _34"> </span>publikacji <span class="_ _39"> </span>niniejszego <span class="_ _34"> </span>Sprawozdania <span class="_ _39"> </span>Rada </div><div class="t m0 xd h2 y618 ff1 fs0 fc1 sc0 ls0 ws0">Nadzorcza <span class="_ _23"> </span>działała <span class="_ _23"> </span>w<span class="_ _1"></span> <span class="_ _23"> </span>składzie <span class="_ _23"> </span>6<span class="_ _1"></span> <span class="_ _23"> </span>osobowym </div><div class="t m0 xd h2 y619 ff1 fs0 fc1 sc0 ls0 ws0">obejmującym <span class="_ _7"></span>4 <span class="_ _8"></span>mę<span class="_ _1"></span>żczyzn <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _8"></span>2 <span class="_ _8"></span>kobiety. <span class="_ _8"></span>W <span class="_ _8"></span>wyniku <span class="_ _0"></span>zmian </div><div class="t m0 xd h2 y61a ff1 fs0 fc1 sc0 ls0 ws0">wskaźnik <span class="_ _d"> </span>różnorodności <span class="_ _d"> </span>płci <span class="_ _d"> </span>w <span class="_ _d"> </span>Radzie <span class="_ _d"> </span>Nadzorczej<span class="_ _1"></span> </div><div class="t m0 xd h2 y61b ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. uległ zna<span class="ff2">cznej poprawie </span>i wyniósł 33%<span class="ff2">. </span></div><div class="t m0 xd h2 y61c ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _a"></span>S.A. <span class="_ _4"></span>dąży <span class="_ _a"></span>do <span class="_ _a"></span>z<span class="_ _1"></span>apewnienia <span class="_ _a"></span>równości <span class="_ _a"></span>s<span class="_ _1"></span>zans <span class="_ _a"></span>i </div><div class="t m0 xd h2 y56e ff1 fs0 fc1 sc0 ls0 ws0">różnorodności <span class="_ _1d"> </span>w <span class="_ _1d"> </span>składzie <span class="_ _1d"> </span>o<span class="_ _1"></span>rganów <span class="_ _1d"> </span>zarządczych, </div><div class="t m0 xd h2 y56f ff1 fs0 fc1 sc0 ls0 ws0">zgodnie z dobrymi praktykami ładu korp<span class="_ _0"></span>oracyjnego. </div><div class="t m2 x58 h1d y56f ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y61d w47 ha9"><div class="t m0 xd h2 y5a9 ff2 fs0 fc1 sc0 ls0 ws0">Spadek <span class="ff1">wskaźnika wypadkowości w stosunku do <span class="_ _0"></span>roku </span></div><div class="t m0 xd h2 y61e ff1 fs0 fc1 sc0 ls0 ws0">poprzedzającego<span class="ff2"> </span></div></div><div class="c x57 y61d w48 ha9"><div class="t m0 xd h2 y5a8 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>2024 rok<span class="_ _0"></span>u <span class="_ _8"></span>Grupa <span class="_ _8"></span>UNIMOT po <span class="_ _7"></span>raz <span class="_ _0"></span>pierwszy <span class="_ _8"></span>obliczyła </div><div class="t m0 xd h2 y5a9 ff1 fs0 fc1 sc0 ls0 ws0">wskaźnik <span class="_ _22"> </span>wypadkowości <span class="_ _22"> </span>zgodnie <span class="_ _22"> </span>z <span class="_ _22"> </span>metodologią </div><div class="t m0 xd h2 y61e ff1 fs0 fc1 sc0 ls0 ws0">przyjętą <span class="_ _19"> </span>przez <span class="_ _17"> </span>Dyrektywę <span class="_ _19"> </span>CSRD.<span class="_ _1"></span> <span class="_ _19"> </span>Rok <span class="_ _19"> </span>te<span class="_ _1"></span>n <span class="_ _19"> </span>Grupa </div><div class="t m0 xd h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">traktuje jako bazowy dla dalszych wyliczeń.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x9 y61f w43 haa" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">51<span class="ls0"> </span></div></div><div class="c x57 y620 w48 hab"><div class="t m0 xd h2 y621 ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik wypadkowości: 2,1<span class="ff2">4. </span></div></div><div class="c x1 y622 w47 hac"><div class="t m0 xd h2 y623 ff1 fs0 fc1 sc0 ls0 ws0">Liczba spotkań i konsultacji Zarząd<span class="_ _8"></span>u <span class="_ _1"></span>z przedstawicielami </div><div class="t m0 xd h2 y624 ff1 fs0 fc1 sc0 ls0 ws0">pracowników<span class="ff2"> </span></div></div><div class="c x57 y622 w48 hac"><div class="t m0 xd h2 y625 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>Spółc<span class="_ _1"></span>e <span class="_ _c"> </span>RCEkoenergia <span class="_ _c"> </span>od<span class="_ _1"></span>było <span class="_ _c"> </span>się<span class="_ _1"></span> <span class="_ _c"> </span>10 <span class="_ _c"> </span>s<span class="_ _1"></span>potkań <span class="_ _c"> </span>ze<span class="_ _1"></span> </div><div class="t m0 xd h2 y528 ff1 fs0 fc1 sc0 ls0 ws0">Związkami  Zawodowymi <span class="_ _e"> </span>oraz <span class="_ _e"> </span>4  s<span class="_ _1"></span>potkania  z <span class="_ _e"> </span>Radą </div><div class="t m0 xd h2 y626 ff1 fs0 fc1 sc0 ls0 ws0">Pracowników. <span class="_ _5"> </span>Dodatkowo <span class="_ _5"> </span>odbyły <span class="_ _5"> </span>s<span class="_ _1"></span>ię <span class="_ _5"> </span>dwa <span class="_ _5"> </span>spotkania </div><div class="t m0 xd h2 y52a ff1 fs0 fc1 sc0 ls0 ws0">pracowników z Prezesem Zarządu. <span class="ff2"> </span></div><div class="t m0 xd h2 y627 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _e"> </span>UNIMOT <span class="_ _d"> </span>Bitumen <span class="_ _e"> </span>zorganizowano <span class="_ _d"> </span>24 <span class="_ _e"> </span>spotkania </div><div class="t m0 xd h2 y628 ff1 fs0 fc1 sc0 ls0 ws0">zgodnie z porządkiem:<span class="ff2"> </span></div><div class="t m0 xd h2 y629 ff2 fs0 fc1 sc0 ls0 ws0">- Zmiany czasu pracy na produkcji <span class="ff1">–</span> <span class="ff1">7 spotkań,</span> </div><div class="t m0 xd h2 y62a ff2 fs0 fc1 sc0 ls0 ws0">- SIP <span class="ff1">(Społeczny Inspektor Pracy)–</span> 4 spotkania, </div><div class="t m0 xd h2 y62b ff2 fs0 fc1 sc0 ls0 ws0">- Regulamin ZFSS i Preliminarz <span class="ff1">–</span> <span class="ff1">9 spotkań,</span> </div><div class="t m0 xd h2 y62c ff2 fs0 fc1 sc0 ls0 ws0">- Komisja socjalna <span class="ff1">–</span> 3 spotkania, </div><div class="t m0 xd h2 y62d ff2 fs0 fc1 sc0 ls0 ws0">- <span class="ff1">Spotkanie ogólne. </span> </div><div class="t m0 xd h2 y62e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _19"> </span>UNIMOT <span class="_ _17"> </span>Terminale <span class="_ _19"> </span>o<span class="_ _1"></span>dbyło <span class="_ _17"> </span>się <span class="_ _19"> </span>20 <span class="_ _17"> </span>spotkań <span class="_ _19"> </span>z<span class="_ _1"></span> </div><div class="t m0 xd h2 y5fb ff1 fs0 fc1 sc0 ls0 ws0">przedstawicielami <span class="_ _35"> </span>pracow<span class="_ _1"></span>ników, <span class="_ _2f"> </span>w <span class="_ _2f"> </span>UNIMOT </div><div class="t m0 xd h2 y5fc ff1 fs0 fc1 sc0 ls0 ws0">Infrastruktura 7 spotkań. <span class="ff2"> </span></div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y62f ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y630 w3a had"><div class="t m0 xd h2 y631 ff1 fs0 fcc sc0 ls0 ws0">SPOŁECZEŃSTWO<span class="ff2 fcd"> </span></div><div class="t m0 xd h2 y632 ff2 fs0 fc1 sc0 ls0 ws0">#KIERUNEK 2 </div><div class="t m0 xd h2 y633 ff1 fs0 fcc sc0 ls0 ws0">Partnerstwo społeczno<span class="ff2">-biznesowe<span class="fce"> </span></span></div><div class="t m0 xd h2 y634 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y635 ff2 fs0 fcc sc0 ls0 ws0">Cele:  </div><div class="t m0 x56 h11 y61c ff9 fs0 fce sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1 fc1">Włącze<span class="_ _1"></span>nie, różnorodność, etyka –<span class="ff2"> </span>organizacja wolna od dyskrymina<span class="_ _8"></span>c<span class="_ _1"></span>ji, prowadząca działania na rzecz </span></span></div><div class="t m0 x3a h2 y56e ff1 fs0 fc1 sc0 ls0 ws0">klientów i społeczności lokalnych<span class="ff2 fce"> </span></div><div class="t m0 x56 h11 y56f ff9 fs0 fce sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff2 fc1">Prowadzenie <span class="ff1">dialogu społecznego i polityki dobrego sąsiada</span><span class="fce"> </span></span></span></div></div><div class="c x1 y636 w49 hae"><div class="t m0 xd h2 y637 ff2 fs0 fcc sc0 ls0 ws0">KPI na lata 2024 - <span class="ls1">2028</span> </div></div><div class="c x57 y636 w4a hae"><div class="t m0 xd h2 y27f ff2 fs0 fcc sc0 ls0 ws0"> </div><div class="t m0 xd h2 y638 ff2 fs0 fcc sc0 ls0 ws0">Status realizacji w 2024 r. </div></div><div class="c x1 y639 w49 haf"><div class="t m0 xd h2 y63a ff1 fs0 fcb sc0 ls0 ws0">Wdrożenie we wszystkich stacjach własnych udogodnień i </div><div class="t m0 xd h2 y63b ff1 fs0 fcb sc0 ls0 ws0">zlikwidowane barier dla osób z niepełnosprawnościami </div><div class="t m0 xd h2 y63c ff1 fs0 fcb sc0 ls0 ws0">oraz dla klientów wrażliwych <span class="ff2"> </span></div></div><div class="c x57 y639 w4a haf"><div class="t m0 xd h2 y63d ff1 fs0 fcb sc0 ls0 ws0">W <span class="_ _7"></span>2024 <span class="_ _8"></span>roku <span class="_ _8"></span>Grupa <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>kontynuowała <span class="_ _8"></span>wdrażanie </div><div class="t m0 xd h2 y63e ff1 fs0 fcb sc0 ls0 ws0">działań <span class="_ _b"> </span>mających <span class="_ _c"> </span>na <span class="_ _b"> </span>ce<span class="_ _1"></span>lu <span class="_ _b"> </span>poprawę <span class="_ _c"> </span>dostępności <span class="_ _b"> </span>dla </div><div class="t m0 xd h2 y63f ff1 fs0 fcb sc0 ls0 ws0">osób <span class="_ _39"> </span>z <span class="_ _39"> </span>nie<span class="_ _1"></span>pełnosprawnościami <span class="_ _39"> </span>oraz <span class="_ _39"> </span>klientów<span class="_ _1"></span> </div><div class="t m0 xd h2 y640 ff1 fs0 fcb sc0 ls0 ws0">wrażliwych <span class="_ _19"> </span>we <span class="_ _19"> </span>wszystkich <span class="_ _19"> </span>swoich <span class="_ _19"> </span>stacjach <span class="_ _17"> </span>pali<span class="_ _0"></span>w. </div><div class="t m0 xd h2 y641 ff1 fs0 fcb sc0 ls0 ws0">Realizacja <span class="_ _7"></span>celu <span class="_ _7"></span>została <span class="_ _7"></span>osiągnięta <span class="_ _8"></span>poprzez <span class="_ _7"></span>następujące </div><div class="t m0 xd h2 y642 ff2 fs0 fcb sc0 ls0 ws0">kroki: </div><div class="t m0 xd h2 y643 ff2 fs0 fcb sc0 ls0 ws0">Wydzielenie <span class="_ _c"> </span>miejsc <span class="_ _b"> </span>parkingowych <span class="_ _c"> </span><span class="ff1">–</span> <span class="_ _c"> </span>na <span class="_ _b"> </span>29 <span class="_ _c"> </span>stacjach </div><div class="t m0 xd h2 y644 ff1 fs0 fcb sc0 ls0 ws0">własnych <span class="_ _a"></span>z <span class="_ _6"></span>ogólnej <span class="_ _a"></span>liczby <span class="_ _6"></span>50 <span class="_ _6"></span>s<span class="_ _1"></span>tacji <span class="_ _6"></span>oraz <span class="_ _a"></span>jednej <span class="_ _6"></span>s<span class="_ _1"></span>tacji </div><div class="t m0 xd h2 y645 ff1 fs0 fcb sc0 ls0 ws0">samoobsługowej, <span class="_ _34"> </span>utw<span class="_ _1"></span>orzono <span class="_ _34"> </span>specjalne <span class="_ _39"> </span>miejsca </div><div class="t m0 xd h2 y646 ff1 fs0 fcb sc0 ls0 ws0">parkingowe <span class="_ _2d"> </span>przeznaczone <span class="_ _3c"> </span>dla <span class="_ _2d"> </span>osób <span class="_ _2d"> </span>z </div><div class="t m0 xd h2 y57b ff1 fs0 fcb sc0 ls0 ws0">niepełnosprawnościami, <span class="_ _18"> </span>zapewniając <span class="_ _18"> </span>łatwiejszy </div><div class="t m0 xd h2 y647 ff1 fs0 fcb sc0 ls0 ws0">dostęp do stacji.<span class="ff2"> </span></div><div class="t m0 xd h2 y648 ff1 fs0 fcb sc0 ls0 ws0">Kasy <span class="_ _a"></span>pierws<span class="_ _1"></span>zeństwa <span class="_ _4"></span>–<span class="ff2"> <span class="_ _4"></span>n</span>a <span class="_ _4"></span>50 <span class="_ _4"></span>stacjach <span class="_ _4"></span>własnych, <span class="_ _4"></span>dla </div><div class="t m0 xd h2 y649 ff1 fs0 fcb sc0 ls0 ws0">osób <span class="_ _24"> </span>z <span class="_ _1d"> </span>niepełnosprawnościami, <span class="_ _24"> </span>wydzielono <span class="_ _1d"> </span>kasy </div><div class="t m0 xd h2 y57f ff1 fs0 fcb sc0 ls0 ws0">pierwszeństwa, <span class="_ _2e"> </span>co <span class="_ _14"> </span>umożliwiło <span class="_ _2e"> </span>komfortowe<span class="_ _1"></span> <span class="_ _2e"> </span>i </div><div class="t m0 xd h2 y64a ff1 fs0 fcb sc0 ls0 ws0">bezpieczne zakupy oraz szybki dostęp do <span class="_ _0"></span>obsługi.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xd h2 y64b ff1 fs0 fcb sc0 ls0 ws0">Możliwość <span class="_ _24"> </span>wezwania <span class="_ _24"> </span>obsługi <span class="_ _24"> </span>–<span class="ff2"> <span class="_ _24"> </span>na <span class="_ _24"> </span>50 <span class="_ _24"> </span>stacjach </span></div><div class="t m0 xd h2 y64c ff1 fs0 fcb sc0 ls0 ws0">własnych, <span class="_ _39"> </span>wprowadzono <span class="_ _39"> </span>system <span class="_ _39"> </span>umożliwiający </div><div class="t m0 xd h2 y5a6 ff1 fs0 fcb sc0 ls0 ws0">osobom <span class="_ _10"> </span>niepełnosprawnym <span class="_ _f"> </span>wezwanie <span class="_ _10"> </span>obsługi <span class="_ _f"> </span>za </div><div class="t m0 xd h2 y64d ff1 fs0 fcb sc0 ls0 ws0">pomocą <span class="_ _21"> </span>klaksonu, <span class="_ _33"> </span>co <span class="_ _33"> </span>pozwala <span class="_ _21"> </span>na <span class="_ _33"> </span>szybsze <span class="_ _33"> </span>i<span class="_ _1"></span> </div><div class="t m0 xd h2 y582 ff2 fs0 fcb sc0 ls0 ws0">sprawniejsze <span class="_ _21"> </span>zrealizowanie <span class="_ _2a"> </span>potrzeb <span class="_ _21"> </span>klienta <span class="_ _2a"> </span>bez </div><div class="t m0 xd h2 y583 ff1 fs0 fcb sc0 ls0 ws0">konieczności poruszania się po stacji.<span class="ff2"> </span></div><div class="t m0 xd h2 y550 ff1 fs0 fcb sc0 ls0 ws0">Działania  te<span class="_ _1"></span> <span class="_ _e"> </span>mają <span class="_ _e"> </span>na <span class="_ _e"> </span>celu <span class="_ _e"> </span>eliminowanie<span class="_ _1"></span> <span class="_ _e"> </span>barier  w<span class="_ _1"></span> </div><div class="t m0 xd h2 y51d ff1 fs0 fcb sc0 ls0 ws0">dostępie <span class="_ _d"> </span>do <span class="_ _19"> </span>usług, <span class="_ _19"> </span>poprawiając <span class="_ _d"> </span>komfort <span class="_ _19"> </span>i <span class="_ _19"> </span>jakość </div><div class="t m0 xd h2 y51e ff1 fs0 fcb sc0 ls0 ws0">obsługi <span class="_ _8"></span>dla <span class="_ _8"></span>o<span class="_ _1"></span>sób <span class="_ _8"></span>z <span class="_ _0"></span>niepełnosprawnościami <span class="_ _8"></span>oraz <span class="_ _0"></span>innych </div><div class="t m0 xd h2 y3fc ff1 fs0 fcb sc0 ls0 ws0">klientów <span class="_ _10"> </span>wrażliwych. <span class="_ _10"> </span>Grupa<span class="_ _1"></span> <span class="_ _10"> </span>UNIMOT <span class="_ _10"> </span>kontynuuje </div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x9 y64e w43 hb0" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">52<span class="ls0"> </span></div></div><div class="c x57 y64f w4a hb1"><div class="t m0 xd h2 y650 ff1 fs0 fcb sc0 ls0 ws0">rozwój <span class="_ _7"></span>sw<span class="_ _1"></span>oich <span class="_ _7"></span>stacji <span class="_ _8"></span>zgodnie <span class="_ _7"></span>z <span class="_ _8"></span>zasadami <span class="_ _7"></span>in<span class="_ _1"></span>kluzywności </div><div class="t m0 xd h2 y651 ff1 fs0 fcb sc0 ls0 ws0">i równych szans.<span class="ff2"> </span></div></div><div class="c x1 y652 w49 hb2"><div class="t m0 xd h2 y541 ff1 fs0 fcb sc0 ls0 ws0">Liczba akcji informacyjnych wspierających wzrost </div><div class="t m0 xd h2 y653 ff1 fs0 fcb sc0 ls0 ws0">świadomości klientów w zakresie troski o klimat i </div><div class="t m0 xd h2 y654 ff1 fs0 fcb sc0 ls0 ws0">środowisko naturalne<span class="ff2"> </span></div></div><div class="c x57 y652 w4a hb2"><div class="t m0 xd h2 y545 ff1 fs0 fcb sc0 ls0 ws0">1.Projekt <span class="_ _38"> </span>edukacyjny <span class="_ _38"> </span>doty<span class="_ _1"></span>czący <span class="_ _38"> </span>wspierającego </div><div class="t m0 xd h2 y546 ff1 fs0 fcb sc0 ls0 ws0">dekarbonizację  transportu  paliwa  HVO  100  –<span class="ff2">  cykl<span class="_ _1"></span> </span></div><div class="t m0 xd h2 y547 ff1 fs0 fcb sc0 ls0 ws0">postów <span class="_ _6"></span>w <span class="_ _1"></span>so<span class="_ _1"></span>cial <span class="_ _1"></span>mediach <span class="_ _6"></span>oraz <span class="_ _1"></span>artykułów <span class="_ _6"></span>e<span class="_ _1"></span>ksperckich </div><div class="t m0 xd h2 y5b0 ff2 fs0 fcb sc0 ls0 ws0">publikowanych na stronie www i w p<span class="_ _8"></span>r<span class="_ _1"></span>asie, </div><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">2.Projekt <span class="_ _8"></span>edukacyjny <span class="_ _8"></span>obejmujący <span class="_ _8"></span>wskazówki <span class="_ _8"></span>na <span class="_ _8"></span>temat<span class="_ _1"></span> </div><div class="t m0 xd h2 y26a ff1 fs0 fcb sc0 ls0 ws0">zrównoważonego <span class="_ _29"> </span>prowad<span class="_ _0"></span>zenia <span class="_ _2c"> </span>s<span class="_ _1"></span>amochodu <span class="_ _2c"> </span>w </div><div class="t m0 xd h2 y264 ff1 fs0 fcb sc0 ls0 ws0">kontekście obniżenia emisyjności.<span class="ff2"> </span></div></div><div class="c x1 y655 w49 hb3"><div class="t m0 xd h2 y656 ff1 fs0 fcb sc0 ls0 ws0">Liczba inicjatyw wsparcia społeczności lokalnych w </div><div class="t m0 xd h2 y657 ff1 fs0 fcb sc0 ls0 ws0">zakresie projektów sponsoringowych i pa<span class="_ _0"></span>rtnerskich<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x57 y655 w4a hb3"><div class="t m0 xd h2 y658 ff1 fs0 fcb sc0 ls0 ws0">W <span class="_ _1e"> </span>2024 <span class="_ _14"> </span>ro<span class="_ _1"></span>ku <span class="_ _14"> </span>zrealizowano <span class="_ _1e"> </span>45 <span class="_ _1e"> </span>projektów<span class="ff2"> </span></div><div class="t m0 xd h2 yde ff2 fs0 fcb sc0 ls0 ws0">sponsoringowych i partnerskich. </div></div><div class="c x1 y659 w49 hb4"><div class="t m0 xd h2 y5f8 ff1 fs0 fcb sc0 ls0 ws0">Dostępność cyfrowa <span class="ff2">- zapewnienie standardu WCAG 2.1 </span></div><div class="t m0 xd h2 y5f9 ff2 fs0 fcb sc0 ls0 ws0">na poziomie AA dla strony internetowej </div></div><div class="c x57 y659 w4a hb4"><div class="t m0 xd h2 y5fb ff1 fs0 fcb sc0 ls0 ws0">W <span class="_ _4"></span>2024 <span class="_ _4"> </span>ro<span class="_ _1"></span>ku <span class="_ _4"></span>dla <span class="_ _a"></span>s<span class="_ _1"></span>tron <span class="_ _4"></span>internetow<span class="_ _1"></span>ych <span class="_ _4"></span>Spółek <span class="_ _4"></span>Grupy </div><div class="t m0 xd h2 y5fc ff2 fs0 fcb sc0 ls0 ws0">UNIMOT <span class="_ _34"> </span>wprowadzono <span class="_ _39"> </span>WCAG <span class="_ _34"> </span>w <span class="_ _39"> </span>standardzie </div><div class="t m0 xd h2 y264 ff2 fs0 fcb sc0 ls0 ws0">podstawowym A. </div></div><div class="c x1 y65a w49 ha9"><div class="t m0 xd h2 y5b1 ff1 fs0 fcb sc0 ls0 ws0">Brak sporów sądowych z interesariuszami lokalnymi </div><div class="t m0 xd h2 y571 ff1 fs0 fcb sc0 ls0 ws0">dotyczących prowadzonej działalności i jej wpływu na<span class="_ _0"></span> </div><div class="t m0 xd h2 y65b ff1 fs0 fcb sc0 ls0 ws0">mieszkańców<span class="ff2"> </span></div></div><div class="c x57 y65a w4a ha9"><div class="t m0 xd h2 y532 ff2 fs0 fcb sc0 ls0 ws0">W <span class="_ _8"></span>2024 rok<span class="_ _0"></span>u <span class="_ _8"></span><span class="ff1">ż<span class="_ _1"></span>adna <span class="_ _8"></span>ze <span class="_ _8"></span>S<span class="_ _1"></span>półek <span class="_ _8"></span>Grupy <span class="_ _8"></span>U<span class="_ _1"></span>NIMOT <span class="_ _8"></span>nie <span class="_ _0"></span>była </span></div><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">stroną <span class="_ _2a"> </span>w <span class="_ _22"> </span>postę<span class="_ _1"></span>powaniu <span class="_ _2a"> </span>sądowym <span class="_ _22"> </span>z <span class="_ _2a"> </span>lokalnymi </div><div class="t m0 xd h2 y269 ff1 fs0 fcb sc0 ls0 ws0">społecznościami <span class="_ _3a"> </span>w <span class="_ _36"> </span>związku <span class="_ _3a"> </span>z<span class="_ _1"></span> <span class="_ _3a"> </span>prowadzoną </div><div class="t m0 xd h2 y266 ff1 fs0 fcb sc0 ls0 ws0">działalnością.<span class="ff2"> </span></div></div><div class="c x1 y65c w49 h39"><div class="t m0 xd h2 y16c ff1 fs0 fcb sc0 ls0 ws0">Liczba zgłoszonych problemów przez społeczności lokalne </div><div class="t m0 xd h2 y572 ff1 fs0 fcb sc0 ls0 ws0">dotknięte działalnością firmy<span class="ff2"> </span></div></div><div class="c x57 y65c w4a h39"><div class="t m0 xd h2 y268 ff2 fs0 fcb sc0 ls0 ws0">W <span class="_ _33"> </span>2024 <span class="_ _21"> </span>roku <span class="_ _33"> </span>nie <span class="_ _33"> </span><span class="ff1">z<span class="_ _1"></span>arejestrowano <span class="_ _33"> </span>problemów </span></div><div class="t m0 xd h2 y26a ff1 fs0 fcb sc0 ls0 ws0">zgłoszonych <span class="_ _17"> </span>przez <span class="_ _f"> </span>społeczności <span class="_ _17"> </span>lokalne <span class="_ _f"> </span>dotknięte </div><div class="t m0 xd h2 y264 ff1 fs0 fcb sc0 ls0 ws0">działalnością firmy.<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y65d ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y65e w3a hb5"><div class="t m0 xd h2 y53b ff1 fs0 fcc sc0 ls0 ws0">SPOŁECZEŃSTWO<span class="ff2 fce"> </span></div><div class="t m0 xd h2 y53c ff2 fs0 fc1 sc0 ls0 ws0">#KIERUNEK 3 </div><div class="t m0 xd h2 y53d ff2 fs0 fcc sc0 ls0 ws0">Dostawcy i klienci biznesowi </div><div class="t m0 xd h2 y53e ff2 fs0 fce sc0 ls0 ws0"> </div><div class="t m0 xd h2 y53f ff2 fs0 fcc sc0 ls0 ws0">Cele:  </div><div class="t m0 x56 h11 y268 ff9 fs0 fce sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1 fc1">Zapewnienie<span class="_ _1"></span> transparentnych <span class="_ _0"></span>mechanizmów współpracy dostawcami i klientami biz<span class="_ _8"></span>ne<span class="_ _1"></span>sowymi<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x56 h11 y26a ff9 fs0 fce sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1 fc1">Wsparcie klientów w dążeniu do zrównoważonego rozwoju poprz<span class="_ _0"></span>ez wprowadzanie produktów i usług </span></span></div><div class="t m0 x3a h2 y264 ff2 fs0 fc1 sc0 ls0 ws0">nisko- i zeroemisyjnych w aspekcie GHG </div></div><div class="c x1 y65f w4b hb6"><div class="t m0 xd h2 y3fb ff2 fs0 fcc sc0 ls0 ws0">KPI na lata 2024 - <span class="ls1">2028</span> </div></div><div class="c x59 y65f w4c hb6"><div class="t m0 xd h2 y660 ff2 fs0 fcc sc0 ls0 ws0"> </div><div class="t m0 xd h2 y661 ff2 fs0 fcc sc0 ls0 ws0">Status realizacji w 2024 r. </div></div><div class="c x1 y662 w4b hb7"><div class="t m0 xd h2 y5a4 ff1 fs0 fc1 sc0 ls0 ws0">Stworzenie <span class="_ _10"> </span>pierwszego <span class="_ _10"> </span>w <span class="_ _10"> </span>Polsce <span class="_ _10"> </span>działu <span class="_ _10"> </span>handlowego </div><div class="t m0 xd h2 y54b ff1 fs0 fc1 sc0 ls0 ws0">oferującego paliwa o obniżonej emisyjności<span class="ff2"> </span></div></div><div class="c x59 y662 w4c hb7"><div class="t m0 xd h2 y645 ff1 fs0 fc1 sc0 ls0 ws0">Najważniejsze <span class="_ _21"> </span>etapy <span class="_ _2a"> </span>re<span class="_ _1"></span>alizacji <span class="_ _21"> </span>celu <span class="_ _21"> </span>w <span class="_ _21"> </span>2024 <span class="_ _21"> </span>r<span class="ff2"> </span></div><div class="t m0 xd h2 y646 ff1 fs0 fc1 sc0 ls0 ws0">obejmowały<span class="ff2">: </span></div><div class="t m0 xd h2 y663 ff1 fs0 fc1 sc0 ls0 ws0">Powołanie <span class="_ _4"></span>stanowiska <span class="_ _a"></span>Climate<span class="_ _1"></span> <span class="_ _a"></span>So<span class="_ _1"></span>lutions <span class="_ _a"></span>Dire<span class="_ _1"></span>ctor <span class="_ _4"> </span>–<span class="ff2"> <span class="_ _4"> </span><span class="ls13">w </span></span></div><div class="t m0 xd h2 y2c3 ff1 fs0 fc1 sc0 ls0 ws0">celu  skutecznego  wdrażania  i  sprzedaży  produktów </div><div class="t m0 xd h2 y648 ff1 fs0 fc1 sc0 ls0 ws0">wspierających  proces<span class="_ _1"></span>  dekarbonizacji,  w  tym <span class="_ _e"> </span>paliwa </div><div class="t m0 xd h2 y649 ff1 fs0 fc1 sc0 ls0 ws0">HVO100, <span class="_ _38"> </span>powołano <span class="_ _38"> </span>stanowisko <span class="_ _38"> </span>Dyrektora <span class="_ _38"> </span>ds. </div><div class="t m0 xd h2 y57f ff1 fs0 fc1 sc0 ls0 ws0">Rozwiązań <span class="_ _5"> </span>Klimatycznych. <span class="_ _b"> </span>Osoba <span class="_ _b"> </span>na <span class="_ _b"> </span>tym <span class="_ _b"> </span>stanowisku </div><div class="t m0 xd h2 y64a ff2 fs0 fc1 sc0 ls0 ws0">jest <span class="_ _1f"> </span>odpowiedz<span class="ff1">ialna <span class="_ _1d"> </span>za<span class="_ _1"></span> <span class="_ _1d"> </span>op<span class="_ _1"></span>racowanie <span class="_ _1f"> </span>i <span class="_ _1f"> </span>realizację </span></div><div class="t m0 xd h2 y5a4 ff1 fs0 fc1 sc0 ls0 ws0">strategii <span class="_ _7"></span>sprzedaży <span class="_ _7"></span>oraz <span class="_ _7"></span>rozwoj<span class="_ _1"></span>u <span class="_ _7"></span>produktów <span class="_ _7"></span>związanych </div><div class="t m0 xd h2 y54b ff1 fs0 fc1 sc0 ls0 ws0">z redukcją emisji.<span class="ff2"> </span></div><div class="t m0 xd h2 y5a6 ff1 fs0 fc1 sc0 ls0 ws0">Szkolenia <span class="_ _b"> </span>dla <span class="_ _b"> </span>zespołu <span class="_ _b"> </span>handlowego <span class="_ _c"> </span>–<span class="ff2"> <span class="_ _b"> </span></span>Dział <span class="_ _b"> </span>handlowy </div><div class="t m0 xd h2 y64d ff1 fs0 fc1 sc0 ls0 ws0">Spółki <span class="_ _5"> </span>UNIMOT <span class="_ _b"> </span>Paliwa <span class="_ _5"> </span>otrzy<span class="_ _1"></span>mał <span class="_ _5"> </span>kompleksowy <span class="_ _b"> </span>pakiet </div><div class="t m0 xd h2 y582 ff1 fs0 fc1 sc0 ls0 ws0">szkoleń, <span class="_ _21"> </span>obejmujący <span class="_ _2a"> </span>zarówno<span class="_ _1"></span> <span class="_ _2a"> </span>wprowadzenie <span class="_ _21"> </span>do </div><div class="t m0 xd h2 y583 ff1 fs0 fc1 sc0 ls0 ws0">tematyki <span class="_ _4"> </span>ESG,<span class="_ _1"></span> <span class="_ _5"> </span>jak <span class="_ _4"> </span>i <span class="_ _b"> </span>szczegółowe <span class="_ _b"> </span>aspekty <span class="_ _4"> </span>związane <span class="_ _5"> </span>z </div><div class="t m0 xd h2 y5a8 ff1 fs0 fc1 sc0 ls0 ws0">dekarbonizacją <span class="_ _17"> </span>transportu. <span class="_ _17"> </span>Dzięki <span class="_ _17"> </span>tym <span class="_ _17"> </span>sz<span class="_ _1"></span>koleniom, </div><div class="t m0 xd h2 y5a9 ff1 fs0 fc1 sc0 ls0 ws0">zespół <span class="_ _2a"> </span>handlowców <span class="_ _2a"> </span>zdobył <span class="_ _22"> </span>nie<span class="_ _1"></span>zbędną <span class="_ _22"> </span>w<span class="_ _1"></span>iedzę <span class="_ _2a"> </span>i </div><div class="t m0 xd h2 y61e ff1 fs0 fc1 sc0 ls0 ws0">kompetencje <span class="_ _2a"> </span>do <span class="_ _21"> </span>efektywnej <span class="_ _2a"> </span>sprzedaży <span class="_ _2a"> </span>paliw <span class="_ _2a"> </span>o </div><div class="t m0 xd h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">obniżonej emisyjności.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi x9 y664 w43 hb8" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">53<span class="ls0"> </span></div></div><div class="c x59 y665 w4c hb9"><div class="t m0 xd h2 y666 ff1 fs0 fc1 sc0 ls0 ws0">Edukacja <span class="_ _8"></span>poprzez bezpośrednie spotk<span class="_ _0"></span>ania <span class="_ _8"></span>z klientami –<span class="ff2"> </span></div><div class="t m0 xd h2 y667 ff1 fs0 fc1 sc0 ls0 ws0">Handlowcy wielokrotnie o<span class="_ _1"></span>dwiedza<span class="_ _8"></span>li<span class="_ _1"></span> klientów, <span class="_ _1"></span>realizując </div><div class="t m0 xd h2 y668 ff1 fs0 fc1 sc0 ls0 ws0">program <span class="_ _b"> </span>edukacyjny <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>formule <span class="_ _c"> </span>„learning <span class="_ _b"> </span>by <span class="_ _b"> </span>doing”.<span class="_ _1"></span> </div><div class="t m0 xd h2 y543 ff1 fs0 fc1 sc0 ls0 ws0">Dzięki <span class="_ _c"> </span>bezpośrednim <span class="_ _c"> </span>spotkaniom <span class="_ _c"> </span>z <span class="_ _9"> </span>klientami, <span class="_ _c"> </span>zespół </div><div class="t m0 xd h2 y669 ff1 fs0 fc1 sc0 ls0 ws0">miał <span class="_ _c"> </span>możliwość <span class="_ _9"> </span>dzielenia <span class="_ _c"> </span>s<span class="_ _1"></span>ię <span class="_ _c"> </span>wiedzą <span class="_ _9"> </span>na <span class="_ _c"> </span>te<span class="_ _1"></span>mat <span class="_ _c"> </span>z<span class="_ _1"></span><span class="ff2">alet </span></div><div class="t m0 xd h2 y545 ff1 fs0 fc1 sc0 ls0 ws0">stosowania paliw o niskiej emisyjności oraz wpływu na </div><div class="t m0 xd h2 y66a ff2 fs0 fc1 sc0 ls0 ws0">procesy dekarbonizacji. </div><div class="t m0 xd h2 y531 ff1 fs0 fc1 sc0 ls0 ws0">Realizacja <span class="_ _2a"> </span>celu <span class="_ _2a"> </span>stanowi <span class="_ _2a"> </span>ważny <span class="_ _2a"> </span>krok <span class="_ _2a"> </span>w<span class="_ _1"></span> <span class="_ _2a"> </span>stronę </div><div class="t m0 xd h2 y55e ff1 fs0 fc1 sc0 ls0 ws0">transformacji <span class="_ _6"></span>oferty <span class="_ _a"></span>Grupy <span class="_ _6"></span>UNIMOT<span class="_ _1"></span>, <span class="_ _6"></span>przyczyniając <span class="_ _6"></span>się </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _9"> </span>wdrażania <span class="_ _9"> </span>zrównoważonych  rozwiąza<span class="_ _8"></span>ń  w <span class="_ _9"> </span>branży </div><div class="t m0 xd h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">paliwowej <span class="_ _4"> </span>i <span class="_ _5"> </span>wspierania <span class="_ _5"> </span>globalnych <span class="_ _4"> </span>w<span class="_ _1"></span>ysiłków <span class="_ _4"></span>na <span class="_ _5"> </span>rzecz </div><div class="t m0 xd h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">zmniejszenia emisji gazów cieplarnianych.<span class="ff2"> </span></div></div><div class="c x1 y66b w4b hba"><div class="t m0 xd h2 y66c ff1 fs0 fc1 sc0 ls0 ws0">Stworzenie <span class="_ _1e"> </span>specjalnych <span class="_ _1e"> </span>pakietów <span class="_ _14"> </span>niskoemisyjnych </div><div class="t m0 xd h2 y66d ff1 fs0 fc1 sc0 ls0 ws0">obniżających emisje klientów <span class="ff2"> </span></div></div><div class="c x59 y66b w4c hba"><div class="t m0 xd h2 y66e ff1 fs0 fc1 sc0 ls0 ws0">Kluczowe <span class="_ _5"> </span>działania <span class="_ _5"> </span>w <span class="_ _b"> </span><span class="ff2">2024 <span class="_ _5"> </span>r<span class="_ _1"></span>oku <span class="_ _5"> </span>w <span class="_ _b"> </span>ramach <span class="_ _5"> </span>realizacji </span></div><div class="t m0 xd h2 y66f ff1 fs0 fc1 sc0 ls0 ws0">celu obejmowały:<span class="ff2"> </span></div><div class="t m0 xd h2 y670 ff1 fs0 fc1 sc0 ls0 ws0">Wdrożenie <span class="_ _4"></span>HVO100 <span class="_ _5"> </span>do <span class="_ _4"></span>transportu <span class="_ _4"></span>lądowego <span class="_ _5"> </span>–<span class="ff2"> <span class="_ _4"></span>Grupa </span></div><div class="t m0 xd h2 y671 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _f"> </span>wdrożyła <span class="_ _10"> </span>paliwo <span class="_ _10"> </span>HVO100 <span class="_ _10"> </span>do <span class="_ _10"> </span>transportu </div><div class="t m0 xd h2 y672 ff1 fs0 fc1 sc0 ls0 ws0">lądowego, <span class="_ _b"> </span>zarówno <span class="_ _b"> </span>w <span class="_ _b"> </span>formie <span class="_ _5"> </span>dos<span class="_ _1"></span>taw <span class="_ _5"> </span>bezpośre<span class="_ _1"></span>dnich, </div><div class="t m0 xd h2 y673 ff2 fs0 fc1 sc0 ls0 ws0">jak i<span class="_ _1"></span> poprzez<span class="_ _1"></span> tankowanie <span class="_ _1"></span>na <span class="_ _1"></span>stacjach oraz<span class="_ _1"></span> na <span class="_ _1"></span>zasadzie </div><div class="t m0 xd h2 y674 ff1 fs0 fc1 sc0 ls0 ws0">bilansu <span class="_ _7"></span>masy. <span class="_ _8"></span>To <span class="_ _8"></span>pozwoliło <span class="_ _8"></span>na szeroką <span class="_ _7"></span>dostępność <span class="_ _8"></span>tego </div><div class="t m0 xd h2 y675 ff2 fs0 fc1 sc0 ls0 ws0">niskoem<span class="ff1">isyjnego paliwa dla klientów transportowych.</span> </div><div class="t m0 xd h2 y676 ff1 fs0 fc1 sc0 ls0 ws0">HVO100 <span class="_ _4"></span>jako <span class="_ _4"></span>Lekki <span class="_ _4"> </span>Ole<span class="_ _1"></span>j <span class="_ _4"></span>Opałowy <span class="_ _5"> </span>–<span class="ff2"> <span class="_ _5"> </span>produkt <span class="_ _4"></span>HVO100 </span></div><div class="t m0 xd h2 y677 ff1 fs0 fc1 sc0 ls0 ws0">został <span class="_ _0"></span>przygotowany <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>wyce<span class="_ _1"></span>niony <span class="_ _8"></span>do zastosowania <span class="_ _8"></span>jako </div><div class="t m0 xd h2 y678 ff1 fs0 fc1 sc0 ls0 ws0">Lekki <span class="_ _22"> </span>Olej <span class="_ _22"> </span>Opałowy. <span class="_ _22"> </span>W<span class="_ _1"></span> <span class="_ _22"> </span>2024 <span class="_ _22"> </span>roku <span class="_ _22"> </span>ro<span class="_ _1"></span>zpoczęto </div><div class="t m0 xd h2 y679 ff1 fs0 fc1 sc0 ls0 ws0">poszukiwanie <span class="_ _20"> </span>odpowiednich <span class="_ _23"> </span>klientów <span class="_ _20"> </span>i <span class="_ _20"> </span>rozwoju </div><div class="t m0 xd h2 y67a ff1 fs0 fc1 sc0 ls0 ws0">sprzedaży w tym obszarze.<span class="ff2"> </span></div><div class="t m0 xd h2 y67b ff1 fs0 fc1 sc0 ls0 ws0">HVO100 <span class="_ _19"> </span>do <span class="_ _17"> </span>agregatów <span class="_ _19"> </span>prądotwórc<span class="_ _1"></span>zych <span class="_ _17"> </span>–<span class="ff2"> <span class="_ _19"> </span>produkt </span></div><div class="t m0 xd h2 y67c ff1 fs0 fc1 sc0 ls0 ws0">HVO100 zos<span class="_ _1"></span>tał również <span class="_ _1"></span>dostosowany do <span class="_ _1"></span>stosowania w </div><div class="t m0 xd h2 y5db ff1 fs0 fc1 sc0 ls0 ws0">agregatach <span class="_ _19"> </span>prądotwórczych.<span class="_ _1"></span> <span class="_ _19"> </span>Zrealizowano <span class="_ _17"> </span>pierwsze </div><div class="t m0 xd h2 y67d ff1 fs0 fc1 sc0 ls0 ws0">transakcje <span class="_ _a"></span>s<span class="_ _1"></span>przedaży <span class="_ _a"></span>tego <span class="_ _4"></span>paliwa, <span class="_ _4"></span>co <span class="_ _4"></span>stanowi <span class="_ _4"></span>kolejny </div><div class="t m0 xd h2 y5dd ff2 fs0 fc1 sc0 ls0 ws0">krok w zakresie rozszerzania oferty niskoemisyjnej. </div><div class="t m0 xd h2 y67e ff1 fs0 fc1 sc0 ls0 ws0">Zamówienie <span class="_ _b"> </span>pierw<span class="_ _1"></span>szej <span class="_ _b"> </span>dużej <span class="_ _b"> </span>partii <span class="_ _c"> </span>SAF <span class="_ _c"> </span>–<span class="ff2"> <span class="_ _b"> </span>W<span class="_ _1"></span> <span class="_ _b"> </span>ramach </span></div><div class="t m0 xd h2 y67f ff1 fs0 fc1 sc0 ls0 ws0">realizacji <span class="_ _7"></span>celu <span class="_ _8"></span>strategicznego, <span class="_ _8"></span>Grupa <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>zamówiła </div><div class="t m0 xd h2 y680 ff1 fs0 fc1 sc0 ls0 ws0">pierwszą dużą <span class="_ _1"></span>partię SAF <span class="_ _1"></span>(Sustainable <span class="_ _1"></span>Aviation Fuel) <span class="_ _1"></span>z </div><div class="t m0 xd h2 y681 ff1 fs0 fc1 sc0 ls0 ws0">NESTE <span class="_ _0"></span>na <span class="_ _8"></span>2025<span class="_ _1"></span> <span class="_ _0"></span>rok, co <span class="_ _8"></span>stanowi ważny k<span class="_ _0"></span>rok <span class="_ _8"></span>w<span class="_ _1"></span> k<span class="_ _0"></span>ierunku </div><div class="t m0 xd h2 y5b3 ff1 fs0 fc1 sc0 ls0 ws0">dekarbonizacji branży lotniczej.<span class="ff2"> </span></div><div class="t m0 xd h2 y682 ff1 fs0 fc1 sc0 ls0 ws0">Testy <span class="_ _1"></span>dostaw <span class="_ _6"></span>biopaliw <span class="_ _1"></span>dla <span class="_ _6"></span>branży <span class="_ _1"></span>mors<span class="_ _1"></span>kiej <span class="_ _1"></span>i <span class="_ _1"></span>kolejow<span class="_ _1"></span>ej </div><div class="t m0 xd h2 y667 ff1 fs0 fc1 sc0 ls0 ws0">–<span class="ff2"> <span class="_ _a"></span></span>Grupa <span class="_ _a"></span>rozpoczęła <span class="_ _4"></span>testy <span class="_ _a"></span>dostaw <span class="_ _4"></span>wybranych <span class="_ _a"></span>biopaliw </div><div class="t m0 xd h2 y542 ff1 fs0 fc1 sc0 ls0 ws0">dla <span class="_ _a"></span>branży <span class="_ _a"></span>morskiej <span class="_ _a"></span>i <span class="_ _a"></span>kolejowej, <span class="_ _a"></span>co <span class="_ _a"></span>pozwoli <span class="_ _a"></span>na <span class="_ _a"></span>dalsze </div><div class="t m0 xd h2 y543 ff2 fs0 fc1 sc0 ls0 ws0">rozszerzenie <span class="_ _f"> </span>ofe<span class="_ _1"></span>rty <span class="_ _f"> </span>niskoemisyjnej <span class="_ _10"> </span>i <span class="_ _f"> </span>dosto<span class="_ _1"></span>sowanie<span class="_ _0"></span> </div><div class="t m0 xd h2 y544 ff1 fs0 fc1 sc0 ls0 ws0">produktów <span class="_ _2b"> </span>do <span class="_ _41"> </span>potrzeb <span class="_ _2b"> </span>różnych <span class="_ _41"> </span>sektorów </div><div class="t m0 xd h2 y545 ff2 fs0 fc1 sc0 ls0 ws0">transportowych. </div><div class="t m0 xd h2 y590 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _7"></span>2024 <span class="_ _7"></span>roku <span class="_ _7"></span>Grupa <span class="_ _8"></span>UNIMOT <span class="_ _7"></span>poc<span class="_ _1"></span>zyniła <span class="_ _7"></span>kroki <span class="_ _7"></span>w <span class="_ _7"></span>kierunku </div><div class="t m0 xd h2 y531 ff1 fs0 fc1 sc0 ls0 ws0">rozwoju <span class="_ _21"> </span>niskoemisyjnych <span class="_ _21"> </span>rozwiązań, <span class="_ _21"> </span>dostarczając </div><div class="t m0 xd h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">klientom <span class="_ _10"> </span>innowacyjne <span class="_ _10"> </span>paliwa, <span class="_ _10"> </span>które<span class="_ _1"></span> <span class="_ _10"> </span>pomagają <span class="_ _10"> </span>w<span class="_ _1"></span> </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">ograniczaniu <span class="_ _10"> </span>emisji <span class="_ _24"> </span>CO2, <span class="_ _10"> </span>wspierając <span class="_ _24"> </span>jednocześnie </div><div class="t m0 xd h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">transformację <span class="_ _1"></span>branży <span class="_ _1"></span>ene<span class="_ _1"></span>rgetycznej <span class="_ _1"></span>i <span class="_ _1"></span>trans<span class="_ _1"></span>portowej <span class="_ _1"></span>w </div><div class="t m0 xd h2 y266 ff2 fs0 fc1 sc0 ls0 ws0">kierunku <span class="ff1">zrównoważonego rozwoju.</span> </div></div><div class="c x1 y683 w4b hbb"><div class="t m0 xd h2 y684 ff1 fs0 fc1 sc0 ls0 ws0">Wdrożenie <span class="_ _5"> </span>kalkulatora <span class="_ _5"> </span>e<span class="_ _1"></span>misyjności <span class="_ _5"> </span>wraz <span class="_ _5"> </span>z <span class="_ _b"> </span>indywidualnie </div><div class="t m0 xd h2 y685 ff2 fs0 fc1 sc0 ls0 ws0">dopasowanymi <span class="ff1">rozwiązaniami</span> </div></div><div class="c x59 y683 w4c hbb"><div class="t m0 xd h2 y64c ff2 fs0 fc1 sc0 ls0 ws0">Konferencje <span class="_ _b"> </span>i <span class="_ _b"> </span>spotkania <span class="_ _b"> </span>z <span class="_ _b"> </span>klientami <span class="_ _c"> </span><span class="ff1">–</span> <span class="_ _b"> </span>na <span class="_ _b"> </span>przestrzeni </div><div class="t m0 xd h2 y5a6 ff1 fs0 fc1 sc0 ls0 ws0">roku  Grupa  UNIMOT  zorganizowała  szereg <span class="_ _9"> </span>spotkań </div><div class="t m0 xd h2 y64d ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _28"> </span>konferenc<span class="_ _1"></span>ji <span class="_ _33"> </span>z <span class="_ _28"> </span>kl<span class="_ _1"></span>ientami, <span class="_ _28"> </span>podczas <span class="_ _28"> </span>których </div><div class="t m0 xd h2 y582 ff1 fs0 fc1 sc0 ls0 ws0">omawiane <span class="_ _34"> </span>były <span class="_ _23"> </span>możliwości <span class="_ _34"> </span>dekarbonizacji <span class="_ _23"> </span>firm<span class="_ _1"></span> </div><div class="t m0 xd h2 y583 ff1 fs0 fc1 sc0 ls0 ws0">transportowych. <span class="_ _6"></span>W <span class="_ _6"></span>trakcie <span class="_ _6"></span>tych <span class="_ _6"></span>wydarzeń <span class="_ _6"></span>klienci <span class="_ _6"></span>mieli </div><div class="t m0 xd h2 y5a8 ff1 fs0 fc1 sc0 ls0 ws0">możliwość <span class="_ _35"> </span>zapoznania <span class="_ _18"> </span>się<span class="_ _1"></span> <span class="_ _18"> </span>z <span class="_ _35"> </span>rozwiązaniami </div><div class="t m0 xd h2 y5a9 ff1 fs0 fc1 sc0 ls0 ws0">niskoemisyjnymi, <span class="_ _1a"> </span>Spotkania <span class="_ _38"> </span>stanowiły <span class="_ _1a"> </span>kluczowy </div><div class="t m0 xd h2 y61e ff2 fs0 fc1 sc0 ls0 ws0">element  wsparcia  w  procesie  dec<span class="_ _1"></span>yzyjnym  dla  firm, </div><div class="t m0 xd h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">które planują zmniejszenie swojego śladu węglowego.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x9 y686 w43 hbc" alt="" src="data:image/png;base64,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class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">54<span class="ls0"> </span></div></div><div class="c x59 y554 w4c h91"><div class="t m0 xd h2 y555 ff2 fs0 fc1 sc0 ls0 ws0">Operacjonalizacja <span class="_ _17"> </span>strategi<span class="_ _1"></span>i <span class="_ _f"> </span>dekarbonizacji <span class="_ _f"> </span><span class="ff1">–</span> <span class="_ _f"> </span>Grupa </div><div class="t m0 xd h2 y556 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _a"></span>opracowała <span class="_ _a"></span>strategie <span class="_ _a"></span>dekarbonizacji <span class="_ _a"></span>dla <span class="_ _a"></span>firm </div><div class="t m0 xd h2 y557 ff1 fs0 fc1 sc0 ls0 ws0">transportowych, <span class="_ _b"> </span>której <span class="_ _c"> </span>podstawą <span class="_ _c"> </span>było <span class="_ _b"> </span>wykorzystanie </div><div class="t m0 xd h2 y667 ff1 fs0 fc1 sc0 ls0 ws0">paliwa  HVO100.  Dzięki  temu,  firmy  mo<span class="_ _1"></span>gły  uzyskać </div><div class="t m0 xd h2 y668 ff1 fs0 fc1 sc0 ls0 ws0">precyzyjne <span class="_ _a"></span>obliczenia <span class="_ _4"></span>dotyczące <span class="_ _a"></span>obniżenia <span class="_ _4"></span>emisji <span class="_ _a"></span>przy </div><div class="t m0 xd h2 y543 ff1 fs0 fc1 sc0 ls0 ws0">zastosowaniu <span class="_ _9"> </span>tego  p<span class="_ _0"></span>aliwa  w <span class="_ _c"> </span>co<span class="_ _1"></span>dziennej <span class="_ _9"> </span>działalności </div><div class="t m0 xd h2 y669 ff1 fs0 fc1 sc0 ls0 ws0">transportowej. <span class="_ _17"> </span>Dopasowane <span class="_ _19"> </span>rozwiązania <span class="_ _17"> </span>umożliwiły </div><div class="t m0 xd h2 y545 ff1 fs0 fc1 sc0 ls0 ws0">każdemu <span class="_ _1f"> </span>klientowi <span class="_ _1f"> </span>wybór <span class="_ _1f"> </span>najbardziej <span class="_ _1d"> </span>e<span class="_ _1"></span>fektywnej </div><div class="t m0 xd h2 y66a ff1 fs0 fc1 sc0 ls0 ws0">ścieżki <span class="_ _1d"> </span>dekarbonizacji <span class="_ _24"> </span>w <span class="_ _1d"> </span>oparciu <span class="_ _1d"> </span>o <span class="_ _1d"> </span>indywidualne </div><div class="t m0 xd h2 y587 ff2 fs0 fc1 sc0 ls0 ws0">potrzeby i cele ekologiczne. </div><div class="t m0 xd h2 y55e ff1 fs0 fc1 sc0 ls0 ws0">Realizacja <span class="_ _1d"> </span>powyższego <span class="_ _1d"> </span>miał<span class="_ _1"></span>a <span class="_ _1d"> </span>na <span class="_ _1d"> </span>c<span class="_ _1"></span>elu <span class="_ _1d"> </span>nie <span class="_ _1f"> </span>tylko </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">wspieranie <span class="_ _f"> </span>klientów <span class="_ _f"> </span>w<span class="_ _1"></span> <span class="_ _f"> </span>redukcji <span class="_ _f"> </span>emisji, <span class="_ _f"> </span>ale <span class="_ _f"> </span>także </div><div class="t m0 xd h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">budowanie <span class="_ _28"> </span>świadomości <span class="_ _28"> </span>ekologicznej <span class="_ _28"> </span>w <span class="_ _28"> </span>branży </div><div class="t m0 xd h2 y264 ff2 fs0 fc1 sc0 ls0 ws0">transportowej. </div></div><div class="c x1 y687 w4b hbd"><div class="t m0 xd h2 y688 ff1 fs0 fc1 sc0 ls0 ws0">100% <span class="_ _7"></span>dos<span class="_ _1"></span>tawców <span class="_ _8"></span>zapoznanych <span class="_ _7"></span>z <span class="_ _8"></span>Kodeksem <span class="_ _8"></span>Postę<span class="_ _1"></span>powania </div><div class="t m0 xd h2 y689 ff2 fs0 fc1 sc0 ls0 ws0">dla <span class="ff1">Partnerów Biznesowych Grupy UNIMOT</span> </div></div><div class="c x59 y687 w4c hbd"><div class="t m0 xd h2 y68a ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>2024 <span class="_ _1"></span>ro<span class="_ _1"></span>ku <span class="_ _1"></span>dla <span class="_ _a"></span>kontrahentów <span class="_ _6"></span>spółek <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>S.A. <span class="_ _6"></span>i </div><div class="t m0 xd h2 y68b ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _1a"> </span>Paliwa <span class="_ _2e"> </span>zarejestrow<span class="_ _1"></span>anych <span class="_ _1a"> </span>do <span class="_ _2e"> </span>portalu </div><div class="t m0 xd h2 y68c ff1 fs0 fc1 sc0 ls0 ws0">eZamówień <span class="_ _8"></span>i <span class="_ _7"></span>e<span class="_ _1"></span>Faktur <span class="_ _7"></span>dodano <span class="_ _8"></span>informację <span class="_ _8"></span>o<span class="_ _1"></span> <span class="_ _7"></span>konieczności </div><div class="t m0 xd h2 y667 ff1 fs0 fc1 sc0 ls0 ws0">zapoznania <span class="_ _21"> </span>się <span class="_ _33"> </span>z <span class="_ _33"> </span>Kodeksem <span class="_ _28"> </span>Postępowania <span class="_ _33"> </span>dla </div><div class="t m0 xd h2 y542 ff1 fs0 fc1 sc0 ls0 ws0">Partnerów <span class="_ _1d"> </span>Biznes<span class="_ _1"></span>owych <span class="_ _1f"> </span>wraz <span class="_ _1d"> </span>z<span class="_ _1"></span> <span class="_ _1d"> </span>odnośnikiem <span class="_ _1f"> </span>do </div><div class="t m0 xd h2 y543 ff1 fs0 fc1 sc0 ls0 ws0">Dokumentu. <span class="_ _5"> </span>Każdy <span class="_ _4"> </span>z <span class="_ _5"> </span>kontrahentó<span class="_ _1"></span>w <span class="_ _4"> </span>jest <span class="_ _5"> </span>zobowiązany </div><div class="t m0 xd h2 y544 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _e"> </span>potwierdzenia <span class="_ _d"> </span>zapoznania <span class="_ _e"> </span>s<span class="_ _1"></span>ię <span class="_ _e"> </span>z <span class="_ _d"> </span>Kodeksem <span class="_ _e"> </span>po<span class="_ _1"></span>d </div><div class="t m0 xd h2 y545 ff1 fs0 fc1 sc0 ls0 ws0">rygorem <span class="_ _1f"> </span>braku <span class="_ _1f"> </span>możliwości <span class="_ _1f"> </span>pobrania <span class="_ _1f"> </span>fa<span class="_ _1"></span>ktury <span class="_ _1f"> </span>lub </div><div class="t m0 xd h2 y66a ff1 fs0 fc1 sc0 ls0 ws0">zamówienia z systemu. <span class="ff2"> </span></div><div class="t m0 xd h2 y531 ff1 fs0 fc1 sc0 ls0 ws0">52,18% <span class="_ _1"></span>wszystkich <span class="_ _1"></span>krajowych <span class="_ _1"></span>partnerów <span class="_ _1"></span>bizneso<span class="_ _1"></span>wych </div><div class="t m0 xd h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">spółki <span class="_ _17"> </span>UNIMOT <span class="_ _19"> </span>Paliwa <span class="_ _17"> </span>oraz <span class="_ _17"> </span>5,24% <span class="_ _17"> </span>UNIMOT <span class="_ _19"> </span>S.A. </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">potwierdziło zapoznanie się z <span class="_ _1"></span>Kodeksem Postępowania </div><div class="t m0 xd h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">dla <span class="_ _5"> </span>Partnerów <span class="_ _5"> </span>Bizneso<span class="_ _1"></span>wych <span class="_ _5"> </span>Grupy <span class="_ _4"></span>UNIMOT<span class="_ _1"></span><span class="ff2"> <span class="_ _5"> </span></span>na <span class="_ _5"> </span>dzień </div><div class="t m0 xd h2 y266 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2024 r. </div></div><div class="c x1 y68d w4b h3b"><div class="t m0 xd h2 y571 ff1 fs0 fc1 sc0 ls0 ws0">Liczba <span class="_ _21"> </span>zgłoszonych <span class="_ _33"> </span>przypadków <span class="_ _33"> </span>naruszeń <span class="_ _33"> </span>Kodeksu </div><div class="t m0 xd h2 y572 ff1 fs0 fc1 sc0 ls0 ws0">Postępowania <span class="ff2">dla </span>Partnerów Biznesowych Grupy UNIMOT<span class="ff2"> </span></div></div><div class="c x59 y68d w4c h3b"><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>2024 <span class="_ _b"> </span>roku <span class="_ _b"> </span>nie <span class="_ _b"> </span>odnotowano <span class="_ _b"> </span>przypadków <span class="_ _5"> </span>narus<span class="_ _1"></span>zeń </div><div class="t m0 xd h2 y269 ff2 fs0 fc1 sc0 ls0 ws0">Kodeksu <span class="_ _6"></span><span class="ff1">Postę<span class="_ _1"></span>powania <span class="_ _1"></span>Partnerów<span class="_ _1"></span> <span class="_ _6"></span>Biznesowych <span class="_ _6"></span>Grupy </span></div><div class="t m0 xd h2 y266 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT. </div></div><div class="c x1 y68e w4b hbe"><div class="t m0 xd h2 y68f ff2 fs0 fc1 sc0 ls0 ws0">Liczba <span class="_ _34"> </span>kampanii <span class="_ _34"> </span>informacyjnych <span class="_ _34"> </span>skierow<span class="_ _1"></span>anych <span class="_ _34"> </span>do </div><div class="t m0 xd h2 y690 ff1 fs0 fc1 sc0 ls0 ws0">dostawców i klientów biznesowych<span class="ff2"> </span></div></div><div class="c x59 y68e w4c hbe"><div class="t m0 xd h2 y691 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _28"> </span>realizowała <span class="_ _20"> </span>ten <span class="_ _20"> </span>cel <span class="_ _20"> </span>poprzez <span class="_ _20"> </span>udział <span class="_ _28"> </span>w<span class="_ _1"></span> </div><div class="t m0 xd h2 y692 ff1 fs0 fc1 sc0 ls0 ws0">konferencjach oraz wydarzeniach branżowych: <span class="ff2"> </span></div><div class="t m0 xd h2 y693 ff2 fs0 fc1 sc0 ls0 ws0">04.2024 </div><div class="t m0 xd h2 y694 ff2 fs0 fc1 sc0 ls0 ws0">1.Dekarbonizacja Transportu Gd<span class="_ _0"></span>ynia - <span class="ls1">17</span>-18.04.2024 - </div><div class="t m0 xd h2 y695 ff1 fs0 fc1 sc0 ls0 ws0">wydarzenie <span class="_ _a"></span>2 <span class="_ _a"></span>dniowe<span class="_ _1"></span> <span class="_ _a"></span>w <span class="_ _a"></span>c<span class="_ _1"></span>ałości <span class="_ _a"></span>poświęcone <span class="_ _a"></span>tematyce </div><div class="t m0 xd h2 y696 ff2 fs0 fc1 sc0 ls0 ws0">dekarbonizacji. <span class="_ _c"> </span>Przygotowane <span class="_ _9"> </span>wraz <span class="_ _c"> </span>z <span class="_ _9"> </span>DNV, <span class="_ _c"> </span>De<span class="_ _1"></span>loitte, </div><div class="t m0 xd h2 y697 ff2 fs0 fc1 sc0 ls0 ws0">PIBR; </div><div class="t m0 xd h2 y698 ff2 fs0 fc1 sc0 ls0 ws0">05.2024 </div><div class="t m0 xd h2 y699 ff2 fs0 fc1 sc0 ls0 ws0">2.Targi stacji paliwowych - promocja HVO; </div><div class="t m0 xd h2 y69a ff1 fs0 fc1 sc0 ls0 ws0">3.Spotkanie <span class="_ _1"></span>z <span class="_ _6"></span>przedsiębiorcami <span class="_ _1"></span>stre<span class="_ _1"></span>fy <span class="_ _1"></span>ekonomicznej <span class="_ _1"></span>w<span class="_ _1"></span> </div><div class="t m0 xd h2 y69b ff2 fs0 fc1 sc0 ls0 ws0">Lublinie; </div><div class="t m0 xd h2 y69c ff1 fs0 fc1 sc0 ls0 ws0">4.Udział <span class="_ _a"></span>w <span class="_ _4"></span>panelu <span class="_ _a"></span>dyskusyjnym, <span class="_ _4"></span>w <span class="_ _a"></span>ro<span class="_ _1"></span>li <span class="_ _a"></span>prelegenta, <span class="_ _4"></span>w </div><div class="t m0 xd h2 y69d ff2 fs0 fc1 sc0 ls0 ws0">trakcie <span class="_ _1"></span>CSR<span class="_ _1"></span>iESG <span class="_ _1"></span>w <span class="_ _6"></span>Krakowie <span class="_ _6"></span>-te<span class="_ _1"></span>matyka <span class="_ _1"></span>dekarbonizacji </div><div class="t m0 xd h2 y69e ff2 fs0 fc1 sc0 ls0 ws0">transportu; </div><div class="t m0 xd h2 y69f ff2 fs0 fc1 sc0 ls0 ws0">06.2024  </div><div class="t m0 xd h2 y6a0 ff1 fs0 fc1 sc0 ls0 ws0">5. <span class="_ _1"></span>Wystąpienie <span class="_ _6"></span>na <span class="_ _1"></span>konferencji <span class="_ _1"></span>Bio <span class="_ _6"></span>Reaction <span class="_ _1"></span>dotyczącej </div><div class="t m0 xd h2 y6a1 ff1 fs0 fc1 sc0 ls0 ws0">dekarbonizacji branży rolno<span class="ff2">-</span>spożywczej <span class="ff2"> </span></div><div class="t m0 xd h2 y6a2 ff2 fs0 fc1 sc0 ls0 ws0">07.2024 </div><div class="t m0 xd h2 y6a3 ff2 fs0 fc1 sc0 ls0 ws0">6.Prelekcje <span class="_ _9"> </span>w <span class="_ _9"> </span>temacie <span class="_ _9"> </span>dekarbonizacji <span class="_ _9"> </span>transportu <span class="_ _9"> </span>dla </div><div class="t m0 xd h2 y6a4 ff1 fs0 fc1 sc0 ls0 ws0">przewoźników spółki zależnej UNIMOT Bitumen<span class="ff2"> </span></div><div class="t m0 xd h2 y266 ff2 fs0 fc1 sc0 ls0 ws0">08.2024 </div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x9 y6a5 w43 hbf" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">55<span class="ls0"> </span></div></div><div class="c x59 y6a6 w4c hc0"><div class="t m0 xd h2 y2b ff2 fs0 fc1 sc0 ls0 ws0">7.Organizacja <span class="_ _36"> </span>s<span class="_ _1"></span>zkolenia <span class="_ _18"> </span>z <span class="_ _36"> </span>za<span class="_ _1"></span>kresu <span class="_ _18"> </span>strategii </div><div class="t m0 xd h2 y6a7 ff1 fs0 fc1 sc0 ls0 ws0">dekarbonizacji <span class="_ _a"></span>dla <span class="_ _4"></span>liderek <span class="_ _4"></span>i <span class="_ _4"></span>lide<span class="_ _1"></span>rów <span class="_ _4"></span>wszystkich <span class="_ _a"></span>spółek </div><div class="t m0 xd h2 y6a8 ff2 fs0 fc1 sc0 ls0 ws0">Grupy UNIMOT - <span class="ff1">prowadzący Deloitte</span> </div><div class="t m0 xd h2 y6a9 ff2 fs0 fc1 sc0 ls0 ws0">09.2024 </div><div class="t m0 xd h2 y6aa ff2 fs0 fc1 sc0 ls0 ws0">8.CSRiESG.pl <span class="ff1">–</span> <span class="ff1">udział w panelu </span>dyskusyjnym </div><div class="t m0 xd h2 y6ab ff2 fs0 fc1 sc0 ls0 ws0">EBF <span class="_ _33"> </span>Procurement <span class="_ _28"> </span>Festival <span class="_ _33"> </span>- <span class="_ _33"> </span><span class="ff1">u<span class="_ _1"></span>dział <span class="_ _33"> </span>w <span class="_ _33"> </span>panelu </span></div><div class="t m0 xd h2 y6ac ff2 fs0 fc1 sc0 ls0 ws0">dyskusyjnym </div><div class="t m0 xd h2 y6ad ff2 fs0 fc1 sc0 ls0 ws0">10.2024 </div><div class="t m0 xd h2 y6ae ff2 fs0 fc1 sc0 ls0 ws0">9. <span class="_ _c"> </span>Follow <span class="_ _b"> </span>Th<span class="_ _1"></span>e <span class="_ _b"> </span>Leaders<span class="_ _1"></span> <span class="_ _c"> </span><span class="ff1">–</span> <span class="_ _b"> </span>Grupa <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>Partnerem </div><div class="t m0 xd h2 y6af ff2 fs0 fc1 sc0 ls0 ws0">Merytorycznym oraz moderatorem wydarzenia  </div><div class="t m0 xd h2 y6b0 ff2 fs0 fc1 sc0 ls0 ws0">10. <span class="_ _9"> </span>AsstrA: <span class="_ _9"> </span>Course  on <span class="_ _9"> </span>European <span class="_ _c"> </span>Overland <span class="_ _9"> </span>Logistics </div><div class="t m0 xd h2 y6b1 ff2 fs0 fc1 sc0 ls0 ws0">Decarbonization <span class="_ _39"> </span>(Warszawa) <span class="_ _38"> </span>- <span class="_ _39"> </span><span class="ff1">międzynarodowa </span></div><div class="t m0 xd h2 y375 ff2 fs0 fc1 sc0 ls0 ws0">konferencja <span class="_ _14"> </span><span class="ff1">–</span> <span class="_ _14"> </span>przedstawicie<span class="_ _1"></span>l <span class="_ _14"> </span>Grupy <span class="_ _2e"> </span>UNIMOT </div><div class="t m0 xd h2 y3a5 ff2 fs0 fc1 sc0 ls0 ws0">prelegentem w trakcie wydarzenia </div><div class="t m0 xd h2 y6b2 ff2 fs0 fc1 sc0 ls0 ws0">11. <span class="_ _0"></span>Ambasada <span class="_ _8"></span>UK w <span class="_ _8"></span>W<span class="_ _1"></span>arszawie: Decarbonization <span class="_ _8"></span>week </div><div class="t m0 xd h2 y6b3 ff2 fs0 fc1 sc0 ls0 ws0">- przedstawiciel Grupy <span class="_ _1"></span>UNIMOT prelegentem w <span class="_ _1"></span>trakcie </div><div class="t m0 xd h2 y6b4 ff2 fs0 fc1 sc0 ls0 ws0">wydarzenia </div><div class="t m0 xd h2 y6b5 ff2 fs0 fc1 sc0 ls0 ws0">12. <span class="_ _33"> </span>Bank <span class="_ _28"> </span>Santander <span class="_ _28"> </span>(Katow<span class="_ _1"></span>ice): <span class="_ _33"> </span>Transfo<span class="_ _1"></span>rmacja </div><div class="t m0 xd h2 y6b6 ff1 fs0 fc1 sc0 ls0 ws0">energetyczna  a <span class="_ _e"> </span>rozwój  firm <span class="_ _e"> </span><span class="ff2">-  przedstawiciel  Grup<span class="_ _1"></span>y </span></div><div class="t m0 xd h2 y6b7 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT prelegentem w trakcie wydarzenia </div><div class="t m0 xd h2 y6b8 ff2 fs0 fc1 sc0 ls0 ws0">11.2024 </div><div class="t m0 xd h2 y44d ff2 fs0 fc1 sc0 ls0 ws0">13. <span class="_ _b"> </span>Targi: <span class="_ _b"> </span>Tr<span class="_ _1"></span>anslogistica <span class="_ _c"> </span>- <span class="_ _b"> </span>St<span class="_ _1"></span>oisko <span class="_ _b"> </span>Grupy <span class="_ _c"> </span>UNIMOT <span class="_ _b"> </span>z </div><div class="t m0 xd h2 y6b9 ff1 fs0 fc1 sc0 ls0 ws0">głównym punktem informacyjnym nt. HVO100<span class="ff2"> </span></div><div class="t m0 xd h2 y6ba ff2 fs0 fc1 sc0 ls0 ws0">14. <span class="_ _a"></span>Konferencja <span class="_ _a"></span>Chapter <span class="_ _a"></span>Zero <span class="_ _a"></span>Poland <span class="_ _a"></span>-<span class="_ _1"></span> <span class="_ _a"></span>przedstawiciel </div><div class="t m0 xd h2 y6bb ff2 fs0 fc1 sc0 ls0 ws0">Grupy UNIMOT prelegentem w trakcie wydarzenia </div><div class="t m0 xd h2 y6bc ff2 fs0 fc1 sc0 ls0 ws0">15. <span class="_ _4"></span>Organizacja <span class="_ _4"></span>szkolenia: <span class="_ _4"></span>Sales<span class="_ _1"></span> <span class="_ _4"></span>Technical <span class="_ _4"></span>Training <span class="_ _4"></span>z </div><div class="t m0 xd h2 y6bd ff1 fs0 fc1 sc0 ls0 ws0">firmą <span class="_ _1"></span>NESTE <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>siedzibie <span class="_ _1"></span>fi<span class="_ _1"></span>rmy <span class="_ _1"></span>dla <span class="_ _6"></span>grupy <span class="_ _1"></span>pracow<span class="_ _1"></span>ników </div><div class="t m0 xd h2 y6be ff1 fs0 fc1 sc0 ls0 ws0">zaangażowanych <span class="_ _7"></span>w <span class="_ _7"></span>tematykę <span class="_ _7"></span>d<span class="_ _1"></span>ekarbonizacji <span class="_ _7"></span>transportu <span class="ff2"> </span></div><div class="t m0 xd h2 y6bf ff2 fs0 fc1 sc0 ls0 ws0">16. <span class="_ _6"></span>DNV <span class="_ _6"></span>Technical <span class="_ _6"></span>Committee <span class="_ _6"></span> <span class="_ _a"></span>- <span class="_ _1"></span>przedstawiciel <span class="_ _6"></span>Gru<span class="_ _1"></span>py </div><div class="t m0 xd h2 y6c0 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _33"> </span>prelegente<span class="_ _1"></span>m <span class="_ _33"> </span>w <span class="_ _28"> </span>trakcie <span class="_ _28"> </span>wydarzenia <span class="_ _20"> </span>- </div><div class="t m0 xd h2 y6c1 ff2 fs0 fc1 sc0 ls0 ws0">dekarbonizacji transportu morskiego </div><div class="t m0 xd h2 y5b0 ff2 fs0 fc1 sc0 ls0 ws0">12.2024 </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">17. <span class="_ _17"> </span>Envicon <span class="_ _19"> </span>Łó<span class="_ _1"></span>dź <span class="_ _17"> </span><span class="ff2">- <span class="_ _17"> </span>dekarbonizacji <span class="_ _17"> </span>miast, <span class="_ _19"> </span>w<span class="_ _1"></span> <span class="_ _17"> </span>tym </span></div><div class="t m0 xd h2 y26a ff2 fs0 fc1 sc0 ls0 ws0">transportu w miastach <span class="_ _1"></span>- przedstawiciel Grupy UNIMOT </div><div class="t m0 xd h2 y264 ff2 fs0 fc1 sc0 ls0 ws0">prelegentem w trakcie wydarzenia. </div></div><div class="c x1 y6c2 w4b hc1"><div class="t m0 xd h2 y575 ff1 fs0 fcb sc0 ls0 ws0">Wzrost <span class="_ _d"> </span>zaangażowania <span class="_ _d"> </span>w<span class="_ _1"></span> <span class="_ _d"> </span>kl<span class="_ _1"></span>astry <span class="_ _d"> </span>energii <span class="_ _19"> </span>oraz <span class="_ _d"> </span>rozwój </div><div class="t m0 xd h2 y6c3 ff2 fs0 fcb sc0 ls0 ws0">energetyki rozproszonej </div></div><div class="c x59 y6c2 w4c hc1"><div class="t m0 xd h2 y545 ff2 fs0 fcb sc0 ls0 ws0">UNIMOT <span class="_ _7"></span><span class="ff1">S.A. <span class="_ _8"></span>jest <span class="_ _8"></span>zaangażowany <span class="_ _8"></span>w <span class="_ _8"></span>rozwój <span class="_ _7"></span>Ż<span class="_ _1"></span>ywieckiego </span></div><div class="t m0 xd h2 y66a ff2 fs0 fcb sc0 ls0 ws0">Klastra  Energii <span class="_ _e"> </span><span class="ff1">–</span>  <span class="ff1">posia<span class="_ _1"></span>da  80% <span class="_ _e"> </span>udziałów  w <span class="_ _e"> </span>Spółce </span></div><div class="t m0 xd h2 y547 ff1 fs0 fcb sc0 ls0 ws0">Operator  Kl<span class="_ _1"></span>astra  Energii,<span class="_ _1"></span>  któ<span class="_ _1"></span>ra  jest <span class="_ _e"> </span>koordynatorem </div><div class="t m0 xd h2 y5b0 ff1 fs0 fcb sc0 ls0 ws0">klastra energii Żywiecka Energia <span class="_ _0"></span>Przyszłości.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">Działania  realizowane <span class="_ _e"> </span>w <span class="_ _e"> </span>Spółce<span class="ff2"> <span class="_ _e"> </span></span>w <span class="_ _e"> </span>2024  r. <span class="_ _e"> </span>zostały </div><div class="t m0 xd h2 y26a ff1 fs0 fcb sc0 ls0 ws0">zaprezentowane <span class="_ _2c"> </span>w <span class="_ _29"> </span>części <span class="_ _1e"> </span>2.1.2.<span class="_ _1"></span> <span class="_ _2c"> </span>niniejszego </div><div class="t m0 xd h2 y264 ff2 fs0 fcb sc0 ls0 ws0">Sprawozdania. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6c4 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y6c5 w3a hc2"><div class="t m0 xd h2 y5a5 ff1 fs0 fc5 sc0 ls0 ws0">ŁAD KORPORACYJNY<span class="ff2"> </span></div><div class="t m0 xd h2 y6c6 ff2 fs0 fcb sc0 ls0 ws0">#KIERUNEK 1 </div><div class="t m0 xd h2 y5a7 ff1 fs0 fc5 sc0 ls0 ws0">Ład korporacyjny jako podstawa funkcjonowania firmy<span class="ff2"> </span></div><div class="t m0 xd h2 y6c7 ff2 fs0 fcb sc0 ls0 ws0"> </div><div class="t m0 xd h2 y6c8 ff2 fs0 fc5 sc0 ls0 ws0">Cele:  </div><div class="t m0 x56 h11 y5a8 ff9 fs0 fcb sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1">Zarządzanie organizacją przy zachowaniu ładu korporacyjnego, cele zarządcze powiązane z ESG<span class="ff2"> </span></span></span></div><div class="t m0 x56 h11 y5a9 ff9 fs0 fcb sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1">Wypełnianie obowiązków informacyjnych, budowanie pozytywnych relacji z akcjonariuszami<span class="ff2"> </span></span></span></div><div class="t m0 x56 h11 y5c8 ff9 fs0 fcb sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1">Szczelny system ochrony danych, wzmocnienie odporności na zagrożenia płynące z cyberprzestrzeni<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x56 h11 y264 ff9 fs0 fcb sc0 ls0 ws0"><span class="ff5"> <span class="_ _2f"> </span><span class="ff1">Przeciwdziałanie korupcji i <span class="_ _0"></span>łapownictwu<span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x9 y664 w43 hb8" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">56<span class="ls0"> </span></div></div><div class="c x1 y6c9 w4d hc3"><div class="t m0 xd h2 y637 ff2 fs0 fc5 sc0 ls0 ws0">KPI na lata <span class="ls1">2024 </span>- <span class="ls1">2028</span> </div></div><div class="c x5a y6c9 w4e hc3"><div class="t m0 xd h2 y6ca ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y638 ff2 fs0 fc5 sc0 ls0 ws0">Status realizacji w 2024 r. </div></div><div class="c x1 y6cb w4d h3b"><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">Liczba przekazanych przypadków niestosowania </div><div class="t m0 xd h2 y269 ff1 fs0 fcb sc0 ls0 ws0">szczegółowych zasad Dobrych Praktyk <span class="_ _0"></span>Spółek </div><div class="t m0 xd h2 y266 ff2 fs0 fcb sc0 ls0 ws0">Notowanych na GPW </div></div><div class="c x5a y6cb w4e h3b"><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">W <span class="_ _24"> </span>2024 <span class="_ _1d"> </span>roku <span class="_ _24"> </span>w <span class="_ _1d"> </span>Grupie <span class="_ _24"> </span>UNIMOT <span class="_ _1d"> </span>nie <span class="_ _24"> </span>wystąpiło </div><div class="t m0 xd h2 y269 ff1 fs0 fcb sc0 ls0 ws0">incydentalne naruszenie<span class="_ _1"></span> zasad <span class="_ _1"></span>Dobrych <span class="_ _1"></span>Praktyk Spółek </div><div class="t m0 xd h2 y266 ff2 fs0 fcb sc0 ls0 ws0">Notowanych na GPW. </div></div><div class="c x1 y6cc w4d hc4"><div class="t m0 xd h2 y6cd ff1 fs0 fcb sc0 ls0 ws0">Uwzględnienie celów ESG w celach zarządczych<span class="ff2"> </span></div></div><div class="c x5a y6cc w4e hc4"><div class="t m0 xd h2 y6ce ff1 fs0 fc1 sc0 ls0 ws0">17  czerwca  2024  r. <span class="_ _9"> </span>uchwałą  Zwyczajnego  Walnego </div><div class="t m0 xd h2 y459 ff1 fs0 fc1 sc0 ls0 ws0">Zgromadzenia <span class="_ _1"></span>została <span class="_ _1"></span>przyjęta <span class="_ _1"></span>zaktualizowana <span class="_ _1"></span>Polityka<span class="_ _1"></span> </div><div class="t m0 xd h2 y6cf ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzeń <span class="_ _e"> </span>Członków <span class="_ _e"> </span>Zarządu <span class="_ _e"> </span>i <span class="_ _e"> </span>Ra<span class="_ _1"></span>dy <span class="_ _e"> </span>Nadzorczej </div><div class="t m0 xd h2 y6d0 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A.  </div><div class="t m0 xd h2 y528 ff1 fs0 fc1 sc0 ls0 ws0">Polityka <span class="_ _6"></span>wynagrodzeń <span class="_ _6"></span>została <span class="_ _a"></span>opracowana <span class="_ _6"></span>oraz <span class="_ _6"></span>będzie<span class="_ _1"></span> </div><div class="t m0 xd h2 y529 ff1 fs0 fc1 sc0 ls0 ws0">aktualizowana z uwzględnieniem następujących celów: <span class="ff2"> </span></div><div class="t m0 x56 h11 y6d1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">wspieranie <span class="_ _17"> </span>re<span class="_ _1"></span>alizacji <span class="_ _17"> </span>strategii <span class="_ _17"> </span>biznesowej <span class="_ _f"> </span>i </span></span></div><div class="t m0 x3a h2 y6d2 ff1 fs0 fc1 sc0 ls0 ws0">długoterminowych interesów UNIMOT S.A.,<span class="ff2"> </span></div><div class="t m0 x56 h11 y6d3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przyczynianie się do stabilności Spółki,<span class="ff2"> </span></span></span></div><div class="t m0 x56 h11 y629 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przeciwdziałanie <span class="_ _14"> </span>powstawaniu <span class="_ _14"> </span>konfliktów </span></span></div><div class="t m0 x3a h2 y669 ff1 fs0 fc1 sc0 ls0 ws0">interesów. <span class="ff2"> </span></div><div class="t m0 xd h2 y55c ff1 fs0 fc1 sc0 ls0 ws0">Spółka, <span class="_ _2a"> </span>za<span class="_ _0"></span>wierając <span class="_ _2a"> </span>stosunek <span class="_ _22"> </span>prawny <span class="_ _2a"> </span>z <span class="_ _2a"> </span>osobami </div><div class="t m0 xd h2 y55d ff1 fs0 fc1 sc0 ls0 ws0">zajmującymi <span class="_ _c"> </span>kluczowe<span class="_ _1"></span> <span class="_ _c"> </span>s<span class="_ _1"></span>tanowiska, <span class="_ _c"> </span>dokłada <span class="_ _9"> </span>należytej<span class="_ _1"></span> </div><div class="t m0 xd h2 y531 ff1 fs0 fc1 sc0 ls0 ws0">staranności,  aby <span class="_ _9"> </span>wyn<span class="_ _1"></span>agrodzenia  z <span class="_ _9"> </span>tytułu  pełnionych </div><div class="t m0 xd h2 y55e ff1 fs0 fc1 sc0 ls0 ws0">funkcji odzwierciedlały wyniki finansowe i <span class="ff2">niefinansowe </span></div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">(wyniki <span class="_ _e"> </span>w <span class="_ _d"> </span>zakresie <span class="_ _d"> </span>realizacji <span class="_ _e"> </span>zobowiązań <span class="_ _d"> </span>i <span class="_ _e"> </span>celów <span class="_ _d"> </span>z </div><div class="t m0 xd h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">zakresu <span class="_ _2a"> </span>zrównoważonego <span class="_ _21"> </span>rozwoju) <span class="_ _2a"> </span>osiągnięte <span class="_ _21"> </span>w </div><div class="t m0 xd h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">dłuższym okresie, co najmniej jednorocznym.<span class="ff2"> </span></div></div><div class="c x1 y4e7 w4d hc5"><div class="t m0 xd h2 y6d4 ff1 fs0 fcb sc0 ls0 ws0">Różnorodność i niezależność w Zarządzie i Radzie </div><div class="t m0 xd h2 y6d5 ff2 fs0 fcb sc0 ls0 ws0">Nadzorczej </div></div><div class="c x5a y4e7 w4e hc5"><div class="t m0 xd h2 y55c ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y590 ff1 fs0 fc1 sc0 ls0 ws0">Na  dzień <span class="_ _e"> </span>31 <span class="_ _e"> </span>grudnia <span class="_ _e"> </span>2024 <span class="_ _e"> </span>r.  odse<span class="_ _1"></span>tek  nie<span class="_ _1"></span>zależnych </div><div class="t m0 xd h2 y531 ff1 fs0 fc1 sc0 ls0 ws0">członków <span class="_ _1"></span>Rady <span class="_ _1"></span>Nadzorczej <span class="_ _1"></span><span class="ff2">UNIMOT <span class="_ _1"></span>S.A. <span class="_ _1"></span></span>w<span class="_ _1"></span>ynosił 43%, </div><div class="t m0 xd h2 y55e ff1 fs0 fc1 sc0 ls0 ws0">Przewodniczący <span class="_ _5"> </span>organu <span class="_ _5"> </span>nadzo<span class="_ _1"></span>rującego <span class="_ _5"> </span>nie <span class="_ _5"> </span>należał <span class="_ _b"> </span>do </div><div class="t m0 xd h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">kadry zarządzającej.<span class="ff2"> </span></div><div class="t m0 xd h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">Kobiety stanowiły 28,57% członków Rady Nadzorczej.<span class="ff2"> </span></div><div class="t m0 xd h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">Kobiety stanowiły 20% członków Zarząd<span class="_ _0"></span>u.<span class="_ _1"></span><span class="ff2 fcb"> </span></div></div><div class="c x1 y6d6 w4d hc6"><div class="t m0 xd h2 y5b1 ff1 fs0 fcb sc0 ls0 ws0">Liczba przypadków zgłoszenia naruszeń zgodnie z<span class="_ _0"></span> </div><div class="t m0 xd h2 y571 ff2 fs0 fcb sc0 ls0 ws0">systemem Whistle Blower Procedure  </div></div><div class="c x5a y6d6 w4e hc6"><div class="t m0 xd h2 y531 ff1 fs0 fcb sc0 ls0 ws0">W <span class="_ _7"></span>2024 <span class="_ _8"></span>roku <span class="_ _8"></span>odnotowano <span class="_ _8"></span>jedno <span class="_ _7"></span>anonimowe<span class="_ _1"></span> <span class="_ _7"></span>zgłoszenie. </div><div class="t m0 xd h2 y532 ff1 fs0 fcb sc0 ls0 ws0">Zgłoszenie <span class="_ _42"> </span>zostało <span class="_ _42"> </span>zweryfikowane <span class="_ _42"> </span>zgodnie <span class="_ _42"> </span>z </div><div class="t m0 xd h2 y268 ff2 fs0 fcb sc0 ls0 ws0">mechanizmem <span class="_ _9"> </span>zawartym <span class="_ _9"> </span>w <span class="_ _9"> </span>Procedurze  dokonywania<span class="_ _0"></span> </div><div class="t m0 xd h2 y269 ff1 fs0 fcb sc0 ls0 ws0">zgłoszeń <span class="_ _f"> </span>naruszeń <span class="_ _f"> </span>prawa <span class="_ _f"> </span>i <span class="_ _17"> </span>podejmowania <span class="_ _f"> </span>działań </div><div class="t m0 xd h2 y266 ff1 fs0 fcb sc0 ls0 ws0">następczych.<span class="ff2"> </span></div></div><div class="c x1 y6d7 w4d hc7"><div class="t m0 xd h2 y6d8 ff2 fs0 fcb sc0 ls0 ws0">Raportowanie danych finansowych oraz </div><div class="t m0 xd h2 y6d9 ff1 fs0 fcb sc0 ls0 ws0">zrównoważonego rozwoju w sposób transparentny i </div><div class="t m0 xd h2 y6da ff1 fs0 fcb sc0 ls0 ws0">umożliwiający wiarygodną ocenę działań<span class="ff2"> </span></div></div><div class="c x5a y6d7 w4e hc7"><div class="t m0 xd h2 y547 ff1 fs0 fcb sc0 ls0 ws0">W 2024 roku zostały wydane:<span class="ff2"> </span></div><div class="t m0 xd h2 y532 ff1 fs0 fcb sc0 ls0 ws0">Sprawozdanie Zarządu GK UNIMOT<span class="ff2">  </span></div><div class="t m0 xd h2 y515 ff2 fs0 fcb sc0 ls0 ws0">Jednostkowe sprawozdanie finansowe Unimot S.A. </div><div class="t m0 xd h2 y269 ff2 fs0 fcb sc0 ls0 ws0">Skonsolidowane sprawozdanie finansowe GK UNIMOT </div><div class="t m0 xd h2 y266 ff2 fs0 fcb sc0 ls0 ws0"> </div></div><div class="c x1 y43 w4d h39"><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">Brak kar administracyjnych przez Komisję Nadz<span class="_ _0"></span>oru </div><div class="t m0 xd h2 y26a ff1 fs0 fcb sc0 ls0 ws0">Finansowego na UNIMOT z tytułu nieprawidłowego </div><div class="t m0 xd h2 y266 ff1 fs0 fcb sc0 ls0 ws0">wypełniania obowiązków informacyjnych<span class="ff2"> </span></div></div><div class="c x5a y43 w4e h39"><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">W <span class="_ _a"></span>2024 <span class="_ _4"></span>roku <span class="_ _a"></span>na <span class="_ _a"></span>Grupę <span class="_ _4"></span>UNIMOT <span class="_ _a"></span>nie<span class="_ _1"></span> <span class="_ _a"></span>została <span class="_ _4"></span>nałożona </div><div class="t m0 xd h2 y26a ff1 fs0 fcb sc0 ls0 ws0">kara <span class="_ _34"> </span>administracyjna <span class="_ _34"> </span>z <span class="_ _34"> </span>tytułu <span class="_ _34"> </span>nieprawidłowego </div><div class="t m0 xd h2 y264 ff1 fs0 fcb sc0 ls0 ws0">wypełniania obowiązków informacyjnych.<span class="ff2"> </span></div></div><div class="c x1 y6db w4d hb4"><div class="t m0 xd h2 y5fb ff2 fs0 fcb sc0 ls0 ws0">Udzielanie odpowiedzi na pytania </div><div class="t m0 xd h2 y26a ff1 fs0 fcb sc0 ls0 ws0">inwestorów/akcjonariuszy dotyczące Grupy UN<span class="_ _0"></span>IMOT nie </div><div class="t m0 xd h2 y266 ff1 fs0 fcb sc0 ls0 ws0">później niż w terminie 3 dni<span class="ff2"> </span></div></div><div class="c x5a y6db w4e hb4"><div class="t m0 xd h2 y6dc ff2 fs0 fcb sc0 ls0 ws0">Odpowiedzi <span class="_ _20"> </span>na <span class="_ _23"> </span>pytania <span class="_ _23"> </span><span class="ff1">inwestorów/akcjonariuszy  </span></div><div class="t m0 xd h2 y6dd ff1 fs0 fcb sc0 ls0 ws0">udzielane były w terminie do 3 dni.<span class="ff2"> </span></div></div><div class="c x1 y6de w4d hc7"><div class="t m0 xd h2 y6df ff1 fs0 fcb sc0 ls0 ws0">Liczba incydentów bezpieczeństwa<span class="ff2"> </span></div></div><div class="c x5a y6de w4e hc7"><div class="t m0 xd h2 y6e0 ff1 fs0 fcb sc0 ls0 ws0">We <span class="_ _1d"> </span>wszystkich <span class="_ _1f"> </span>Spółkach <span class="_ _1d"> </span>Grupy <span class="_ _1f"> </span>UNIMOT <span class="_ _1d"> </span>została<span class="_ _1"></span> </div><div class="t m0 xd h2 y6e1 ff1 fs0 fcb sc0 ls0 ws0">przyjęta <span class="_ _2a"> </span>ora<span class="_ _1"></span>z <span class="_ _2a"> </span>w<span class="_ _1"></span>drożona <span class="_ _21"> </span>Polityka <span class="_ _21"> </span>Bezpieczeństwa </div><div class="t m0 xd h2 y6a3 ff2 fs0 fcb sc0 ls0 ws0">Danych Osobowych.  </div><div class="t m0 xd h2 y61e ff1 fs0 fcb sc0 ls0 ws0">W <span class="_ _17"> </span>2024 <span class="_ _19"> </span>ro<span class="_ _1"></span>ku <span class="_ _19"> </span>w<span class="_ _1"></span> <span class="_ _19"> </span>ramach <span class="_ _17"> </span>poprawy <span class="_ _17"> </span>bezpieczeństwa </div><div class="t m0 xd h2 y266 ff2 fs0 fcb sc0 ls0 ws0">wprowadzono: </div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi x9 y561 w43 hc8" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">57<span class="ls0"> </span></div></div><div class="c x5a y6e2 w4e hc9"><div class="t m0 x56 h11 y6e3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fcb">odpowiednie <span class="_ _e"> </span>klauzule  w <span class="_ _e"> </span>umo<span class="_ _1"></span>wach  o<span class="_ _1"></span>raz  na </span></span></div><div class="t m0 x3a h2 y6e4 ff1 fs0 fcb sc0 ls0 ws0">stronach www Spółek, <span class="ff2"> </span></div><div class="t m0 x56 h11 y6ce ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fcb">modyfikacje zabezpieczeń technicznych, <span class="ff2"> </span></span></span></div><div class="t m0 x56 h11 y459 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fcb">modyfikacje procesów przetwarzania, <span class="ff2"> </span></span></span></div><div class="t m0 x56 h11 y6e5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fcb">analizę <span class="_ _3d"> </span>n<span class="_ _1"></span>aruszeń <span class="_ _3c"> </span>oraz <span class="_ _3c"> </span>inc<span class="_ _1"></span>ydentów </span></span></div><div class="t m0 x3a h2 y6e6 ff1 fs0 fcb sc0 ls0 ws0">bezpieczeństwa. <span class="ff2"> </span></div><div class="t m0 xd h2 y6e7 ff1 fs0 fcb sc0 ls0 ws0">W <span class="_ _24"> </span>roku <span class="_ _1d"> </span>2024 <span class="_ _24"> </span>zostały <span class="_ _1d"> </span>zgłoszone <span class="_ _1d"> </span>trzy <span class="_ _24"> </span>naruszenia </div><div class="t m0 xd h2 y529 ff1 fs0 fcb sc0 ls0 ws0">prywatności <span class="_ _c"> </span>przetwarzanych, <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>ramach <span class="_ _c"> </span>danej <span class="_ _9"> </span>Spółki </div><div class="t m0 xd h2 y6e8 ff1 fs0 fcb sc0 ls0 ws0">należącej <span class="_ _f"> </span>do <span class="_ _f"> </span>Grupy <span class="_ _f"> </span>Kapitałowe<span class="_ _1"></span>j <span class="_ _f"> </span>UNIMOT, <span class="_ _f"> </span>danych </div><div class="t m0 xd h2 y52b ff1 fs0 fcb sc0 ls0 ws0">osobowych. <span class="_ _2e"> </span>Dwa <span class="_ _2e"> </span>z <span class="_ _14"> </span>nich <span class="_ _2e"> </span>dotyczyły <span class="_ _2e"> </span>zarówno<span class="_ _1"></span> </div><div class="t m0 xd h2 y6e9 ff1 fs0 fcb sc0 ls0 ws0">kontrahentów <span class="_ _19"> </span>jak <span class="_ _d"> </span>i <span class="_ _d"> </span>pr<span class="_ _1"></span>acowników, <span class="_ _d"> </span>a <span class="_ _19"> </span>jedno <span class="_ _19"> </span>samych </div><div class="t m0 xd h2 y6ea ff1 fs0 fcb sc0 ls0 ws0">kontrahentów. <span class="ff2"> </span></div><div class="t m0 xd h2 y6eb ff1 fs0 fcb sc0 ls0 ws0">W <span class="_ _c"> </span>żadnym <span class="_ _c"> </span>z <span class="_ _c"> </span>tr<span class="_ _1"></span>zech <span class="_ _c"> </span>incydentów <span class="_ _c"> </span>Grupa <span class="_ _c"> </span>nie <span class="_ _9"> </span>miała <span class="_ _c"> </span>do </div><div class="t m0 xd h2 y62b ff2 fs0 fcb sc0 ls0 ws0">czynienia <span class="_ _f"> </span>z <span class="_ _f"> </span>wysokim <span class="_ _f"> </span>ryzykiem <span class="_ _10"> </span>naruszenia <span class="_ _f"> </span>praw <span class="_ _f"> </span>i </div><div class="t m0 xd h2 y6ec ff1 fs0 fcb sc0 ls0 ws0">wolności <span class="_ _2a"> </span>osób <span class="_ _22"> </span>których <span class="_ _2a"> </span>dane <span class="_ _2a"> </span>zostały <span class="_ _22"> </span>naruszone. </div><div class="t m0 xd h2 y62d ff1 fs0 fcb sc0 ls0 ws0">Wszystkie  zostały  obsłużone  zgodnie  z  proce<span class="_ _1"></span>durami </div><div class="t m0 xd h2 y6ed ff1 fs0 fcb sc0 ls0 ws0">obowiązującymi <span class="_ _1"></span>w <span class="_ _6"></span>danej <span class="_ _1"></span>S<span class="_ _1"></span>półce, <span class="_ _1"></span>oraz <span class="_ _1"></span>zos<span class="_ _1"></span>tały <span class="_ _1"></span>poddane<span class="_ _1"></span> </div><div class="t m0 xd h2 y6ee ff1 fs0 fcb sc0 ls0 ws0">ocenie według<span class="ff2"> </span>przyjętej w danej Spółce metodyki.<span class="ff2"> </span></div><div class="t m0 xd h2 y26a ff1 fs0 fcb sc0 ls0 ws0">W <span class="_ _5"> </span>2024 <span class="_ _5"> </span>roku <span class="_ _b"> </span>nie <span class="_ _5"> </span>odnotowano <span class="_ _5"> </span>rów<span class="_ _1"></span>nież <span class="_ _5"> </span>incydentów <span class="_ _5"> </span>w </div><div class="t m0 xd h2 y264 ff1 fs0 fcb sc0 ls0 ws0">obszarze cyberbezpieczeństwa.<span class="ff2"> </span></div></div><div class="c x1 y6ef w4d ha9"><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">Udział procentowy pracowników <span class="ff2">przeszkolonych w </span></div><div class="t m0 xd h2 y269 ff1 fs0 fcb sc0 ls0 ws0">ramach zagadnienia korupcji i łapownictwa<span class="ff2"> </span></div></div><div class="c x5a y6ef w4e ha9"><div class="t m0 xd h2 y532 ff1 fs0 fcb sc0 ls0 ws0">W <span class="_ _23"> </span>2024 <span class="_ _34"> </span>roku <span class="_ _23"> </span>Program <span class="_ _23"> </span>Antykorupcyjny <span class="_ _34"> </span>został </div><div class="t m0 xd h2 y268 ff2 fs0 fcb sc0 ls0 ws0">przekazany <span class="_ _9"> </span>wszystkim  pracownikom <span class="_ _9"> </span>Grupy  UNIMOT. </div><div class="t m0 xd h2 y269 ff1 fs0 fcb sc0 ls0 ws0">Nie <span class="_ _17"> </span>organizowano <span class="_ _17"> </span>dodatkowych <span class="_ _17"> </span>szkoleń <span class="_ _17"> </span>z <span class="_ _17"> </span>zakresu </div><div class="t m0 xd h2 y266 ff1 fs0 fcb sc0 ls0 ws0">korupcji i łapownictwa.<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y6f0 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y32d w3a hca"><div class="t m0 xd h2 y590 ff1 fs0 fc5 sc0 ls0 ws0">ŁAD KORPORACYJNY<span class="ff2"> </span></div><div class="t m0 xd h2 y531 ff2 fs0 fcb sc0 ls0 ws0">#KIERUNEK 2 </div><div class="t m0 xd h2 y532 ff1 fs0 fc5 sc0 ls0 ws0">Zarządzanie ryzykiem i system kontroli wewnętrznej<span class="ff2"> </span></div><div class="t m0 xd h2 y268 ff2 fs0 fcb sc0 ls0 ws0"> </div><div class="t m0 xd h2 y269 ff2 fs0 fc5 sc0 ls0 ws0">Cel: <span class="ff1 fcb">Działalność zgodna z modelem biznesowym w oparciu o p<span class="_ _0"></span>rzyjęte polityki, określające ryzyka i systemy </span></div><div class="t m0 xd h2 y266 ff1 fs0 fcb sc0 ls0 ws0">zapobiegania ich wystąpieniu<span class="ff2"> </span></div></div><div class="c x1 y6f1 w4f hcb"><div class="t m0 xd h2 y6f2 ff2 fs0 fc5 sc0 ls0 ws0">KPI na lata 2024 - <span class="ls1">2028</span><span class="fcb"> </span></div></div><div class="c x5b y6f1 w50 hcb"><div class="t m0 xd h2 y6f3 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y51c ff2 fs0 fc5 sc0 ls0 ws0">Status realizacji w 2024 r.<span class="fcb"> </span></div></div><div class="c x1 y6f4 w4f hcc"><div class="t m0 xd h2 y6f5 ff1 fs0 fcb sc0 ls0 ws0">Liczba przeprowadzonych audytów i <span class="_ _0"></span>kontroli </div><div class="t m0 xd h2 y6f6 ff1 fs0 fcb sc0 ls0 ws0">wewnętrznych <span class="ff2"> </span></div></div><div class="c x5b y6f4 w50 hcc"><div class="t m0 xd h2 y667 ff2 fs0 fcb sc0 ls0 ws0">W <span class="_ _20"> </span>2024 <span class="_ _20"> </span>roku <span class="_ _20"> </span>przeprowadzono <span class="_ _20"> </span>cztery <span class="_ _20"> </span>audyty </div><div class="t m0 xd h2 y668 ff1 fs0 fcb sc0 ls0 ws0">wewnętrzne:<span class="ff2"> </span></div><div class="t m0 xd h2 y55a ff2 fs0 fcb sc0 ls0 ws0">1. <span class="_ _a"></span><span class="ff1">Eksport <span class="_ _a"></span>ON <span class="_ _a"></span>na <span class="_ _a"></span>Ukrainę <span class="_ _a"></span></span>- <span class="_ _a"></span>z<span class="_ _1"></span>astosowanie <span class="_ _a"></span>stawki <span class="_ _a"></span>0% </div><div class="t m0 xd h2 y592 ff2 fs0 fcb sc0 ls0 ws0">VAT, </div><div class="t m0 xd h2 y55c ff2 fs0 fcb sc0 ls0 ws0">2. <span class="_ _17"> </span><span class="ff1">Transakcje <span class="_ _17"> </span>z <span class="_ _17"> </span>podmiotami <span class="_ _17"> </span>powiązanymi <span class="_ _17"> </span></span>-&quot;Ceny </div><div class="t m0 xd h2 y590 ff2 fs0 fcb sc0 ls0 ws0">transferowe&quot;, </div><div class="t m0 xd h2 y531 ff2 fs0 fcb sc0 ls0 ws0">3. <span class="_ _29"> </span>Ocena <span class="_ _3a"> </span>funkcjonowania <span class="_ _42"> </span>syste<span class="_ _1"></span>mu <span class="_ _29"> </span>kontroli </div><div class="t m0 xd h2 y532 ff1 fs0 fcb sc0 ls0 ws0">wewnętrznej<span class="ff2">, </span></div><div class="t m0 xd h2 y268 ff2 fs0 fcb sc0 ls0 ws0">4. <span class="_ _17"> </span><span class="ff1">Czynności <span class="_ _f"> </span>doradcze <span class="_ _17"> </span>przy <span class="_ _f"> </span>wdrożeniu <span class="_ _17"> </span>wymagań </span></div><div class="t m0 xd h2 y269 ff2 fs0 fcb sc0 ls0 ws0">normy <span class="_ _a"></span>ISO/IEC <span class="_ _a"></span>27001, <span class="_ _a"></span>Ustawy <span class="_ _a"></span>o<span class="_ _1"></span> <span class="_ _a"></span>krajowym <span class="_ _a"></span>systemie </div><div class="t m0 xd h2 y266 ff1 fs0 fcb sc0 ls0 ws0">cyberbezpieczeństwa, dyrektywy NIS2 oraz RODO.<span class="ff2"> </span></div></div><div class="c x1 yca w4f hb9"><div class="t m0 xd h2 y6f7 ff1 fs0 fcb sc0 ls0 ws0">Udział procentowy pracowników i kontrahentów </div><div class="t m0 xd h2 y64d ff1 fs0 fcb sc0 ls0 ws0">zaznajomionych z obowiązującymi w UN<span class="_ _0"></span>IMOT zasadami </div><div class="t m0 xd h2 y54e ff1 fs0 fcb sc0 ls0 ws0">dot. przeciwdziałania nieprawidłowościom, w tym korupcji </div><div class="t m0 xd h2 y583 ff1 fs0 fcb sc0 ls0 ws0">i konfliktowi interesów<span class="ff2"> </span></div></div><div class="c x5b yca w50 hb9"><div class="t m0 xd h2 y6f8 ff1 fs0 fcb sc0 ls0 ws0">W <span class="_ _1"></span>2024 <span class="_ _1"></span>roku <span class="_ _1"></span>dla <span class="_ _1"></span>kontrahentów <span class="_ _1"></span>spółek <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>S.A. <span class="_ _1"></span>i </div><div class="t m0 xd h2 y6f9 ff2 fs0 fcb sc0 ls0 ws0">UNIMOT <span class="_ _39"> </span>Paliwa <span class="_ _38"> </span>zarejes<span class="_ _1"></span>trowanych <span class="_ _39"> </span>do <span class="_ _38"> </span>portalu </div><div class="t m0 xd h2 y6fa ff1 fs0 fcb sc0 ls0 ws0">eZamówień <span class="_ _39"> </span>i <span class="_ _34"> </span>eFaktur<span class="ff2">, <span class="_ _39"> </span></span>dodano <span class="_ _34"> </span>informację <span class="_ _39"> </span>o </div><div class="t m0 xd h2 y64c ff1 fs0 fcb sc0 ls0 ws0">konieczności <span class="_ _7"></span>zapoznania <span class="_ _7"></span>się <span class="_ _8"></span>z <span class="_ _7"></span>K<span class="_ _1"></span>odeksem <span class="_ _8"></span>dla <span class="_ _7"></span>Partnerów </div><div class="t m0 xd h2 y6f7 ff2 fs0 fcb sc0 ls0 ws0">Biznesowych <span class="_ _4"></span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _5"> </span><span class="ff1">wraz <span class="_ _4"></span>z <span class="_ _4"></span>odnośnikiem <span class="_ _4"></span>do </span></div><div class="t m0 xd h2 y64d ff1 fs0 fcb sc0 ls0 ws0">Dokumentu. <span class="_ _a"></span>Każdy <span class="_ _a"></span>z <span class="_ _a"></span>kontrahentów <span class="_ _a"></span>jes<span class="_ _1"></span>t <span class="_ _a"></span>zobowiązany </div><div class="t m0 xd h2 y54e ff1 fs0 fcb sc0 ls0 ws0">do  potwierdzenia <span class="_ _e"> </span>zapoznania  się <span class="_ _e"> </span>z  Kodeksem  pod </div><div class="t m0 xd h2 y583 ff1 fs0 fcb sc0 ls0 ws0">rygorem <span class="_ _24"> </span>braku <span class="_ _1d"> </span>możliwości <span class="_ _1d"> </span>pobrania <span class="_ _24"> </span>faktury <span class="_ _1d"> </span>lub </div><div class="t m0 xd h2 y5c7 ff1 fs0 fcb sc0 ls0 ws0">zamówienia z <span class="_ _1"></span>systemu. <span class="_ _1"></span>52,18% wszystkich <span class="_ _1"></span>krajowych </div><div class="t m0 xd h2 y5a9 ff1 fs0 fcb sc0 ls0 ws0">partnerów <span class="_ _c"> </span>biznesowych <span class="_ _c"> </span>spół<span class="_ _1"></span>ki <span class="_ _b"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _c"> </span>Paliwa<span class="ff2"> <span class="_ _9"> </span>oraz </span></div><div class="t m0 xd h2 y26a ff1 fs0 fcb sc0 ls0 ws0">5,24% <span class="_ _9"> </span>UNIMOT <span class="_ _c"> </span>S.A.<span class="_ _1"></span> <span class="_ _9"> </span>potwierdziło <span class="_ _9"> </span>zapoznanie <span class="_ _9"> </span>się <span class="_ _9"> </span>z </div><div class="t m0 xd h2 y264 ff2 fs0 fcb sc0 ls0 ws0">Kodeksem. </div></div></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi x9 y64e w43 hb0" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">58<span class="ls0"> </span></div></div><div class="c x5b y6fb w50 hcd"><div class="t m0 xd h2 y6fc ff1 fs0 fcb sc0 ls0 ws0">Do umów zawieranych z dostawcami zagranicznymi w </div><div class="t m0 xd h2 y6fd ff1 fs0 fcb sc0 ls0 ws0">ramach <span class="_ _2f"> </span>procedury<span class="_ _1"></span> <span class="_ _2f"> </span>weryfikacji <span class="_ _37"> </span>kontrahentów </div><div class="t m0 xd h2 y6fe ff2 fs0 fcb sc0 ls0 ws0">zmieniono <span class="_ _f"> </span>zap<span class="_ _0"></span>isy <span class="_ _17"> </span>Formu<span class="_ _1"></span>larza <span class="_ _f"> </span>RFI. <span class="_ _17"> </span>W <span class="_ _f"> </span>Formularzu </div><div class="t m0 xd h2 y6ff ff1 fs0 fcb sc0 ls0 ws0">dodano deklarację o <span class="_ _1"></span>zapoznaniu się z o<span class="_ _1"></span>bowiązującymi </div><div class="t m0 xd h2 y700 ff2 fs0 fcb sc0 ls0 ws0">w <span class="_ _20"> </span>Grupie <span class="_ _20"> </span>UNIMOT <span class="_ _20"> </span>wymogami <span class="_ _20"> </span>i <span class="_ _20"> </span>stan<span class="_ _1"></span>dardami </div><div class="t m0 xd h2 y701 ff1 fs0 fcb sc0 ls0 ws0">wyznaczonymi <span class="_ _33"> </span>przez <span class="_ _28"> </span>Kodeks <span class="_ _28"> </span>Postępowania <span class="_ _28"> </span>dla </div><div class="t m0 xd h2 y702 ff1 fs0 fcb sc0 ls0 ws0">Partnerów <span class="_ _b"> </span>Bizneso<span class="_ _1"></span>wych <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>UNIMOT. <span class="_ _c"> </span>Formularze </div><div class="t m0 xd h2 y703 ff1 fs0 fcb sc0 ls0 ws0">są pozyskiwane (wraz z dodatkową dokumentacją) od </div><div class="t m0 xd h2 y68a ff1 fs0 fcb sc0 ls0 ws0">kontrahentów <span class="_ _6"></span>spoza <span class="_ _6"></span>Polski, <span class="_ _6"></span>z <span class="_ _6"></span>którymi <span class="_ _1"></span>Grup<span class="_ _1"></span>a <span class="_ _1"></span>UNIMOT </div><div class="t m0 xd h2 y704 ff1 fs0 fcb sc0 ls0 ws0">nawiązuje <span class="_ _f"> </span>współpracę, <span class="_ _f"> </span>z <span class="_ _10"> </span>wykluczeniem <span class="_ _f"> </span>transakcji </div><div class="t m0 xd h2 y68c ff1 fs0 fcb sc0 ls0 ws0">zawartych  w <span class="_ _e"> </span>katalogu <span class="_ _e"> </span>„zakup  na <span class="_ _e"> </span>potrzeby  wł<span class="_ _1"></span>asne </div><div class="t m0 xd h2 y627 ff2 fs0 fcb sc0 ls0 ws0">UNIMOT<span class="ff1">”. <span class="_ _28"> </span>Każdy <span class="_ _20"> </span>nowy <span class="_ _20"> </span>ko<span class="_ _1"></span>ntrahent <span class="_ _28"> </span>speł<span class="_ _1"></span>niający<span class="_ _0"></span> </span></div><div class="t m0 xd h2 y628 ff1 fs0 fcb sc0 ls0 ws0">powyższe <span class="_ _8"></span>warunki d<span class="_ _8"></span>o<span class="_ _1"></span>starcza <span class="_ _8"></span>fo<span class="_ _1"></span>rmularz, <span class="_ _8"></span>a w <span class="_ _8"></span>przypadku </div><div class="t m0 xd h2 y705 ff1 fs0 fcb sc0 ls0 ws0">kontrahentów <span class="_ _1"></span>z <span class="_ _6"></span>którymi <span class="_ _1"></span>Grupa <span class="_ _1"></span>w<span class="_ _1"></span>spółpracowała <span class="_ _1"></span>przed </div><div class="t m0 xd h2 y62a ff1 fs0 fcb sc0 ls0 ws0">1. <span class="_ _8"></span>sierpnia <span class="_ _0"></span>2024 <span class="_ _8"></span>r. <span class="_ _0"></span>są <span class="_ _0"></span>one <span class="_ _8"></span>s<span class="_ _1"></span>ystematycznie <span class="_ _8"></span>pobierane. <span class="_ _8"></span>Z </div><div class="t m0 xd h2 y706 ff1 fs0 fcb sc0 ls0 ws0">formularza <span class="_ _2a"> </span>korzystają<span class="_ _1"></span> <span class="_ _2a"> </span>zagr<span class="_ _1"></span>aniczni <span class="_ _2a"> </span>dos<span class="_ _1"></span>tawcy <span class="_ _2a"> </span>dla </div><div class="t m0 xd h2 y62c ff1 fs0 fcb sc0 ls0 ws0">Spółek: <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>S.A., <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>Paliwa <span class="_ _6"></span>oraz <span class="_ _a"></span>UNIMOT<span class="_ _1"></span> </div><div class="t m0 xd h2 y62d ff2 fs0 fcb sc0 ls0 ws0">Commodities.  </div><div class="t m0 xd h2 y532 ff2 fs0 fcb sc0 ls0 ws0">W <span class="_ _6"></span>2024 <span class="_ _1"></span>ro<span class="_ _1"></span>ku <span class="_ _1"></span>nie<span class="_ _1"></span> <span class="_ _1"></span>zagregowano <span class="_ _6"></span>danych <span class="_ _6"></span>proce<span class="_ _1"></span>ntowych </div><div class="t m0 xd h2 y515 ff1 fs0 fcb sc0 ls0 ws0">dotyczących <span class="_ _2d"> </span>pracowników <span class="_ _2d"> </span>zapoznanych <span class="_ _2d"> </span>z<span class="_ _1"></span> </div><div class="t m0 xd h2 y269 ff1 fs0 fcb sc0 ls0 ws0">dokumentami <span class="_ _43"> </span>regulującymi <span class="_ _43"> </span>zasady <span class="_ _44"> </span>dot. </div><div class="t m0 xd h2 y266 ff1 fs0 fcb sc0 ls0 ws0">przeciwdziałania nieprawidłowościom.<span class="ff2"> </span></div></div><div class="c x1 y707 w4f hce"><div class="t m0 xd h2 y708 ff1 fs0 fcb sc0 ls0 ws0">Zapewnienie funkcjonowania systemu kanałów zg<span class="_ _0"></span>łaszania </div><div class="t m0 xd h2 y709 ff1 fs0 fcb sc0 ls0 ws0">nieprawidłowości wraz z systemem ochrony sygnalistów<span class="ff2"> </span></div></div><div class="c x5b y707 w50 hce"><div class="t m0 xd h2 y55a ff2 fs0 fcb sc0 ls0 ws0">W <span class="_ _24"> </span>Grupie <span class="_ _1d"> </span>UNIMOT <span class="_ _1d"> </span>stosowana <span class="_ _24"> </span>jest <span class="_ _1d"> </span> <span class="_ _24"> </span>Proc<span class="_ _1"></span>edura </div><div class="t m0 xd h2 y55b ff1 fs0 fcb sc0 ls0 ws0">dokonywania <span class="_ _45"> </span>zgłoszeń <span class="_ _45"> </span>narusze<span class="_ _1"></span>ń <span class="_ _37"> </span>prawa <span class="_ _2b"> </span>i </div><div class="t m0 xd h2 y55c ff1 fs0 fcb sc0 ls0 ws0">podejmowania <span class="_ _34"> </span>działań <span class="_ _34"> </span>następczych. <span class="_ _34"> </span>Na <span class="_ _34"> </span>mocy </div><div class="t m0 xd h2 y55d ff1 fs0 fcb sc0 ls0 ws0">dokumentu <span class="_ _33"> </span>udostępnione <span class="_ _33"> </span>są <span class="_ _33"> </span>kanały <span class="_ _33"> </span>zgłaszania </div><div class="t m0 xd h2 y531 ff1 fs0 fcb sc0 ls0 ws0">naruszeń <span class="_ _17"> </span>oraz <span class="_ _19"> </span>usystematyzowany <span class="_ _19"> </span>system <span class="_ _17"> </span>ochrony </div><div class="t m0 xd h2 y55e ff1 fs0 fcb sc0 ls0 ws0">sygnalistów. <span class="_ _4"></span>W <span class="_ _4"></span>2024 <span class="_ _a"></span>ro<span class="_ _1"></span>ku <span class="_ _a"></span>zaktualizowano <span class="_ _4"></span>Proc<span class="_ _1"></span>edurę </div><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">oraz <span class="_ _7"></span>uruchomiono <span class="_ _7"></span>możliwość<span class="_ _1"></span> <span class="_ _7"></span>dokonywania <span class="_ _7"></span>zgłoszeń <span class="_ _7"></span>za </div><div class="t m0 xd h2 y26a ff1 fs0 fcb sc0 ls0 ws0">pomocą <span class="_ _20"> </span>fo<span class="_ _1"></span>rmularza <span class="_ _20"> </span>umie<span class="_ _1"></span>szczonego <span class="_ _23"> </span>na <span class="_ _20"> </span>stronie<span class="_ _1"></span> </div><div class="t m0 xd h2 y264 ff2 fs0 fcb sc0 ls0 ws0">internetowej. </div></div><div class="c x1 y70a w4f hcf"><div class="t m0 xd h2 y4c0 ff1 fs0 fcb sc0 ls0 ws0">Zapewnienie niezależności funkcji pod<span class="_ _0"></span>ejmowania ryzyka </div><div class="t m0 xd h2 y70b ff2 fs0 fcb sc0 ls0 ws0">od jego kontroli i monitoringu </div></div><div class="c x5b y70a w50 hcf"><div class="t m0 xd h2 y70c ff1 fs0 fcb sc0 ls0 ws0">23 <span class="_ _21"> </span>października <span class="_ _33"> </span>2024 <span class="_ _33"> </span>rok<span class="_ _1"></span>u <span class="_ _21"> </span>przyjęto <span class="_ _33"> </span>Standard </div><div class="t m0 xd h2 y70d ff2 fs0 fcb sc0 ls0 ws0">Organizacyjny <span class="_ _8"></span>GK<span class="_ _1"></span> UNIMOT <span class="_ _8"></span><span class="ff1">nu<span class="_ _1"></span>mer 15 /2024 <span class="_ _8"></span>dotyczący </span></div><div class="t m0 xd h2 y70e ff1 fs0 fcb sc0 ls0 ws0">zarządzania ryzykiem w GK U<span class="_ _1"></span><span class="ff2">NIMOT</span>. Treść<span class="_ _1"></span> standardu </div><div class="t m0 xd h2 y70f ff1 fs0 fcb sc0 ls0 ws0">została <span class="_ _6"></span>zawarta<span class="_ _1"></span> <span class="_ _6"></span>w <span class="_ _a"></span>załączniku <span class="_ _a"></span>nr <span class="_ _a"></span>1 <span class="_ _a"></span>, <span class="_ _a"></span> <span class="_ _a"></span>gdzie <span class="_ _6"></span>okreś<span class="_ _1"></span>lono </div><div class="t m0 xd h2 y710 ff1 fs0 fcb sc0 ls0 ws0">podstawowe <span class="_ _34"> </span>definicje, <span class="_ _23"> </span>zobowiązano <span class="_ _34"> </span>spółki <span class="_ _34"> </span>do </div><div class="t m0 xd h2 y711 ff1 fs0 fcb sc0 ls0 ws0">wdrożenia <span class="_ _22"> </span>przepisów <span class="_ _22"> </span>we<span class="_ _1"></span>wnętrznych <span class="_ _22"> </span>regulujących </div><div class="t m0 xd h2 y712 ff1 fs0 fcb sc0 ls0 ws0">proces <span class="_ _24"> </span>zarządzania <span class="_ _24"> </span>ryzykiem <span class="_ _24"> </span>o<span class="_ _1"></span>raz <span class="_ _24"> </span>przedstawiono </div><div class="t m0 xd h2 y643 ff1 fs0 fcb sc0 ls0 ws0">ogólne <span class="_ _1d"> </span>zasady <span class="_ _1d"> </span>i <span class="_ _1d"> </span>przebiegu <span class="_ _1f"> </span>procesu <span class="_ _1d"> </span>zarządzania </div><div class="t m0 xd h2 y644 ff2 fs0 fcb sc0 ls0 ws0">ryzykiem. </div><div class="t m0 xd h2 y713 ff1 fs0 fcb sc0 ls0 ws0">Wedle <span class="_ _34"> </span>przyjętego <span class="_ _34"> </span>standardu <span class="_ _34"> </span>za <span class="_ _34"> </span>wdrożenie <span class="_ _34"> </span>i<span class="_ _1"></span> </div><div class="t m0 xd h2 y714 ff1 fs0 fcb sc0 ls0 ws0">aktualizację <span class="_ _38"> </span>procesu <span class="_ _1a"> </span>zarządzania <span class="_ _38"> </span>ryzykiem <span class="_ _38"> </span>w </div><div class="t m0 xd h2 y663 ff1 fs0 fcb sc0 ls0 ws0">przedsiębiorstwie <span class="_ _e"> </span>odpowiada <span class="_ _e"> </span>Zarząd <span class="_ _e"> </span>spółki. <span class="_ _e"> </span>Spółka </div><div class="t m0 xd h2 y28d ff1 fs0 fcb sc0 ls0 ws0">wyznacza <span class="_ _39"> </span>obszary <span class="_ _38"> </span>ryzyka, <span class="_ _39"> </span>w<span class="_ _1"></span>draża <span class="_ _39"> </span>Regulamin </div><div class="t m0 xd h2 y648 ff2 fs0 fcb sc0 ls0 ws0">Organizacyjny <span class="_ _33"> </span>ora<span class="_ _1"></span>z <span class="_ _33"> </span>Sc<span class="_ _1"></span>hemat <span class="_ _28"> </span>Organizacyjny <span class="_ _28"> </span>na </div><div class="t m0 xd h2 y649 ff1 fs0 fcb sc0 ls0 ws0">potrzeby procesu zarządzania ryzyk<span class="ff2">iem. </span></div><div class="t m0 xd h2 y6f8 ff2 fs0 fcb sc0 ls0 ws0"> <span class="ff1">Za <span class="_ _b"> </span>identyfikację, <span class="_ _b"> </span>an<span class="_ _1"></span>alizę <span class="_ _b"> </span>i <span class="_ _c"> </span>rekomendowanie <span class="_ _c"> </span>planów </span></div><div class="t m0 xd h2 y715 ff1 fs0 fcb sc0 ls0 ws0">postępowania <span class="_ _20"> </span>z <span class="_ _20"> </span>zidentyfikowanym <span class="_ _20"> </span>ryzykiem <span class="_ _20"> </span>w </div><div class="t m0 xd h2 y64b ff1 fs0 fcb sc0 ls0 ws0">wyznaczonych <span class="_ _24"> </span>obszarach <span class="_ _24"> </span>odpowiadają <span class="_ _24"> </span>Właścicie<span class="_ _1"></span>le </div><div class="t m0 xd h2 y64c ff2 fs0 fcb sc0 ls0 ws0">Ryzyka. </div><div class="t m0 xd h2 y5ef ff1 fs0 fcb sc0 ls0 ws0">Rolą <span class="_ _e"> </span>Koordynatora <span class="_ _e"> </span>ds. <span class="_ _e"> </span>Zarządzania <span class="_ _e"> </span>Ryzykiem, <span class="_ _e"> </span>jest </div><div class="t m0 xd h2 y5f0 ff2 fs0 fcb sc0 ls0 ws0">zbieranie <span class="_ _23"> </span>informacji <span class="_ _23"> </span>o <span class="_ _23"> </span>ry<span class="_ _1"></span>zykach <span class="_ _23"> </span>i <span class="_ _23"> </span>obszarach, </div><div class="t m0 xd h2 y1d0 ff1 fs0 fcb sc0 ls0 ws0">koordynowanie <span class="_ _a"></span>i <span class="_ _a"></span>monitorowanie <span class="_ _a"></span>Procesu <span class="_ _a"></span>Zarządzania </div><div class="t m0 xd h2 y54f ff2 fs0 fcb sc0 ls0 ws0">Ryzykiem, <span class="_ _b"> </span>nadzorowanie <span class="_ _c"> </span>raportowania, <span class="_ _b"> </span>prowa<span class="_ _1"></span>dzenie </div><div class="t m0 xd h2 y550 ff1 fs0 fcb sc0 ls0 ws0">rejestru  Ryzyk,  weryfikacja  wyników <span class="_ _9"> </span>oce<span class="_ _1"></span>ny  Ryzy<span class="_ _0"></span>ka </div><div class="t m0 xd h2 y51d ff1 fs0 fcb sc0 ls0 ws0">Spółki <span class="_ _17"> </span>oraz<span class="_ _1"></span> <span class="_ _17"> </span>propoz<span class="_ _1"></span>ycji <span class="_ _f"> </span>postępowania <span class="_ _17"> </span>z <span class="_ _f"> </span>ryzykiem, </div><div class="t m0 xd h2 y551 ff1 fs0 fcb sc0 ls0 ws0">przeprowadzanie <span class="_ _9"> </span>okresowych <span class="_ _9"> </span>przeglądów <span class="_ _9"> </span>Ryzyka <span class="_ _c"> </span>w<span class="_ _1"></span> </div><div class="t m0 xd h2 y3fc ff1 fs0 fcb sc0 ls0 ws0">Spółce, <span class="_ _c"> </span>formuł<span class="_ _1"></span>owanie <span class="_ _c"> </span>wniosków <span class="_ _c"> </span>i <span class="_ _9"> </span>rekomendacji <span class="_ _9"> </span>dla </div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x9 y716 w9 hd0" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">59<span class="ls0"> </span></div></div><div class="c x5b y717 w50 hb4"><div class="t m0 xd h2 y718 ff1 fs0 fcb sc0 ls0 ws0">Zarządu <span class="_ _1"></span>z <span class="_ _1"></span>t<span class="_ _1"></span>akich <span class="_ _1"></span>przeglądów <span class="_ _1"></span>o<span class="_ _1"></span>raz <span class="_ _1"></span>inicjow<span class="_ _1"></span>anie <span class="_ _1"></span>szkoleń </div><div class="t m0 xd h2 y276 ff1 fs0 fcb sc0 ls0 ws0">personelu Spółki dotyczących Zarządza<span class="_ _0"></span>nia Ryzykiem.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y719 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y71a w3a hd1"><div class="t m0 xd h2 y590 ff1 fs0 fc5 sc0 ls0 ws0">ŁAD KORPORACYJNY<span class="ff2"> </span></div><div class="t m0 xd h2 y531 ff2 fs0 fcb sc0 ls0 ws0">#KIERUNEK 3 </div><div class="t m0 xd h2 y532 ff2 fs0 fc5 sc0 ls0 ws0">Kultura etyczna i <span class="ff1">poszanowanie praw człowieka w całym łańcuchu wartości</span> </div><div class="t m0 xd h2 y268 ff2 fs0 fcb sc0 ls0 ws0"> </div><div class="t m0 xd h2 y269 ff2 fs0 fc5 sc0 ls0 ws0">Cel: <span class="ff1 fcb">Kształtujemy kulturę etyczną stosując Kodeks Odpowiedzialności Grupy UN<span class="_ _0"></span>IMOT, Kodeks Etyki oraz Politykę </span></div><div class="t m0 xd h2 y266 ff1 fs0 fcb sc0 ls0 ws0">Poszanowania Praw Człowieka w całym łańcuchu wartości<span class="ff2"> </span></div></div><div class="c x1 y71b w51 hd2"><div class="t m0 xd h2 y71c ff2 fs0 fc5 sc0 ls0 ws0">KPI na lata 2024 - <span class="ls1">2028</span><span class="fcb"> </span></div></div><div class="c x5c y71b w52 hd2"><div class="t m0 xd h2 y71d ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y71e ff2 fs0 fc5 sc0 ls0 ws0">Status realizacji w 2024 r.<span class="fcb"> </span></div></div><div class="c x1 y71f w51 h94"><div class="t m0 xd h2 y5fa ff1 fs0 fcb sc0 ls0 ws0">Udział procentowy pracowników zaznajomionych z </div><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">Kodeksem Odpowiedzialności UNIMOT<span class="ff2"> </span></div></div><div class="c x5c y71f w52 h94"><div class="t m0 xd h2 y530 ff1 fs0 fcb sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _0"></span>Grupa <span class="_ _8"></span>UNIMOT nie <span class="_ _0"></span>wprowadziła <span class="_ _8"></span>Kodeksu </div><div class="t m0 xd h2 y720 ff1 fs0 fcb sc0 ls0 ws0">Odpowiedzialności. <span class="_ _8"></span>Stos<span class="_ _1"></span>owny <span class="_ _8"></span>dokument Grupa <span class="_ _8"></span>wdroży </div><div class="t m0 xd h2 y5fa ff1 fs0 fcb sc0 ls0 ws0">w <span class="_ _0"></span>2025 <span class="_ _0"></span>roku. Wtedy<span class="_ _0"></span> zostanie <span class="_ _8"></span>również <span class="ff2">przeprowadzona </span></div><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">kampania <span class="_ _22"> </span>informacyjna <span class="_ _22"> </span>dotycząca <span class="_ _22"> </span>Kodeksu <span class="_ _2a"> </span>oraz </div><div class="t m0 xd h2 y26a ff1 fs0 fcb sc0 ls0 ws0">zostaną zebrane oświadczenia <span class="_ _1"></span>o zapoznaniu się z jego<span class="_ _1"></span> </div><div class="t m0 xd h2 y264 ff2 fs0 fcb sc0 ls0 ws0">postanowieniami. </div></div><div class="c x1 y721 w51 h3b"><div class="t m0 xd h2 y571 ff1 fs0 fcb sc0 ls0 ws0">Liczba skarg pracowników związanych z naruszeniami <span class="_ _0"></span>w </div><div class="t m0 xd h2 y572 ff1 fs0 fcb sc0 ls0 ws0">obszarze etyki i praw człowieka<span class="ff2"> </span></div></div><div class="c x5c y721 w52 h3b"><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">W 2024 <span class="_ _1"></span>roku <span class="_ _1"></span>Grupa <span class="_ _1"></span>UNIMOT nie<span class="_ _1"></span> zarejestrow<span class="_ _1"></span>ała skarg </div><div class="t m0 xd h2 y269 ff1 fs0 fcb sc0 ls0 ws0">pracowników dotyczących <span class="_ _1"></span>naruszeń <span class="_ _1"></span>w obszarze etyki <span class="_ _1"></span>i </div><div class="t m0 xd h2 y266 ff1 fs0 fcb sc0 ls0 ws0">praw człowieka.<span class="ff2"> </span></div></div><div class="c x1 y722 w51 h39"><div class="t m0 xd h2 y16c ff1 fs0 fcb sc0 ls0 ws0">Liczba skarg podmiotów zewnętrznych dotyczących </div><div class="t m0 xd h2 y572 ff1 fs0 fcb sc0 ls0 ws0">naruszeń w obszarze etyki i praw człowieka<span class="ff2"> </span></div></div><div class="c x5c y722 w52 h39"><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">W 2024 <span class="_ _1"></span>roku <span class="_ _1"></span>Grupa <span class="_ _1"></span>UNIMOT nie<span class="_ _1"></span> zarejestrow<span class="_ _1"></span>ała skarg </div><div class="t m0 xd h2 y26a ff1 fs0 fcb sc0 ls0 ws0">podmiotów <span class="_ _19"> </span>zewnętrznych <span class="_ _17"> </span>dotyczących <span class="_ _19"> </span>naruszeń <span class="_ _19"> </span>w </div><div class="t m0 xd h2 y264 ff1 fs0 fcb sc0 ls0 ws0">obszarze etyki i praw człowieka.<span class="ff2"> </span></div></div><div class="c x1 y723 w51 h39"><div class="t m0 xd h2 y571 ff2 fs0 fcb sc0 ls0 ws0">Odpowiedzialne praktyki marketingowe <span class="ff1">–</span> brak skarg </div><div class="t m0 xd h2 y572 ff1 fs0 fcb sc0 ls0 ws0">dotyczących naruszeń<span class="ff2"> </span></div></div><div class="c x5c y723 w52 h39"><div class="t m0 xd h2 y268 ff1 fs0 fcb sc0 ls0 ws0">W 2024 <span class="_ _1"></span>roku <span class="_ _1"></span>Grupa <span class="_ _1"></span>UNIMOT nie<span class="_ _1"></span> zarejestrow<span class="_ _1"></span>ała skarg </div><div class="t m0 xd h2 y26a ff1 fs0 fcb sc0 ls0 ws0">dotyczących <span class="_ _1f"> </span>narusze<span class="_ _1"></span>ń <span class="_ _1f"> </span>w <span class="_ _22"> </span>zakresie <span class="_ _22"> </span>prowadzonych </div><div class="t m0 xd h2 y264 ff2 fs0 fcb sc0 ls0 ws0">praktyk marketingowych.  </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y724 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y725 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-14<span class="ls1d">. <span class="_ _0"></span><span class="ls0">Cele, d<span class="ff1">ziałania i wyniki osiągnięte w ramach realizacji Strategii Grupy Kapitałowe<span class="_ _1"></span>j UNIMOT </span><span class="ls22">w </span></span></span></div><div class="t m2 x1 h1d y726 ff1 fs5 fc1 sc0 ls0 ws0">obszarach zrównoważonego rozwoju.<span class="ff2"> </span></div><div class="t m0 x1 h2 y727 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y728 ff1 fs0 fc1 sc0 ls0 ws0">Poprzez strategiczne działania Grupa UNIMOT wspiera realizację celów Zrównoważonego Ro<span class="_ _0"></span>zwoju (SDGs):<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y729 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y72a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y1ce ff2 fs5 fc1 sc0 ls0 ws0">Grafika 1-5<span class="ff1">. Wyznaczone przez ONZ cele zrównoważonego rozwoju, d<span class="_ _0"></span>o których realizacji przyczynia się Grupa </span></div><div class="t m2 x1 h1d y24e ff2 fs5 fc1 sc0 ls0 ws0">UNIMOT.  </div><div class="t m2 x1 h1d y72b ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y33f ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3c" class="pf w0 h0" ><div class="pc pc3c w0 h0"><img class="bi x9 y72c w9 hd3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">60<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa hf y72d ff2 fs1 fc7 sc0 ls0 ws0">1.6.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Istotne wpływy, ryzyka i <span class="_ _0"></span>szanse<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y72e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _0"></span>w <span class="_ _0"></span>Grupie <span class="_ _0"></span>UNIMOT <span class="_ _8"></span>zostało przeprowadz<span class="_ _0"></span>one ba<span class="_ _8"></span>d<span class="_ _1"></span>anie pod<span class="_ _0"></span>wójnej istotności<span class="ff2">. <span class="_ _8"></span>Jego <span class="ff1">celem <span class="_ _8"></span>było <span class="_ _0"></span>ustalenie <span class="_ _8"></span>dla </span></span></div><div class="t m0 x1 h2 y72f ff1 fs0 fc1 sc0 ls0 ws0">całej <span class="_ _1"></span>Grupy <span class="_ _1"></span>Kapitałowej <span class="_ _1"></span>kluczow<span class="_ _1"></span>ych <span class="_ _1"></span>grup <span class="_ _1"></span>interesariuszy <span class="_ _1"></span>oraz <span class="_ _1"></span>istotnych <span class="_ _1"></span>w<span class="_ _1"></span>pływów, <span class="_ _1"></span>ryzyk i<span class="_ _1"></span> <span class="_ _1"></span>szans <span class="_ _1"></span>związanych <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _6"></span>Grupą </div><div class="t m0 x1 h2 y730 ff1 fs0 fc1 sc0 ls0 ws0">ze względu na jej bezpośrednie i pośrednie relacje biznesowe w łańcuchu wartości. <span class="ff2"> </span></div><div class="t m0 xc hf y731 ff2 fs1 fc7 sc0 ls0 ws0">1.6.1.<span class="ff5"> <span class="_ _d"> </span></span>Interesariusze Grupy UNMOT </div></div><div class="c x1 y732 w8 h86"><div class="t m0 xb h2 y4e0 ff2 fs0 fc5 sc0 ls0 ws0">SBM-<span class="ls1">1 </span> SBM-2<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y19 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y733 ff2 fs0 fc1 sc0 ls0 ws0">D<span class="ff1">obre, p<span class="_ _0"></span>artnerskie, opa<span class="_ _0"></span>rte na<span class="_ _0"></span> <span class="_ _8"></span>wzajemnym zrozumieniu <span class="_ _8"></span>i <span class="_ _0"></span>zaufaniu relacje <span class="_ _8"></span>z <span class="_ _0"></span>interesariuszami <span class="_ _8"></span>mają kluczowe <span class="_ _8"></span>znaczenie </span></div><div class="t m0 x1 h2 y734 ff2 fs0 fc1 sc0 ls0 ws0">dla <span class="_ _a"></span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>jako <span class="_ _a"></span>organizacji<span class="ff1">,<span class="_ _1"></span> <span class="_ _a"></span>która <span class="_ _a"></span>z <span class="_ _a"></span>jednej <span class="_ _a"></span>strony <span class="_ _a"></span>wywie<span class="_ _1"></span>ra <span class="_ _a"></span>wpływ <span class="_ _a"></span>na <span class="_ _a"></span>otoczenie<span class="_ _1"></span>, <span class="_ _6"></span>a <span class="_ _4"></span>z <span class="_ _a"></span>drugiej <span class="_ _a"></span>strony <span class="_ _a"></span>której </span></div><div class="t m0 x1 h2 y735 ff1 fs0 fc1 sc0 ls0 ws0">działalność <span class="_ _b"> </span>jest <span class="_ _c"> </span>zależna <span class="_ _b"> </span>od <span class="_ _c"> </span>wpływ<span class="ff2">u<span class="ls2">, <span class="_ _c"> </span></span></span>który <span class="_ _b"> </span>wywiera <span class="_ _b"> </span>na <span class="_ _c"> </span>nią<span class="_ _1"></span><span class="ff2"> <span class="_ _b"> </span>otoczenie<span class="_ _1"></span></span>. <span class="_ _b"> </span>Współpraca <span class="_ _b"> </span>stanowi <span class="_ _c"> </span>dla <span class="_ _b"> </span>Grupy <span class="_ _c"> </span>podstawę </div><div class="t m0 x1 h2 y5f2 ff1 fs0 fc1 sc0 ls0 ws0">osiągania <span class="_ _7"></span>s<span class="_ _1"></span>ukcesów <span class="_ _8"></span>zarówno <span class="_ _8"></span>w <span class="_ _8"></span>działalności <span class="_ _8"></span>biznesowe<span class="_ _1"></span>j, <span class="_ _7"></span>jak <span class="_ _8"></span>i <span class="_ _8"></span>społ<span class="_ _1"></span>ecznej. <span class="_ _7"></span>UNIMOT <span class="_ _8"></span>partnersko,<span class="_ _1"></span> <span class="_ _7"></span>w <span class="_ _8"></span>peł<span class="_ _1"></span>ni <span class="_ _7"></span>transparentnie,<span class="_ _1"></span> </div><div class="t m0 x1 h2 y736 ff1 fs0 fc1 sc0 ls0 ws0">buduje relacje z interesariuszami, mając świad<span class="_ _0"></span>omość ich znaczenia dla długoterminowej strategii i zrówno<span class="_ _1"></span>ważonego </div><div class="t m0 x1 h2 y737 ff1 fs0 fc1 sc0 ls0 ws0">podejścia do biz<span class="_ _0"></span>nesu, w tym do prowadzenia swej działalności w ujęciu “lic<span class="_ _0"></span>ence to operate”. Podstawę tego procesu<span class="_ _0"></span> </div><div class="t m0 x1 h2 y4db ff1 fs0 fc1 sc0 ls0 ws0">stanowi <span class="_ _19"> </span>przejęcie <span class="_ _19"> </span>pełnej <span class="_ _19"> </span>odpowiedzialności <span class="_ _d"> </span>za <span class="_ _19"> </span>relacje <span class="_ _19"> </span>społec<span class="_ _1"></span>zne, <span class="_ _d"> </span>której <span class="_ _19"> </span>bardzo <span class="_ _19"> </span>ważną <span class="_ _d"> </span>c<span class="_ _1"></span>zęścią <span class="_ _19"> </span>jest <span class="_ _19"> </span>dialog, </div><div class="t m0 x1 h2 y738 ff1 fs0 fc1 sc0 ls0 ws0">ukierunkowany na poznanie wzajemnych oczekiwań i <span class="_ _0"></span>możliwości oraz realizację uzgodnień. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y235 ff2 fs0 fc5 sc0 ls0 ws0">Formalny system identyfikacji Interesariuszy w Grupie UNIMOT </div><div class="t m0 x1 h2 y739 ff1 fs0 fc1 sc0 ls0 ws0">Proces <span class="_ _e"> </span>mapowania <span class="_ _e"> </span>intere<span class="_ _1"></span>sariuszy <span class="_ _e"> </span>Grupy <span class="_ _e"> </span>UNIMOT <span class="_ _e"> </span>prowa<span class="_ _1"></span>dzono <span class="_ _e"> </span>w <span class="_ _e"> </span>ujęciu <span class="_ _e"> </span>peł<span class="_ _1"></span>nej <span class="_ _e"> </span>zgodności <span class="_ _e"> </span>z <span class="_ _e"> </span>wytycznymi <span class="_ _e"> </span>i<span class="_ _1"></span> <span class="_ _e"> </span>z </div><div class="t m0 x1 h2 y106 ff2 fs0 fc1 sc0 ls0 ws0">wykorzystaniem:  </div><div class="t m0 xa h11 y73a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">rozdziału <span class="_ _8"></span>3.1. Interesariusze <span class="_ _8"></span>i <span class="_ _8"></span>ich zna<span class="_ _0"></span>czenie <span class="_ _0"></span>dla <span class="_ _8"></span>proce<span class="_ _1"></span>su <span class="_ _8"></span>istotności standa<span class="_ _8"></span>rdu ESRS1 <span class="_ _8"></span>(European <span class="_ _0"></span>Sustanability </span></span></div><div class="t m0 xc h2 y73b ff1 fs0 fc1 sc0 ls0 ws0">Reporting  Sta<span class="_ _0"></span>ndard), <span class="_ _9"> </span>określające<span class="_ _1"></span>go <span class="_ _9"> </span>podstawowy  charak<span class="_ _0"></span>ter  roli <span class="_ _9"> </span>interesariuszy  w <span class="_ _9"> </span>prowadzeniu <span class="_ _9"> </span>procesu </div><div class="t m0 xc h2 y109 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego rozwoju w przedsiębiorstwie, <span class="ff2"> </span></div><div class="t m0 xa h11 y73c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">standardu AA1000 Stakeholder Engagement Standard <span class="ff1">–</span> 2015 Edition (tzw. standard AA1000 SES), </span></span></div><div class="t m0 xa h11 y73d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">metodyki Johnsona&amp;Scholesa do <span class="_ _0"></span>procesu mapowania strategicznego i operacyjnego  interesariuszy.<span class="_ _1"></span>  </span></span></div><div class="t m0 x1 h2 y73e ff1 fs0 fc1 sc0 ls0 ws0">Mapowanie <span class="_ _1"></span>interesariuszy Grupy <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>rozpoczęło <span class="_ _1"></span>się<span class="_ _1"></span> od <span class="_ _1"></span>wydzielenia <span class="_ _1"></span>grup inte<span class="_ _1"></span>resariuszy. <span class="_ _1"></span>Wykorzystano do <span class="_ _1"></span>tego </div><div class="t m0 x1 h2 y73f ff1 fs0 fc1 sc0 ls0 ws0">celu <span class="_ _1"></span>badanie <span class="_ _1"></span>ilościow<span class="_ _1"></span>e <span class="_ _1"></span>oraz <span class="_ _1"></span>analizę <span class="_ _6"></span>reakcji <span class="_ _1"></span>intere<span class="_ _1"></span>sariuszy <span class="_ _1"></span>na <span class="_ _1"></span>komun<span class="_ _1"></span>ikaty <span class="_ _1"></span>autorstwa <span class="_ _1"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _1"></span>w <span class="_ _6"></span>okresie <span class="_ _6"></span>lipiec </div><div class="t m0 x1 h2 y740 ff2 fs0 fc1 sc0 ls1 ws0">2024<span class="ls0">-<span class="ff1">sierpień 2024</span> r<span class="ls2">. </span> </span></div><div class="t m0 x1 h2 y741 ff1 fs0 fc1 sc0 ls0 ws0">Powyższe <span class="_ _5"> </span>działania <span class="_ _b"> </span>pozwoliły <span class="_ _5"> </span>na <span class="_ _b"> </span>zidentyfikowanie <span class="_ _5"> </span>następujących <span class="_ _c"> </span><span class="ff2">osiemnastu <span class="_ _5"> </span>grup <span class="_ _b"> </span>interesariuszy <span class="_ _5"> </span>Grupy <span class="_ _5"> </span>UNIMOT </span></div><div class="t m0 x1 h2 y6ae ff1 fs0 fc1 sc0 ls0 ws0">tworzących kluczowe elementy łańcucha wartości <span class="ff2">w 2024 roku: </span></div><div class="t m0 xa h11 y742 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Administracja rządowa i regulatorzy,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y743 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Instytucje finansowe, </span></span></div><div class="t m0 xa h11 y744 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Dostawcy, </span></span></div><div class="t m0 xa h11 y745 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Franczyzobiorcy, </span></span></div><div class="t m0 xa h11 y333 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Inwestorzy/ startupy, </span></span></div><div class="t m0 xa h11 y746 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Klienci indywidualni, </span></span></div><div class="t m0 xa h11 y747 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Klienci instytucjonalni, </span></span></div><div class="t m0 xa h11 y748 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Konkurencja, </span></span></div><div class="t m0 xa h11 y749 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Media, </span></span></div><div class="t m0 xa h11 y74a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Organizacje branżowe,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y49c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Organizacje ochrony środowiska,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y74b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Organizacje pozarządowe i społeczne, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y74c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Otoczenie międzynarodowe, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y74d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Pracownicy,  </span></span></div><div class="t m0 xa h11 y74e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Samorząd lokalny,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y6bb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Społeczności lokalne,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y74f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Środowisko naukowo –<span class="ff2"> badawcze, </span></span></span></div><div class="t m0 xa h11 y750 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Właściciele/inwestorzy/akcjonariusze.<span class="ff2">  </span></span></span></div><div class="t m0 x1 h2 y751 ff1 fs0 fc1 sc0 ls0 ws0">Kolejnym <span class="_ _6"></span>etapem <span class="_ _a"></span>procesu <span class="_ _6"></span>mapowania <span class="_ _6"></span>intere<span class="_ _1"></span>sariuszy <span class="_ _6"></span>stała <span class="_ _6"></span>s<span class="_ _1"></span>ię <span class="_ _a"></span><span class="ff2">dwustopniowa <span class="_ _6"></span>diagnoza <span class="_ _a"></span>interesariuszy. <span class="_ _6"></span>W <span class="_ _a"></span>pierws<span class="_ _1"></span>zej </span></div><div class="t m0 x1 h2 y116 ff1 fs0 fc1 sc0 ls0 ws0">kolejności <span class="ff2">badano </span>stopień za<span class="_ _8"></span>in<span class="_ _1"></span>teresowania interesariuszy organizacją, <span class="_ _0"></span>zaś w drugim stopień wpływu poszczególnych<span class="_ _8"></span> </div></div></div><div class="pi" ></div></div><div id="pf3d" class="pf w0 h0" ><div class="pc pc3d w0 h0"><img class="bi x1 y752 w12 hd4" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">61<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0">interesariuszy <span class="_ _1"></span>na <span class="_ _6"></span><span class="ff1">Gru<span class="_ _1"></span>pę <span class="_ _1"></span>UNIM<span class="_ _1"></span>OT. <span class="_ _6"></span>W <span class="_ _6"></span>obu <span class="_ _1"></span>c<span class="_ _1"></span>zęściach <span class="_ _6"></span>analizy <span class="_ _1"></span>sto<span class="_ _1"></span>sowano <span class="_ _6"></span>wskazywaną <span class="_ _1"></span>metodykę <span class="_ _6"></span>Johnsona&amp;Scholesa, </span></div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">opartą <span class="_ _4"></span>na <span class="_ _4"></span>oce<span class="_ _1"></span>nie <span class="_ _4"></span>poziomu <span class="_ _4"></span>zainte<span class="_ _1"></span>resowania <span class="_ _4"></span>i <span class="_ _4"></span>wpływu <span class="_ _4"> </span>w<span class="_ _1"></span> <span class="_ _4"></span>skali <span class="_ _4"></span>od <span class="_ _b"> </span><span class="ff2">-5 <span class="_ _4"></span>(bardzo <span class="_ _5"> </span>niski <span class="_ _4"> </span>poziom) <span class="_ _5"> </span>do <span class="_ _4"></span>+5 <span class="_ _4"> </span>(b<span class="_ _1"></span>ardzo <span class="_ _4"></span>wysoki </span></div><div class="t m0 x1 h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">poziom),  wra<span class="_ _0"></span>z <span class="_ _9"> </span>z  <span class="ff1">równoczesnym  ok<span class="_ _0"></span>reśleniem  <span class="ff2">rodzaju  tego <span class="_ _9"> </span>poziomu <span class="_ _9"> </span></span>spośró<span class="_ _1"></span>d <span class="_ _9"> </span>opcji:  <span class="ff2">pozyty<span class="_ _0"></span>wny,  neutralny <span class="_ _9"> </span>oraz </span></span></div><div class="t m0 x1 h2 y1a2 ff2 fs0 fc1 sc0 ls0 ws0">negatywny. </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">Poziom <span class="_ _8"></span>zainteres<span class="_ _1"></span>owania <span class="_ _8"></span>interesariuszy <span class="_ _8"></span>analizowano poprz<span class="_ _0"></span>ez wykorzy<span class="_ _0"></span>stanie b<span class="_ _8"></span>ad<span class="_ _1"></span>ania <span class="_ _8"></span>ilościowego<span class="_ _1"></span>. Analiz<span class="_ _0"></span>a <span class="_ _8"></span>po<span class="_ _1"></span>zwoliła <span class="_ _8"></span>na<span class="ff2"> </span></div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">zidentyfikowanie i ocenę <span class="_ _1"></span>metodyczną dla <span class="ff2">10 304<span class="_ _1"></span> </span>reakcji inter<span class="_ _1"></span>esariuszy, stanowiących<span class="_ _1"></span><span class="ff2"> </span>tym samym w <span class="_ _1"></span>pełni poprawny </div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">metodycznie materiał analityczny dla oceny zainteresowania w poszczególnych zid<span class="_ _0"></span>entyfikowanych grupach.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">Poziomy <span class="_ _c"> </span>wpływu <span class="_ _9"> </span>interes<span class="_ _1"></span>ariuszy <span class="_ _c"> </span>badano <span class="_ _9"> </span>z <span class="_ _9"> </span>kolei <span class="_ _c"> </span>z <span class="_ _9"> </span>wykorzystaniem <span class="_ _9"> </span>badania <span class="_ _c"> </span>iloś<span class="_ _1"></span>ciowego, <span class="_ _c"> </span>opartego <span class="_ _9"> </span>na <span class="_ _c"> </span>narzędziu </div><div class="t m0 x1 h2 y754 ff2 fs0 fc1 sc0 ls0 ws0">ankietowym<span class="ls2">. <span class="_ _c"> </span></span><span class="ff1">Badanie <span class="_ _c"> </span>ankietow<span class="_ _1"></span>e, <span class="_ _c"> </span>w <span class="_ _9"> </span>którym <span class="_ _c"> </span>udział <span class="_ _c"> </span>wzięło<span class="_ _1"></span> <span class="_ _c"> </span>38 <span class="_ _c"> </span>managerów <span class="_ _9"> </span>Grupy <span class="_ _c"> </span>UNIMOT <span class="_ _9"> </span>zostało <span class="_ _c"> </span>poprzedzone </span></div><div class="t m0 x1 h2 y755 ff1 fs0 fc1 sc0 ls0 ws0">warsztatami <span class="_ _8"></span>przeprowadzonymi przez <span class="_ _8"></span>eksperta <span class="_ _0"></span>z <span class="_ _8"></span>AGH<span class="_ _1"></span> <span class="_ _8"></span>w Krakowie, p<span class="_ _8"></span>ro<span class="_ _1"></span>f. <span class="_ _8"></span>Pawła Bogacza. <span class="_ _8"></span>W<span class="_ _1"></span> <span class="_ _8"></span>warsztatach <span class="_ _0"></span>wzięło udzia<span class="_ _8"></span>ł<span class="_ _1"></span> </div><div class="t m0 x1 h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">czterech członków Zarządu UNIMOT S.A., przedstawiciel<span class="_ _8"></span>e<span class="_ _1"></span> zarząd<span class="_ _8"></span>ó<span class="_ _1"></span>w spółek zależnych oraz manag<span class="_ _0"></span>erowie kluczowych </div><div class="t m0 x1 h2 y326 ff1 fs0 fc1 sc0 ls0 ws0">obszarów spółek Grupy. <span class="ff2"> </span></div><div class="t m0 x1 h2 y757 ff1 fs0 fc1 sc0 ls0 ws0">Wyniki <span class="_ _8"></span>powyższych <span class="_ _8"></span>badań <span class="_ _0"></span>w <span class="_ _8"></span>o<span class="_ _1"></span>bu <span class="_ _8"></span>stopniach <span class="_ _8"></span>pozwoliły określić <span class="_ _8"></span>cztery <span class="_ _8"></span>kategorie <span class="_ _8"></span>inte<span class="_ _1"></span>resariuszy, <span class="_ _8"></span>wydzielanych <span class="_ _8"></span>w ra<span class="_ _0"></span>mach </div><div class="t m0 x1 h2 y758 ff1 fs0 fc1 sc0 ls0 ws0">macierzy <span class="_ _c"> </span>Johnsona&amp;Scholesa <span class="_ _9"> </span>dla <span class="_ _c"> </span>Grupy <span class="_ _9"> </span>UNIMOT. <span class="_ _c"> </span>Jedną <span class="_ _9"> </span>z <span class="_ _c"> </span>nich <span class="_ _9"> </span>stali <span class="_ _c"> </span>się <span class="_ _9"> </span>Kluczowi <span class="_ _c"> </span>intere<span class="_ _1"></span>sariusze <span class="_ _c"> </span>(o <span class="_ _9"> </span>poziomach </div><div class="t m0 x1 h2 y759 ff2 fs0 fc1 sc0 ls0 ws0">zainteresowania <span class="_ _0"></span>od <span class="_ _8"></span>0 do <span class="_ _8"></span>+5 oraz<span class="_ _0"></span> <span class="_ _8"></span>pozio<span class="_ _1"></span><span class="ff1">mach wpływu <span class="_ _8"></span>od <span class="_ _0"></span>0 <span class="_ _0"></span>do <span class="_ _8"></span>+<span class="_ _1"></span>5), <span class="_ _8"></span>stanowiący najb<span class="_ _0"></span>ardziej <span class="_ _8"></span>w<span class="_ _1"></span>pływowych <span class="_ _0"></span>oraz <span class="_ _8"></span>ważnych </span></div><div class="t m0 x1 h2 y75a ff1 fs0 fc1 sc0 ls0 ws0">interesariuszy <span class="_ _c"> </span>przedsiębiorstwa. <span class="_ _9"> </span>To <span class="_ _c"> </span>oni<span class="_ _1"></span> <span class="_ _c"> </span>powinni <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>oparciu<span class="_ _1"></span> <span class="_ _c"> </span>o <span class="_ _9"> </span>metodykę <span class="_ _c"> </span>Johns<span class="_ _1"></span>ona&amp;Scholesa <span class="_ _c"> </span>być <span class="_ _9"> </span>główną <span class="_ _c"> </span>gru<span class="_ _1"></span>pą </div><div class="t m0 x1 h2 y75b ff1 fs0 fc1 sc0 ls0 ws0">podmiotów angażowanych przez Grupę.  Na b<span class="_ _0"></span>azie powyższych badań powstała mapa int<span class="ff2">eresariuszy Grupy UN<span class="_ _0"></span>IMOT, </span></div><div class="t m0 x1 h2 y75c ff1 fs0 fc1 sc0 ls0 ws0">zaprezentowana na poniższej grafice.<span class="ff2"> </span></div><div class="t m0 x5d h2 y75d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x5e h1d y75e ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y75f ff2 fs5 fc1 sc0 ls0 ws0">Grafika 1-<span class="ls1f">6.</span> Mapa Interesariuszy Grupy UNIMOT. </div><div class="t m0 x5f h2 y75f ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y760 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie z powyższą grafiką za kluczowych interesariuszy Grupy <span class="_ _8"></span>U<span class="_ _1"></span>NIMOT w 2024 r. zostali uznani:<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf3e" class="pf w0 h0" ><div class="pc pc3e w0 h0"><img class="bi x7 y11 w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">62<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Administracja rządowa i <span class="ff2">regulatorzy, </span></span></span></div><div class="t m0 xa h11 y118 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Instytucje finansowe, </span></span></div><div class="t m0 xa h11 y142 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Dostawcy, </span></span></div><div class="t m0 xa h11 y1a2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Franczyzobiorcy, </span></span></div><div class="t m0 xa h11 y1a3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Klienci indywidualni, </span></span></div><div class="t m0 xa h11 y761 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Klienci instytucjonalni, </span></span></div><div class="t m0 xa h11 y762 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Konkurencja, </span></span></div><div class="t m0 xa h11 y763 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Media, </span></span></div><div class="t m0 xa h11 y764 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Organizacje branżowe,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y765 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Organizacje ochrony środowiska,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y766 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Otoczenie międzynarodowe, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y259 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Pracownicy,  </span></span></div><div class="t m0 xa h11 y767 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Samorząd lokalny,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y768 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Społeczności lokalne,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y769 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Środowisko naukowo –<span class="ff2"> badawcze, </span></span></span></div><div class="t m0 xa h11 y76a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Właściciele/inwestorzy/akcjonariusze. <span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y150 ff2 fs0 fc1 sc0 ls0 ws0">Zidentyfikowani  w<span class="_ _1"></span>  proc<span class="_ _1"></span>esie <span class="_ _e"> </span>mapowania <span class="_ _e"> </span>kluczowi <span class="_ _e"> </span>interesariusze <span class="_ _e"> </span><span class="ff1">stanowią <span class="_ _e"> </span>fundamentalną  w<span class="_ _1"></span>artość <span class="_ _e"> </span>w <span class="_ _e"> </span>aspekcie </span></div><div class="t m0 x1 h2 y151 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego rozwoju <span class="_ _1"></span><span class="ff2">Grupy UNIMOT. <span class="_ _1"></span></span>Na te <span class="_ _1"></span>grupy wpływają <span class="_ _1"></span>–<span class="ff2"> <span class="_ _1"></span>pozytywnie lub ne<span class="_ _1"></span>gatywnie </span>–<span class="ff2"> </span>d<span class="_ _1"></span>ziałania UNIMOT </div><div class="t m0 x1 h2 y152 ff1 fs0 fc1 sc0 ls0 ws0">oraz pośrednie i bezpośrednie relacje firmy w łańcuchu wartości. <span class="ff2"> </span></div><div class="t m0 x1 h2 y76b ff1 fs0 fc5 sc0 ls0 ws0">Procesy współpracy z kluczowymi Interesariuszami Grupy UNIMOT<span class="ff2"> </span></div><div class="t m0 x1 h2 y76c ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"> </span>s<span class="_ _1"></span>tosunku <span class="_ _5"> </span>do <span class="_ _4"></span>k<span class="_ _1"></span>ażdej <span class="_ _4"></span>z <span class="_ _b"> </span>grup <span class="_ _5"> </span><span class="ff2">Interes<span class="_ _1"></span>ariuszy <span class="_ _4"></span></span>prowadzone <span class="_ _5"> </span>są <span class="_ _5"> </span>stałe <span class="_ _b"> </span>działania, <span class="_ _5"> </span>których <span class="_ _4"> </span>c<span class="_ _1"></span>elem <span class="_ _4"> </span>je<span class="_ _1"></span>st <span class="_ _4"> </span>poznanie <span class="_ _5"> </span>o<span class="_ _1"></span>pinii, </div><div class="t m0 x1 h2 y76d ff2 fs0 fc1 sc0 ls0 ws0">zrozumienie <span class="_ _1"></span>potrzeb, <span class="_ _6"></span>wypracowanie <span class="_ _1"></span>s<span class="_ _1"></span>tanowiska, <span class="_ _1"></span><span class="ff1">a <span class="_ _6"></span>także <span class="_ _6"></span>informowanie <span class="_ _1"></span>o <span class="_ _6"></span>działaniach <span class="_ _1"></span>realizow<span class="_ _1"></span>anych <span class="_ _1"></span>przez <span class="_ _1"></span>UNIMOT. </span></div><div class="t m0 x1 h2 y76e ff1 fs0 fc1 sc0 ls0 ws0">Opinie <span class="_ _8"></span>kluczowych <span class="_ _8"></span>inte<span class="_ _1"></span>resariuszy <span class="_ _8"></span>są <span class="_ _8"></span>równie<span class="_ _1"></span>ż <span class="_ _8"></span>uwzględniane <span class="_ _8"></span>pr<span class="_ _1"></span>zy <span class="_ _8"></span>podejmowaniu <span class="_ _8"></span>s<span class="_ _1"></span>trategicznych <span class="_ _8"></span>decyzji<span class="ff2"> </span>związanych <span class="_ _7"></span>np. </div><div class="t m0 x1 h2 y76f ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _b"> </span>transfo<span class="_ _1"></span>rmacją <span class="_ _b"> </span>koszyka <span class="_ _b"> </span>prod<span class="_ _1"></span>uktów <span class="_ _b"> </span>oferow<span class="_ _1"></span>anych <span class="_ _b"> </span>przez <span class="_ _b"> </span>Grupę<span class="_ _1"></span><span class="ff2">. <span class="_ _c"> </span></span>W <span class="_ _b"> </span>poniższej <span class="_ _c"> </span>tabeli <span class="_ _b"> </span>prze<span class="_ _1"></span>dstawiono <span class="_ _b"> </span>relacje <span class="_ _c"> </span>Grupy </div><div class="t m0 x1 h2 y213 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT z kluczowymi Interesariuszami. </div></div></div><div class="pi" ></div></div><div id="pf3f" class="pf w1d h3f" ><div class="pc pc3f w1d h3f"><img class="bi x60 y770 w53 hd5" alt="" 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"/><div class="c x0 y0 w1f h3f"><div class="t m0 x21 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x21 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x22 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">63<span class="ls0"> </span></div></div><div class="c x21 y771 w54 hd6"><div class="t m0 xb h2 y772 ff2 fs0 fc5 sc0 ls0 ws0">Kluczowi interesariusze </div></div><div class="c x61 y771 w54 hd6"><div class="t m0 xb h2 y772 ff1 fs0 fc5 sc0 ls0 ws0">Sposób zaangażowania<span class="ff2"> </span></div></div><div class="c x62 y771 w54 hd6"><div class="t m0 xb h2 y772 ff1 fs0 fc5 sc0 ls0 ws0">Tematyka zaangażowania/ cel </div><div class="t m0 xb h2 y773 ff1 fs0 fc5 sc0 ls0 ws0">współpracy <span class="ff2"> </span></div></div><div class="c x2 y771 w55 hd6"><div class="t m0 xb h2 y772 ff1 fs0 fc5 sc0 ls0 ws0">Uwzględnienie wyników współpracy<span class="ff2"> </span></div></div><div class="c x21 y774 w54 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Administracja rządowa i </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">regulatorzy </div></div><div class="c x61 y774 w54 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Spotkania bezpośrednie, formalna </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">korespondencja.  </div></div><div class="c x62 y774 w54 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Procesy wydawania decyzji i </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">regulacji w zakresie innym niż </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">kwestie rynku kapitałowego. <span class="ff2"> </span></div></div><div class="c x2 y774 w55 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Dostosowanie działalności do decyzji i wymogów. <span class="ff2"> </span></div></div><div class="c x21 y775 w54 h76"><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">Instytucje finansowe </div></div><div class="c x61 y775 w54 h76"><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">Komunikacja na korporacyjnej </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">stronie <span class="ff1">internetowej, bezpośrednie </span></div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">spotkania i telekonferencje, </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">konferencje wynikowe, raporty </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">bieżące i okresowe, sprawozdania </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego rozwoju.<span class="ff2"> </span></div></div><div class="c x62 y775 w54 h76"><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">Wyniki finansowe, zgodność z </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">regulacjami prawnymi, </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">finansowanie inwestycji </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">transformacja energetyczna. </div></div><div class="c x2 y775 w55 h76"><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">Transformacja działalności zgodnie z wymogami. <span class="ff2"> </span></div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Dostosowanie raportowania do wymogów instytucji </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">finansowych.  </div></div><div class="c x21 y777 w54 hd7"><div class="t m0 xb h2 y778 ff2 fs0 fc1 sc0 ls0 ws0">Dostawcy </div></div><div class="c x61 y777 w54 hd7"><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">Spotkania bezpośrednie i </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">telekonferencje, korespondencja, </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wydarzenia branżowe.<span class="ff2"> </span></div></div><div class="c x62 y777 w54 hd7"><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">Warunki współpracy, </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">transformacja energetyczna, </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">dostępność surowców i wyzwania </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">stojące przed branżą<span class="ff2 ls2">, </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">międzynarodowe regulacje<span class="ff2"> </span></div></div><div class="c x2 y777 w55 hd7"><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">Uwzględnienie dostępności towarów w określonym czasie </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">i parametrach. </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Uwzględnienie oczekiwań dotyczących terminowości </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">płatności.<span class="ff2"> </span></div></div><div class="c x21 y77a w54 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Franczyzobiorcy </div></div><div class="c x61 y77a w54 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Spotkania bezpośrednie i </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">telekonferencje, korespondencja, </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">wydarzenia branżowe.<span class="ff2"> </span></div></div><div class="c x62 y77a w54 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Wdrażanie wspólnych standardów, </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">regulacje cen i polityk. </div></div><div class="c x2 y77a w55 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Uwzględnienie głosu franczyzobiorców w projektowaniu </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">rozwiązań dla stacji benzynowych AVIA. <span class="ff2"> </span></div></div><div class="c x21 y77b w54 h80"><div class="t m0 xb h2 y4c7 ff2 fs0 fc1 sc0 ls0 ws0">Klienci indywidualni </div></div><div class="c x61 y77b w54 h80"><div class="t m0 xb h2 y4c7 ff2 fs0 fc1 sc0 ls0 ws0">Korporacyjna strona internetowa, </div><div class="t m0 xb h2 y77c ff2 fs0 fc1 sc0 ls0 ws0">social media, informacje </div><div class="t m0 xb h2 y77d ff1 fs0 fc1 sc0 ls0 ws0">przekazywane za pośrednictwem </div><div class="t m0 xb h2 y77e ff1 fs0 fc1 sc0 ls0 ws0">ekranów na stacjach </div><div class="t m0 xb h2 y77f ff2 fs0 fc1 sc0 ls0 ws0">benzynowych. </div></div><div class="c x62 y77b w54 h80"><div class="t m0 xb h2 y4c7 ff2 fs0 fc1 sc0 ls0 ws0">Polityka cenowa, oferty i promocje, </div><div class="t m0 xb h2 y77c ff2 fs0 fc1 sc0 ls0 ws0">informacje o nowych produktach, </div><div class="t m0 xb h2 y77d ff1 fs0 fc1 sc0 ls0 ws0">zrównoważony rozwój, włączenie </div><div class="t m0 xb h2 y77e ff1 fs0 fc1 sc0 ls0 ws0">społeczne grup zagrożonych </div><div class="t m0 xb h2 y77f ff1 fs0 fc1 sc0 ls0 ws0">marginalizacją. <span class="ff2"> </span></div></div><div class="c x2 y77b w55 h80"><div class="t m0 xb h2 y4c7 ff1 fs0 fc1 sc0 ls0 ws0">Uwzględnienie potrzeb grup zagrożonych marginaliza<span class="_ _0"></span>cją </div><div class="t m0 xb h2 y77c ff1 fs0 fc1 sc0 ls0 ws0">(osoby niepełnosprawne) w procesach obsługowych na </div><div class="t m0 xb h2 y77d ff2 fs0 fc1 sc0 ls0 ws0">stacjach benzynowych AVIA. </div><div class="t m0 xb h2 y77e ff2 fs0 fc1 sc0 ls0 ws0">Transparentna polityka cenowa, odpowiedzialne praktyki </div><div class="t m0 xb h2 y77f ff2 fs0 fc1 sc0 ls0 ws0">marketingowe.  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Rzetelne komunikowanie o produkcie. </div></div><div class="c x21 y780 w54 hd8"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Klienci instytucjonalni </div></div><div class="c x61 y780 w54 hd8"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Spotkania bezpośrednie i </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">telekonferencje, korespondencja, </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wydarzenia branżowe.<span class="ff2"> </span></div></div><div class="c x62 y780 w54 hd8"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Warunki współpracy, </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">transformacja energetyczna i </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wyzwania stojące przed branżą. </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Wprowadzanie do oferty produktu </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">HVO.  </div></div><div class="c x2 y780 w55 hd8"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Dostosowanie oferty do potrzeb klientów z </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">uwzględnieniem zgłaszanych uwag.<span class="ff2"> </span></div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Udział w transformacji energetycznej kraju.<span class="ff2"> </span></div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Rzetelne komunikowanie o produkcie i usługach.<span class="ff2"> </span></div></div><div class="c x21 y781 w54 hd8"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Konkurencja </div></div><div class="c x61 y781 w54 hd8"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Korporacyjna strona internetowa, </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">social media, wydarzenia </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">branżowe.<span class="ff2"> </span></div></div><div class="c x62 y781 w54 hd8"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Wyzwania stojące przed branżą, </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">dostępność surowców, </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">transformacja energetyczna, </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">zmiany w <span class="ff1">koszyku produktów i </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">usług.<span class="ff2"> </span></div></div><div class="c x2 y781 w55 hd8"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Przestrzeganie dobrych praktyk w zakresie uczciwej </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">konkurencji.  </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 y470 w54 hd9"><div class="t m0 xb h2 y782 ff2 fs0 fc1 sc0 ls0 ws0">Media </div></div><div class="c x61 y470 w54 hd9"><div class="t m0 xb h2 y782 ff1 fs0 fc1 sc0 ls0 ws0">Biuro prasowe i działalność </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">rzecznika prasowego, komunikaty </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">prasowe na stronie internetowej, </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">konferencje prasowe, briefingi. </div></div><div class="c x62 y470 w54 hd9"><div class="t m0 xb h2 y782 ff2 fs0 fc1 sc0 ls0 ws0">Strategia Grupy UNIMOT, wyniki </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">finansowe i niefinansowe, zmiany </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">w koszyku produktów, wydarzenia </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">korporacyjne. </div></div><div class="c x2 y470 w55 hd9"><div class="t m0 xb h2 y782 ff1 fs0 fc1 sc0 ls0 ws0">Uwzględnianie potrzeb przedstawicieli mediów, </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">odpowiedzi na zapytania, modyfika<span class="_ _0"></span>cja sposobu przekazu, </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">treści lub jakości.<span class="ff2"> </span></div></div><div class="c x21 y783 w54 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Organizacje branżowe<span class="ff2"> </span></div></div><div class="c x61 y783 w54 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Spotkania bezpośrednie, </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">telekonferencje, formalna </div></div><div class="c x62 y783 w54 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Udział w procesie kształtowania </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">otoczenia regulacyjnego,  </div></div><div class="c x2 y783 w55 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Dostosowanie działania Grupy do ustalonych w bra<span class="_ _8"></span>nż<span class="_ _1"></span>y <span class="ff2"> </span></div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Standardów i dobrych praktyk.<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Udział w panelach dyskusyjnych, opiniowanie projektów. <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf40" class="pf w1d h3f" ><div class="pc pc40 w1d h3f"><img class="bi x60 y784 w56 hdb" alt="" 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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y29d ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y29e ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">64<span class="ls0"> </span></div></div><div class="c x61 y785 w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">korespondencja, wydarzenia </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">branżowe. <span class="ff2"> </span></div></div><div class="c x62 y785 w54 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">wymiana doświadczeń, <span class="ff2">dzielenie </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">się wiedzą, konferencje i szkolenia. <span class="ff2"> </span></div></div><div class="c x21 y786 w54 hd8"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Organizacje ochrony środowiska<span class="ff2"> </span></div></div><div class="c x61 y786 w54 hd8"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Korespondencja formalna, </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">telekonferencje, spotkania </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">bezpośrednie, wydarzenia </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">branżowe.<span class="ff2"> </span></div></div><div class="c x62 y786 w54 hd8"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Strategia Grupy UNIMOT, </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">transformacja energetyczna, </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zmiany w koszyku produktów, </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">decyzje i pozwolenia </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">środowiskowe, kontrole. <span class="ff2"> </span></div></div><div class="c x2 y786 w55 hd8"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Dostosowanie działań do wymogów organiza<span class="_ _0"></span>cji ochrony </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">środowiska, wdrażanie postanowień i decyzji<span class="ff2"> </span></div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Realizacja wspólnych przedsięwzięć z za<span class="_ _0"></span>kresu wpływu na </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">ochronę środowiska.<span class="ff2"> </span></div></div><div class="c x21 y787 w54 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Otoczenie międzynarodowe<span class="ff2"> </span></div></div><div class="c x61 y787 w54 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Udział w wydarzeniach </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">branżowych, korespondencja </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">formalna.  </div></div><div class="c x62 y787 w54 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Wymiana doświadczeń, wyzwania </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">stojące przed branżą. <span class="ff2"> </span></div></div><div class="c x2 y787 w55 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Uwzględnienie dobrych praktyk i zasad specyficznych dla </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">sektorów i branż.<span class="ff2"> </span></div></div><div class="c x21 y788 w54 hdc"><div class="t m0 xb h2 y789 ff2 fs0 fc1 sc0 ls0 ws0">Pracownicy </div></div><div class="c x61 y788 w54 hdc"><div class="t m0 xb h2 y789 ff2 fs0 fc1 sc0 ls0 ws0">Rozmowy rozwojowe i badania </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">satysfakcji, intranet wewnętrzny, </div><div class="t m0 xb h2 y78a ff2 fs0 fc1 sc0 ls0 ws0">newsletter, mailingi informacyjne, </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">szkolenia i warsztaty, konferencje </div><div class="t m0 xb h2 y584 ff1 fs0 fc1 sc0 ls0 ws0">Zarządu dla pracowników, </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">sprawozdania zrównoważonego </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">rozwoju. </div></div><div class="c x62 y788 w54 hdc"><div class="t m0 xb h2 y789 ff1 fs0 fc1 sc0 ls0 ws0">Warunki pracy, edukacja i rozwój </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">zawodowy, standardy </div><div class="t m0 xb h2 y78a ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa. Kreowanie </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">środowiska pracy w oparciu o </div><div class="t m0 xb h2 y584 ff1 fs0 fc1 sc0 ls0 ws0">wspólne wartości. <span class="ff2"> </span></div></div><div class="c x2 y788 w55 hdc"><div class="t m0 xb h2 y789 ff1 fs0 fc1 sc0 ls0 ws0">Uwzględnienie głosów przedstawicieli pra<span class="_ _0"></span>cowników <span class="ff2"> </span></div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">w strategicznych i operacyjnych procesach wymagających </div><div class="t m0 xb h2 y78a ff1 fs0 fc1 sc0 ls0 ws0">ich udziału, dostosowywanie tematyki <span class="ff2"> </span></div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">szkoleń do zgłaszanego zapotrzebowania, reagowanie na </div><div class="t m0 xb h2 y584 ff1 fs0 fc1 sc0 ls0 ws0">bieżące zgłaszane tematy (w uzasadnionych </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">przypadkach). </div></div><div class="c x21 y78b w54 hdd"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Samorząd lokalny<span class="ff2"> </span></div></div><div class="c x61 y78b w54 hdd"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Spotkania bezpośrednie, formalna </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">korespondencja, udział w </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">wydarzeniach.  </div></div><div class="c x62 y78b w54 hdd"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Udział w wydarzeniach </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">organizowanych przez jednostki </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">samorządu terytorialnego. </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Uzyskanie </div><div class="t m2 x63 h1d y51e ff2 fs5 fc1 sc0 ls0 ws0">social licence to operate</div><div class="t m0 x64 h2 y51e ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">ze strony lokalnych społeczności. <span class="ff2"> </span></div></div><div class="c x2 y78b w55 hdd"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Uwzględnienie potrzeb lokalnych samorządów w zakresie </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">partycypacji <span class="ff1">spółek </span>Grupy w wydarzeniach lokalnych.  </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Uwzględnienie potrzeb lokalnych samorządów w zakresie </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">prowadzonych inwestycji i projektów.<span class="ff2"> </span></div></div><div class="c x21 y78c w54 hde"><div class="t m0 xb h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">Społeczności lokalne<span class="ff2"> </span></div></div><div class="c x61 y78c w54 hde"><div class="t m0 xb h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">Działanie Komitetu ds. Aktywności </div><div class="t m0 xb h2 y78e ff2 fs0 fc1 sc0 ls0 ws0">Grupy K<span class="ff1">apitałowej UNIMOT w </span></div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">obszarze wspierania lokalnych </div><div class="t m0 xb h2 y584 ff1 fs0 fc1 sc0 ls0 ws0">społeczności. <span class="ff2"> </span></div></div><div class="c x62 y78c w54 hde"><div class="t m0 xb h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">Wsparcie lokalnych społeczności w </div><div class="t m0 xb h2 y78e ff1 fs0 fc1 sc0 ls0 ws0">postaci sponsoringu wydarzeń, </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">przyznawania darowizn oraz </div><div class="t m0 xb h2 y584 ff1 fs0 fc1 sc0 ls0 ws0">realizacji projektów pomocowych. </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Uzyskanie </div><div class="t m2 x63 h1d y3fb ff2 fs5 fc1 sc0 ls0 ws0">social licence to operate</div><div class="t m0 x64 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">ze strony lokalnych społeczności.<span class="ff2"> </span></div></div><div class="c x2 y78c w55 hde"><div class="t m0 xb h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">Uwzględnienie potrzeb społeczności z terenu działania </div><div class="t m0 xb h2 y78e ff1 fs0 fc1 sc0 ls0 ws0">Spółek poprzez uczestnictwo w lokalny<span class="_ _0"></span>ch wydarzeniach </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">oraz przyznawanie darowizn.  </div><div class="t m0 xb h2 y584 ff1 fs0 fc1 sc0 ls0 ws0">Udostępnienie społecznościom ka<span class="_ _0"></span>nałów kontaktu z </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">poszczególnymi Spółkami.<span class="ff2"> </span></div></div><div class="c x21 y78f w54 hdd"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Środowisko naukowo –<span class="ff2"> badawcze </span></div></div><div class="c x61 y78f w54 hdd"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Spotkania bezpośrednie, formalna </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">korespondencja, wspólne </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">przedsięwzięcia. <span class="ff2"> </span></div></div><div class="c x62 y78f w54 hdd"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Transformacja sektora, wyzwania </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">stojące przed branżą, kształcenie </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">kadr, dostosowanie do wymogów </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">regulacyjnych. </div></div><div class="c x2 y78f w55 hdd"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Akademia Leona Koźmińskiego we współpracy z <span class="_ _8"></span>gru<span class="_ _1"></span>pą </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT, uruchomiła pionierski prog<span class="_ _0"></span>ram studiów </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">podyplomowych, skoncentrowanych na <span class="_ _0"></span>handlu surowcami </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">i inwestycjach na rynkach towarowych. Kierunek wypełni </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">lukę edukacyjną w tej dziedzinie w naszej części Euro<span class="ff2">py. </span></div></div><div class="c x21 y252 w54 hdc"><div class="t m0 xb h2 y790 ff1 fs0 fc1 sc0 ls0 ws0">Właściciele/ Inwestorzy/ </div><div class="t m0 xb h2 y791 ff2 fs0 fc1 sc0 ls0 ws0">Akcjonariusze </div></div><div class="c x61 y252 w54 hdc"><div class="t m0 xb h2 y790 ff2 fs0 fc1 sc0 ls0 ws0">Relacje inwestorskie i komunikacja </div><div class="t m0 xb h2 y791 ff2 fs0 fc1 sc0 ls0 ws0">na stronie internetowej, </div><div class="t m0 xb h2 y792 ff2 fs0 fc1 sc0 ls0 ws0">konferencje wynikowe, Walne </div><div class="t m0 xb h2 y550 ff2 fs0 fc1 sc0 ls0 ws0">Zgromadzenie Akcjonariuszy, </div><div class="t m0 xb h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">raporty bieżące i okresowe, </div><div class="t m0 xb h2 y551 ff1 fs0 fc1 sc0 ls0 ws0">sprawozdania zrównoważonego </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">rozwoju. </div></div><div class="c x62 y252 w54 hdc"><div class="t m0 xb h2 y790 ff2 fs0 fc1 sc0 ls0 ws0">Wyniki finansowe, realizacja </div><div class="t m0 xb h2 y791 ff2 fs0 fc1 sc0 ls0 ws0">strategii biznesowej, wyniki w </div><div class="t m0 xb h2 y792 ff2 fs0 fc1 sc0 ls0 ws0">ratingach ESG, prowadzone </div><div class="t m0 xb h2 y550 ff1 fs0 fc1 sc0 ls0 ws0">działania w zakresie </div><div class="t m0 xb h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego rozwoju.<span class="ff2">  </span></div></div><div class="c x2 y252 w55 hdc"><div class="t m0 xb h2 y790 ff1 fs0 fc1 sc0 ls0 ws0">Wdrażanie strategicznych decyzji WZA,  uwzględnienie </div><div class="t m0 xb h2 y791 ff2 fs0 fc1 sc0 ls0 ws0">opinii akcjonariuszy i ich przedstawicieli w kreowaniu </div><div class="t m0 xb h2 y792 ff1 fs0 fc1 sc0 ls0 ws0">Grupą Kapitałową.<span class="ff2"> </span></div><div class="t m0 xb h2 y550 ff2 fs0 fc1 sc0 ls0 ws0">Dostosowywanie raportowania i prezentowania danych do  </div><div class="t m0 xb h2 y51d ff2 fs0 fc1 sc0 ls0 ws0">potrzeb akcjonariuszy. </div><div class="t m0 xb h2 y551 ff1 fs0 fc1 sc0 ls0 ws0">Uwzględnianie potrzeb akcjonariuszy w ramach UNIMOT </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Klub Plus. </div></div><div class="c x0 y0 w1f h3f"><div class="t m2 x21 h1d y6c5 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-15. Relacje z kluczowymi Interesariuszami Grupy UNIMOT.</div></div></div><div class="pi" ></div></div><div id="pf41" class="pf w0 h0" ><div class="pc pc41 w0 h0"><img class="bi x9 y793 w9 hdf" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5sAAAAXCAIAAAAKk8x5AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAlElEQVR42u3WMQ2AUBAFQQ4j9Dihxc9vCJrQgwpCaB46LpmRsNVWkuf91v2cAACgm/s6KokQAAD0NUsAAICjBQAARwsAAI4WAABHCwAAjhYAABwtAAA4WgAAHC0AADhaAABwtAAA4GgBAHC0AADgaAEAwNECAICjBQDA0QIAgKMFAABHCwCAowUAgMZq2YYKAAD09QMsPA0Lu9RkwAAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">65<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Strategia <span class="_ _1"></span>oraz <span class="_ _1"></span>model <span class="_ _1"></span>biznesowy <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>są<span class="_ _1"></span> nad<span class="_ _1"></span>zorowane <span class="_ _1"></span>przez <span class="_ _1"></span>Zarząd, <span class="_ _1"></span>przy <span class="_ _1"></span>współ<span class="_ _1"></span>pracy z <span class="_ _1"></span>Ra<span class="_ _1"></span>dą <span class="_ _1"></span>Nadzorczą. </div><div class="t m0 x1 h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">Walne <span class="_ _b"> </span>Zgromadzenie <span class="_ _c"> </span>Akcjonariuszy <span class="_ _b"> </span><span class="ff1">mo<span class="_ _1"></span>nitoruje <span class="_ _b"> </span>realizację</span> <span class="_ _c"> </span><span class="ff1">Strategii <span class="_ _b"> </span>oraz <span class="_ _c"> </span>modelu <span class="_ _b"> </span>bizneso<span class="_ _1"></span>wego <span class="_ _b"> </span>za <span class="_ _c"> </span>pośrednictwem </span></div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">informacji zawartych w rocznych sprawozdaniach p<span class="_ _0"></span>rzedkładanych do akceptacji WZ<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 x1 h2 y143 ff2 fs0 fc1 sc0 ls0 ws0">Grupa uznaje Akcjonariuszy <span class="ff1">m<span class="_ _1"></span>ających swoich przedstawicieli w Radzie N<span class="_ _1"></span>adzorczej</span> <span class="ff1">z<span class="_ _1"></span>a najważniejszych intere<span class="_ _1"></span>sariuszy </span></div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">w kontekście zarządzania strategicznego oraz weryfikacji <span class="ff2">modelu biznesowego.  </span></div><div class="t m0 x1 h2 y794 ff1 fs0 fc1 sc0 ls0 ws0">Zarząd <span class="_ _8"></span>jes<span class="_ _1"></span>t <span class="_ _8"></span>syste<span class="_ _1"></span>matycznie <span class="_ _8"></span>inf<span class="_ _1"></span>ormowany <span class="_ _8"></span>o<span class="_ _1"></span> <span class="_ _8"></span>intere<span class="_ _1"></span>sach <span class="_ _0"></span>stron, <span class="_ _0"></span>na <span class="_ _8"></span>które Grupa UNIMOT <span class="_ _8"></span>wywiera wpływ <span class="_ _8"></span>i które <span class="_ _8"></span>odnoszą </div><div class="t m0 x1 h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">się  do <span class="_ _9"> </span>działań  Grupy <span class="_ _9"> </span>związanych  ze  z<span class="_ _0"></span>równoważonym  rozwojem.  Pomimo <span class="_ _9"> </span>tego,  że <span class="_ _9"> </span>Grupa  nie  a<span class="_ _0"></span>ngażowała  w </div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">ustrukturyzowany <span class="_ _a"></span>sposób <span class="_ _a"></span> <span class="_ _a"></span>Interesariuszy <span class="_ _a"></span>w <span class="_ _a"></span>proce<span class="_ _1"></span><span class="ff2">s <span class="_ _a"></span>tworzenia <span class="_ _a"></span>Strategii, <span class="_ _a"></span>ich <span class="_ _a"></span>o<span class="_ _1"></span>czekiwania <span class="_ _a"></span>-<span class="_ _1"></span> <span class="_ _a"></span>przekazywane <span class="_ _a"></span>w <span class="_ _a"></span>trakcie </span></div><div class="t m0 x1 h2 y754 ff1 fs0 fc1 sc0 ls0 ws0">bezpośrednich  spotka<span class="_ _0"></span>ń,  konferencji <span class="_ _9"> </span>branżowych,  formalnej <span class="_ _9"> </span>korespondencji  <span class="ff2">-  </span>zostały <span class="_ _9"> </span>uwzględnione  w <span class="_ _9"> </span>procesie </div><div class="t m0 x1 h2 y755 ff2 fs0 fc1 sc0 ls0 ws0">projektowania dokumentu. </div><div class="t m0 x1 h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _1"></span> jest <span class="_ _1"></span>informowana <span class="_ _1"></span>o o<span class="_ _1"></span>piniach i<span class="_ _1"></span> interes<span class="_ _1"></span>ach stron,<span class="_ _1"></span> na <span class="_ _1"></span>które <span class="_ _1"></span>Grupa wywiera<span class="_ _1"></span> w<span class="_ _1"></span>pływ i <span class="_ _1"></span>które <span class="_ _1"></span>odnoszą s<span class="_ _1"></span>ię </div><div class="t m0 x1 h2 y122 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _5"> </span>działań <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>związanych <span class="_ _5"> </span>ze <span class="_ _b"> </span>zrównoważonym <span class="_ _b"> </span>rozwojem, <span class="_ _b"> </span>jeśli <span class="_ _b"> </span>są <span class="_ _5"> </span>to <span class="_ _b"> </span>informacje <span class="_ _b"> </span>znaczące <span class="_ _b"> </span>z <span class="_ _5"> </span>punktu <span class="_ _b"> </span>widzenia </div><div class="t m0 x1 h2 y757 ff2 fs0 fc1 sc0 ls0 ws0">nadzorowania Grupy i jej biznesu. </div><div class="t m0 x1 h2 y124 ff1 fs0 fc1 sc0 ls0 ws0">Więcej informacji <span class="_ _1"></span>o <span class="_ _1"></span>sposobie informo<span class="_ _1"></span>wania Zarządu i <span class="_ _1"></span>Rady <span class="_ _1"></span>Nadzorczej znajduje <span class="_ _1"></span>się <span class="_ _6"></span>ujawnieniach <span class="_ _1"></span>ramach wymogów </div><div class="t m0 x1 h2 y125 ff2 fs0 fc1 sc0 ls0 ws0">ujawnieniowych ESRS GOV2 i GOV5 niniejszego Sprawozdania. </div><div class="t m0 xc hf y796 ff2 fs1 fc7 sc0 ls0 ws0">1.6.2.<span class="ff5"> <span class="_ _d"> </span></span>Analiza <span class="ff1">podwójnej</span> <span class="ff1">istotnośc<span class="_ _0"></span>i<span class="ff2"> </span></span></div></div><div class="c x1 y260 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">SBM-2<span class="lsc">  </span> IRO-1<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y4ac ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _7"></span>2024 <span class="_ _8"></span>roku <span class="_ _8"></span>zostało <span class="_ _8"></span>przeprowadzone <span class="_ _8"></span><span class="ff2">w <span class="_ _8"></span>Grupie <span class="_ _7"></span>UNIMOT<span class="_ _1"></span> <span class="_ _7"></span>po<span class="_ _1"></span> <span class="_ _7"></span>raz <span class="_ _8"></span>pierwszy <span class="_ _8"></span>badanie <span class="_ _8"></span><span class="ff1">podwójnej <span class="_ _8"></span>istotności, <span class="_ _8"></span>którego <span class="_ _7"></span>c<span class="_ _1"></span>elem </span></span></div><div class="t m0 x1 h2 y797 ff1 fs0 fc1 sc0 ls0 ws0">było <span class="_ _a"></span>ustalenie <span class="_ _4"></span>dla <span class="_ _a"></span>całej <span class="_ _4"></span>Grupy <span class="_ _a"></span>Kapitałowe<span class="_ _1"></span>j <span class="_ _a"></span>kluczowych <span class="_ _a"></span>grup <span class="_ _4"></span>interesariuszy <span class="_ _a"></span>oraz <span class="_ _4"></span>istotnych <span class="_ _a"></span>wpływów, <span class="_ _4"></span>ryzyk <span class="_ _a"></span>i <span class="_ _a"></span>szans </div><div class="t m0 x1 h2 y798 ff1 fs0 fc1 sc0 ls0 ws0">związanych <span class="_ _7"></span>z <span class="_ _8"></span>zagadnieniami <span class="_ _8"></span>zrównow<span class="_ _1"></span>ażonego <span class="_ _7"></span>rozwoju. <span class="_ _8"></span>Analiza <span class="_ _8"></span>podwójnej <span class="_ _7"></span>istotno<span class="_ _1"></span>ści <span class="_ _7"></span>została <span class="_ _8"></span>przeprowadzona <span class="_ _7"></span>z<span class="_ _1"></span>godnie </div><div class="t m0 x1 h2 y43e ff2 fs0 fc1 sc0 ls0 ws0">z wytycznymi opisanymi w standardach ESRS oraz d<span class="_ _0"></span>odatkowymi publikacjami EFRAG w tym zakresie. <span class="_ _1"></span> </div><div class="t m0 x1 h2 y799 ff1 fs0 fc5 sc0 ls0 ws0">W opisie procesu badania podwójnej istotności oraz w rap<span class="_ _8"></span>o<span class="_ _1"></span>rcie uwzględniono poniższe wymogi ujawnieniowe:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y79a ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">ESRS <span class="_ _6"></span>1 <span class="_ _6"></span>rozdział <span class="_ _1"></span>3 <span class="_ _6"></span>–<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>definicja <span class="_ _a"></span>oraz <span class="_ _1"></span>parametry <span class="_ _6"></span>istotności <span class="_ _6"></span>wpływu <span class="_ _6"></span>i <span class="_ _6"></span>istotnośc<span class="_ _1"></span>i <span class="_ _1"></span>finansowej<span class="_ _1"></span>, <span class="_ _6"></span>a <span class="_ _6"></span>także <span class="_ _6"></span>zależności </span></span></div><div class="t m0 xc h2 y79b ff1 fs0 fc1 sc0 ls0 ws0">pomiędzy <span class="_ _6"></span>nimi <span class="_ _a"></span>zostały <span class="_ _6"></span>o<span class="_ _1"></span>mówione <span class="_ _a"></span>podczas <span class="_ _6"></span>warsztatów, <span class="_ _a"></span>w <span class="_ _a"></span>których <span class="_ _6"></span>udział <span class="_ _a"></span>wzięli <span class="_ _a"></span>kluczowi <span class="_ _a"></span>managerowie <span class="_ _6"></span>GK </div><div class="t m0 xc h2 y79c ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT. Parametry oceny zostały użyte w ocenie zidentyfikowanych wpływów oraz ryzyk i szans.<span class="ff2"> </span></div><div class="t m0 xa h11 y387 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">ESRS <span class="_ _c"> </span>1 <span class="_ _b"> </span>AR<span class="_ _1"></span> <span class="_ _b"> </span>16 <span class="_ _c"> </span>- <span class="_ _c"> </span><span class="ff1">pełna <span class="_ _c"> </span>lista <span class="_ _c"> </span>90. <span class="_ _c"> </span>zagadnień <span class="_ _b"> </span>zos<span class="_ _1"></span>tała <span class="_ _c"> </span>przedyskutowana <span class="_ _b"> </span>podczas <span class="_ _c"> </span>warsztatu <span class="_ _c"> </span>z <span class="_ _c"> </span>kluczowymi </span></span></span></div><div class="t m0 xc h2 y79d ff1 fs0 fc1 sc0 ls0 ws0">managerami <span class="_ _c"> </span>GK  UNIMOT, <span class="_ _9"> </span>w <span class="_ _9"> </span>wyniku <span class="_ _9"> </span>którego <span class="_ _9"> </span>wstępnie  zi<span class="_ _8"></span>dentyfikowano  obszary<span class="_ _0"></span> <span class="_ _9"> </span>nieistotne.<span class="_ _1"></span> <span class="_ _9"> </span>Następnie </div><div class="t m0 xc h2 y79e ff1 fs0 fc1 sc0 ls0 ws0">kompletna lista zagadnień została również oceniona z perspektywy <span class="_ _0"></span>is<span class="_ _1"></span>totności finansowej.<span class="ff2"> </span></div><div class="t m0 xa h11 y79f ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">ESRS 2 SBM-<span class="ls1">2 </span>- <span class="ff1">wymóg określający sposób, w jaki <span class="_ _8"></span>uw<span class="_ _1"></span>zględniono interesariuszy w badaniu istotności.<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xc h2 y7a0 ff1 fs0 fc1 sc0 ls0 ws0">Zidentyfikowano kluczowych interesariuszy, nawiąz<span class="_ _0"></span>ano z nimi współpracę w postaci spotkania dialogowego </div><div class="t m0 xc h2 y7a1 ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _8"></span>badania <span class="_ _8"></span>ankietow<span class="_ _1"></span>ego <span class="_ _8"></span>i <span class="_ _8"></span>uw<span class="_ _1"></span>zględniono <span class="_ _8"></span>ich <span class="_ _8"></span>opinię p<span class="_ _8"></span>rzy<span class="_ _1"></span> <span class="_ _8"></span>wyborze <span class="_ _0"></span>istotnych <span class="_ _8"></span>te<span class="_ _1"></span>matów, <span class="_ _8"></span>które <span class="_ _8"></span>Grupa <span class="_ _8"></span>raportuje </div><div class="t m0 xc h2 y7a2 ff2 fs0 fc1 sc0 ls0 ws0">w niniejszym Sprawozdaniu. </div><div class="t m0 xa h11 y7a3 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">ESRS 2 IRO-<span class="lsd">1 </span>- <span class="ff1">wymogi określające jakie informacje na temat procesu badania istotności należy ujawnić w </span></span></span></div><div class="t m0 xc h2 y7a4 ff2 fs0 fc1 sc0 ls0 ws0">raporcie.  </div><div class="t m0 xc h2 y7a5 ff2 fs0 fc1 sc0 ls0 ws0">W Sprawozdaniu <span class="_ _1"></span>przedstawiono<span class="_ _1"></span> o<span class="_ _1"></span><span class="ff1">pis metody <span class="_ _1"></span>i <span class="_ _1"></span>założeń <span class="_ _1"></span>stosowanych <span class="_ _1"></span>w <span class="_ _1"></span>procesie, <span class="_ _1"></span>wraz <span class="_ _1"></span>z uwzględnieniem <span class="_ _1"></span>w </span></div><div class="t m0 xc h2 y7a6 ff1 fs0 fc1 sc0 ls0 ws0">nim <span class="_ _a"></span>łańcucha <span class="_ _a"></span>wartości, <span class="_ _a"></span><span class="ff2">przeprowadzonych <span class="_ _a"></span>konsultacji <span class="_ _a"></span></span>z <span class="_ _a"></span>interes<span class="_ _1"></span>ariuszami <span class="_ _6"></span>oraz <span class="_ _a"></span>z <span class="_ _a"></span>ekspertem <span class="_ _a"></span>zewnę<span class="_ _1"></span>trznym, </div><div class="t m0 xc h2 y336 ff2 fs0 fc1 sc0 ls0 ws0">oceny <span class="ff1">zidentyfikowanych wpływów a takż<span class="_ _0"></span>e ryzyk i szans.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 xa h11 y3f7 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">ESRS <span class="_ _a"></span>2 <span class="_ _6"></span>SBM-<span class="ls1">3 <span class="_ _a"></span></span>- <span class="_ _a"></span><span class="ff1">wymóg <span class="_ _6"></span>dotyc<span class="_ _1"></span>zący <span class="_ _6"></span>wyników <span class="_ _a"></span>badania <span class="_ _a"></span>istotności <span class="_ _a"></span>w <span class="_ _a"></span>formie <span class="_ _6"></span>listy <span class="_ _a"></span>istotnych <span class="_ _a"></span>wpływów, <span class="_ _6"></span>ryzyk <span class="_ _a"></span>i </span></span></span></div><div class="t m0 xc h2 y7a7 ff2 fs0 fc1 sc0 ls0 ws0">szans wraz z ich opisem. </div><div class="t m0 xc h2 y7a8 ff1 fs0 fc1 sc0 ls0 ws0">Wynikiem  przeprowadzonego <span class="_ _9"> </span>proces<span class="_ _1"></span>u  badania <span class="_ _9"> </span>istotnoś<span class="_ _1"></span>ci  jest  lista <span class="_ _9"> </span>istotnych  wpływów,  ryzyk  i  szans </div><div class="t m0 xc h2 y7a9 ff2 fs0 fc1 sc0 ls0 ws0">przedstawiona w tabeli 1-<span class="ls1">16.</span> niniejszego Sprawozdania. </div><div class="t m0 x1 h2 y7aa ff1 fs0 fc5 sc0 ls0 ws0">Narzędzia badania oraz zaangażowanie interesariuszy<span class="ff2 fc1"> </span></div><div class="t m0 x1 h2 y7ab ff1 fs0 fc1 sc0 ls0 ws0">Badanie <span class="_ _b"> </span>istotnoś<span class="_ _1"></span>ci<span class="ff2">, <span class="_ _c"> </span>przeprowadzone <span class="_ _b"> </span>w <span class="_ _c"> </span>okresie <span class="_ _c"> </span>od <span class="_ _c"> </span>lipca <span class="_ _c"> </span>do <span class="_ _c"> </span></span>października <span class="_ _b"> </span>2024 <span class="_ _c"> </span>ro<span class="_ _1"></span>ku <span class="_ _b"> </span>we<span class="_ _1"></span> <span class="_ _b"> </span>w<span class="_ _1"></span>spółpracy <span class="_ _b"> </span>z <span class="_ _c"> </span>zes<span class="_ _1"></span>połem </div><div class="t m0 x1 h2 y7ac ff1 fs0 fc1 sc0 ls0 ws0">niezależnych <span class="_ _17"> </span>ekspertów<span class="_ _1"></span><span class="ff2"> <span class="_ _17"> </span></span>z <span class="_ _17"> </span>Akademii <span class="_ _17"> </span>Górniczo<span class="ff2">-Hutnicze<span class="_ _1"></span>j <span class="_ _17"> </span>w <span class="_ _17"> </span>Krakowie<span class="_ _1"></span><span class="ls2">, <span class="_ _17"> </span></span></span>rozpoczęło <span class="_ _17"> </span>się <span class="_ _f"> </span>od <span class="_ _17"> </span>analizy <span class="_ _17"> </span>czynników </div><div class="t m0 x1 h2 y7ad ff1 fs0 fc1 sc0 ls0 ws0">napędzających <span class="_ _8"></span>zrównoważony <span class="_ _8"></span>rozwó<span class="_ _1"></span>j. <span class="_ _8"></span>Dla <span class="_ _8"></span>przeprowadzenia <span class="_ _8"></span>a<span class="_ _1"></span>nalizy <span class="_ _8"></span>podwójnej <span class="_ _8"></span>istotnośc<span class="_ _1"></span>i <span class="_ _8"></span>konieczna <span class="_ _8"></span>była <span class="_ _8"></span>identyfikacja </div><div class="t m0 x1 h2 y7ae ff1 fs0 fc1 sc0 ls0 ws0">interesariuszy <span class="_ _1"></span>i <span class="_ _6"></span>przeprowadzenie <span class="_ _6"></span>z <span class="_ _6"></span>nimi <span class="_ _6"></span>dialogu <span class="_ _1"></span>w <span class="_ _6"></span>tematach <span class="_ _6"></span>zrówno<span class="_ _1"></span>ważonego <span class="_ _1"></span>rozwoju. <span class="_ _6"></span>Następnie <span class="_ _6"></span>przeprowadzono<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf42" class="pf w0 h0" ><div class="pc pc42 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">66<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">badanie <span class="_ _1"></span>podwójnej <span class="_ _1"></span>istotnośc<span class="_ _1"></span>i z <span class="_ _1"></span>u<span class="_ _1"></span>działem <span class="_ _1"></span>interesariuszy <span class="_ _1"></span>i <span class="_ _1"></span>menadżerów <span class="_ _1"></span>Grup<span class="_ _1"></span>y <span class="_ _1"></span>UNIMOT. <span class="_ _1"></span>Wynikiem <span class="_ _1"></span>tych <span class="_ _1"></span>działań<span class="_ _1"></span> s<span class="_ _1"></span>tało </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _4"></span>określenie <span class="_ _4"> </span>przez <span class="_ _4"> </span>Grupę <span class="_ _5"> </span>tematów <span class="_ _4"></span>zrówno<span class="_ _1"></span>ważonego <span class="_ _4"></span>rozwoju, <span class="_ _4"></span>które <span class="_ _4"> </span>s<span class="_ _1"></span>ą <span class="_ _a"></span>is<span class="_ _1"></span>totne <span class="_ _4"></span>w <span class="_ _4"></span>zakresie <span class="_ _4"> </span>w<span class="_ _1"></span>pływu <span class="_ _4"></span>Grupy <span class="_ _4"></span>na <span class="_ _4"></span>te </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">tematy  oraz  wpływu  tematów  zrównoważoneg<span class="_ _1"></span>o  rozwoju  na  Grupę.  Szczegółowe  opisy  prowadzonych  badań </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">(stosowanych <span class="_ _1"></span>metod <span class="_ _1"></span>oraz wyników),<span class="_ _1"></span> s<span class="_ _1"></span>potkań warsztatowych <span class="_ _1"></span>oraz <span class="_ _1"></span>dialogowych <span class="_ _1"></span>zostały <span class="_ _1"></span>przedstawione <span class="_ _1"></span>w <span class="_ _6"></span>poniższych </div><div class="t m0 x1 h2 y1a3 ff2 fs0 fc1 sc0 ls0 ws0">punktach.  </div><div class="t m0 xa h11 y42e ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Spotkanie 1/ Warsztat 1  </span></span></div><div class="t m0 xc h2 y7af ff1 fs0 fc5 sc0 ls0 ws0">Mapowanie interesariuszy i analiza podwójnej istotności –<span class="ff2"> 17.07.2024 r., Katowice </span></div><div class="t m0 xc h2 y257 ff1 fs0 fc1 sc0 ls0 ws0">Udział: Dyrektor ds. Relacji Inwestorskich i ESG w UNMOT S.A., Koordynator ds. zrównoważonego rozwoju </div><div class="t m0 xc h2 y1a7 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A., prof. Paweł Bogacz i dr Przemysław Grzy<span class="_ _0"></span>wacz z Akademii<span class="_ _1"></span><span class="ff2">-</span>Górniczo Hutniczej w Krakowie.<span class="ff2"> </span></div><div class="t m0 xc h2 y7b0 ff1 fs0 fc1 sc0 ls0 ws0">Tematyka <span class="_ _e"> </span>spotkania: <span class="_ _e"> </span>rozważenie <span class="_ _e"> </span>c<span class="_ _1"></span>zynników <span class="_ _e"> </span>napędzających <span class="_ _e"> </span>zrównoważony <span class="_ _e"> </span>rozwój, <span class="_ _e"> </span>kt<span class="_ _1"></span>óre <span class="_ _e"> </span>wynikają <span class="_ _e"> </span>z </div><div class="t m0 xc h2 y7b1 ff1 fs0 fc1 sc0 ls0 ws0">wytycznych <span class="_ _c"> </span>prawnych <span class="_ _c"> </span>(poszczególne <span class="_ _9"> </span>tematy <span class="_ _c"> </span>dla <span class="_ _c"> </span>ESRS <span class="_ _c"> </span>E1<span class="_ _1"></span>, <span class="_ _c"> </span>ESRS <span class="_ _c"> </span>E5, <span class="_ _c"> </span>ESRS <span class="_ _9"> </span>S1, <span class="_ _c"> </span>ESRS <span class="_ _9"> </span>G1), <span class="_ _c"> </span>omówienie </div><div class="t m0 xc h2 y7b2 ff2 fs0 fc1 sc0 ls0 ws0">metodyki  mapowania <span class="_ _9"> </span>interesariuszy  wg <span class="_ _9"> </span>standardu  AA1000SES,  przedstawieni<span class="_ _1"></span>e  wytycznych <span class="_ _9"> </span>i  sposobu </div><div class="t m0 xc h2 y7b3 ff1 fs0 fc1 sc0 ls0 ws0">przeprowadzenia analizy podwójnej istotności.<span class="ff2"> </span></div><div class="t m0 xc h2 y7b4 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa h11 y3df ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Spotkanie 2/ Warsztat 2 </span></span></div><div class="t m0 xc h2 y3e1 ff1 fs0 fc5 sc0 ls0 ws0">Wpływ interesariuszy na Grupę UNIMOT <span class="ff2">- 03.09.2024 r., on-line, MS Teams </span></div><div class="t m0 xc h2 y3e2 ff1 fs0 fc1 sc0 ls0 ws0">Udział: <span class="_ _6"></span><span class="ff2 ls1">53<span class="ls0"> <span class="_ _6"></span>o<span class="_ _1"></span>soby</span></span>, <span class="_ _6"></span>w <span class="_ _6"></span>tym: <span class="_ _a"></span>4 <span class="_ _6"></span>cz<span class="_ _1"></span>łonków <span class="_ _6"></span>Zarządu <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>S.A., <span class="_ _6"></span>przedstawiciele <span class="_ _a"></span>zarządów <span class="_ _6"></span>Spółek <span class="_ _a"></span>zależnych, </div><div class="t m0 xc h2 y490 ff1 fs0 fc1 sc0 ls0 ws0">managerowie Grupy, prof. Paweł Bogacz. <span class="ff2"> </span></div><div class="t m0 xc h2 y7b5 ff1 fs0 fc1 sc0 ls0 ws0">Tematyka <span class="_ _6"></span>s<span class="_ _1"></span>potkania: <span class="_ _a"></span>metodologia <span class="_ _6"></span>prowa<span class="_ _1"></span>dzenia <span class="_ _6"></span>b<span class="_ _1"></span>adania <span class="_ _6"></span>po<span class="_ _1"></span>dwójnej <span class="_ _a"></span>istotności, <span class="_ _a"></span>przedstawienie <span class="_ _a"></span>wyników <span class="_ _6"></span>w </div><div class="t m0 xc h2 y27 ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _17"> </span>zaintere<span class="_ _1"></span>sowania <span class="_ _17"> </span>inte<span class="_ _1"></span>resariuszy <span class="_ _17"> </span>Grupą <span class="_ _f"> </span>oraz <span class="_ _f"> </span>przeprowadzenie <span class="_ _17"> </span>badania <span class="_ _f"> </span>w <span class="_ _f"> </span>zakresie <span class="_ _f"> </span>wpływu </div><div class="t m0 xc h2 yae ff1 fs0 fc1 sc0 ls0 ws0">interesariuszy na Grupę. <span class="ff2"> </span></div><div class="t m0 xc h2 yaf ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa h11 yb0 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Panel interesariuszy Grupy UNIMOT </span></span></div><div class="t m0 xc h11 yb1 ff2 fs0 fc5 sc0 ls0 ws0">19.09.2024<span class="ff5"> <span class="_ _13"></span><span class="ff2">, on-line, MS Teams </span></span></div><div class="t m0 x15 h2 yb2 ff1 fs0 fc1 sc0 ls0 ws0">Udział: 47 osób reprezentujących każdą z grup kluczowych interesariuszy Grupy UNIMOT. Moderator: prof. </div><div class="t m0 x15 h2 y129 ff1 fs0 fc1 sc0 ls0 ws0">Paweł <span class="ff2">Bogacz. </span></div><div class="t m0 x15 h2 y12a ff2 fs0 fc1 sc0 ls0 ws0">Zakres: <span class="_ _8"></span>Przeprowadzenie <span class="_ _8"></span>specjalistycznego <span class="_ _7"></span>ba<span class="_ _1"></span>dania <span class="_ _7"></span>dialogowego <span class="_ _8"></span>interesariuszy <span class="_ _8"></span>(panel <span class="_ _8"></span>interes<span class="_ _1"></span>ariuszy <span class="_ _7"></span>on<span class="_ _1"></span>-line </div><div class="t m0 x15 h2 y15b ff1 fs0 fc1 sc0 ls0 ws0">wśród <span class="_ _7"></span>interesariuszy <span class="_ _8"></span>kluczowych, <span class="_ _7"></span>w <span class="_ _8"></span>tym <span class="_ _7"></span>wypełnienie <span class="_ _8"></span>ankiety <span class="_ _7"></span>istotności <span class="_ _7"></span>wpływu <span class="_ _8"></span>dla <span class="_ _7"></span>Grupy <span class="_ _7"></span>UNIMOT <span class="_ _8"></span>i <span class="_ _7"></span>ł<span class="_ _1"></span>ańcucha </div><div class="t m0 x15 h2 y7b6 ff1 fs0 fc1 sc0 ls0 ws0">wartości Grupy UNIMOT oraz dla poszczególnych periodów czasowych<span class="ff2">. </span></div><div class="t m0 x15 h2 y7b7 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x15 h2 y7b8 ff2 fs0 fc5 sc0 ls0 ws0">Przebieg panelu dialogowego interesariuszy:<span class="fc1"> </span></div><div class="t m0 x15 h2 y7b9 ff2 fs0 fc5 sc0 ls0 ws0">1)<span class="fc1">  <span class="ff1">Kluczowa <span class="_ _9"> </span>rola  zrównoważonego <span class="_ _9"> </span>rozwoju  i <span class="_ _9"> </span>interesariuszy <span class="_ _9"> </span>w<span class="_ _1"></span> <span class="_ _9"> </span>tym  procesie,  w <span class="_ _9"> </span>tym  ze <span class="_ _9"> </span>szczególnym </span></span></div><div class="t m0 x15 h2 y7ba ff1 fs0 fc1 sc0 ls0 ws0">uwzględnieniem wytycznych Unii Europejskiej.<span class="ff2"> </span></div><div class="t m0 x15 h2 y728 ff2 fs0 fc5 sc0 ls0 ws0">2) <span class="fc1">Przedstawienie metodyki <span class="ff1">określania istotności zagadnień zrównoważonego rozwoju.</span> </span></div><div class="t m0 x15 h2 y7bb ff2 fs0 fc5 sc0 ls0 ws0">3)<span class="fc1"> <span class="ff1">Przeprowadzenie analizy istotności zagad<span class="_ _0"></span>nień zrównoważonego rozwoju:<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x65 h11 y3d0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">część otwarta, ogólna,<span class="ff2"> </span></span></span></div><div class="t m0 x65 h11 y7bc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">część zamknięta, szczegółowa.<span class="ff2"> </span></span></span></div><div class="t m0 x15 h2 y7bd ff2 fs0 fc5 sc0 ls0 ws0">4) <span class="ff1 fc1">Podsumowanie i przyjęcie wartości istotności zag<span class="_ _0"></span>adnień.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x15 h2 y7be ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x15 h2 y3e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>ramach <span class="_ _8"></span>przeprowadzenia <span class="_ _7"></span>an<span class="_ _1"></span>alizy <span class="_ _7"></span>istotno<span class="_ _1"></span>ści <span class="_ _8"></span>zagadnień <span class="_ _7"></span>zrówno<span class="_ _1"></span>ważonego <span class="_ _7"></span>ro<span class="_ _1"></span>zwoju, <span class="_ _8"></span>podczas <span class="_ _7"></span>czę<span class="_ _1"></span>ści <span class="_ _8"></span>otwartej, </div><div class="t m0 x15 h2 y7bf ff1 fs0 fc1 sc0 ls0 ws0">interesariusze <span class="_ _4"></span>wzięli <span class="_ _4"> </span>udział <span class="_ _5"> </span>w <span class="_ _5"> </span>dyskusji <span class="_ _4"></span>(badaniu <span class="_ _4"> </span>jakoś<span class="_ _1"></span>ciowym), <span class="_ _4"></span>którą <span class="_ _4"></span>inicjowały <span class="_ _5"> </span>pytania <span class="_ _4"> </span>dotyczące <span class="_ _5"> </span>celów </div><div class="t m0 x15 h2 y7c0 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowych, społecznych i zarządczych oraz ic<span class="_ _1"></span>h wagi w zakresie <span class="_ _1"></span>wpływu na otoczenie Grupy UNIMOT. </div><div class="t m0 x15 h2 yc0 ff1 fs0 fc1 sc0 ls0 ws0">Dalsza <span class="_ _6"></span>narracja <span class="_ _a"></span>dyskusji <span class="_ _a"></span>była <span class="_ _a"></span>prowadzona <span class="_ _6"></span>w <span class="_ _a"></span>odniesieniu <span class="_ _a"></span>do <span class="_ _a"></span>poszczególnych <span class="_ _6"></span>grup <span class="_ _a"></span>ESRS<span class="_ _1"></span><span class="ff2">-</span>ów <span class="_ _a"></span>tematycznych </div><div class="t m0 x15 h2 yc1 ff1 fs0 fc1 sc0 ls0 ws0">(10 <span class="_ _6"></span>grup <span class="_ _6"></span>tematycznych,<span class="_ _1"></span> <span class="_ _6"></span>wynikających <span class="_ _6"></span>z <span class="_ _a"></span><span class="ff2">kolejnych <span class="_ _a"></span>ESRS</span>ów <span class="_ _6"></span>tematycznych). <span class="_ _a"></span>Interesariusze <span class="_ _6"></span>mieli <span class="_ _6"></span>możliwość </div><div class="t m0 x15 h2 y7c1 ff2 fs0 fc1 sc0 ls0 ws0">wypo<span class="ff1">wiedzi w<span class="_ _1"></span> za<span class="_ _1"></span>kresie <span class="_ _1"></span>tematów, <span class="_ _1"></span>które <span class="_ _1"></span>uważają za <span class="_ _1"></span>istotne<span class="_ _1"></span> <span class="_ _1"></span>z <span class="_ _1"></span>punktu <span class="_ _1"></span>widzenia w<span class="_ _1"></span>pływu <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>i/lub </span></div><div class="t m0 x15 h2 y1cb ff1 fs0 fc1 sc0 ls0 ws0">jej łańcucha wartości na dany temat. Zada<span class="_ _0"></span>no łącznie 15 pytań.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x15 h2 y7c2 ff1 fs0 fc1 sc0 ls0 ws0">Następnie przeprowadzono<span class="_ _1"></span> czę<span class="_ _1"></span>ść s<span class="_ _1"></span>zczegółową, kluczową <span class="_ _1"></span>z analitycznego <span class="_ _1"></span>punktu <span class="_ _1"></span>widzenia <span class="_ _1"></span>ocenę <span class="_ _1"></span>istotności </div><div class="t m0 x15 h2 y7c3 ff1 fs0 fc1 sc0 ls0 ws0">wpływu. <span class="_ _4"></span>Została <span class="_ _4"></span>w <span class="_ _4"></span>tym <span class="_ _a"></span>c<span class="_ _1"></span>elu <span class="_ _a"></span>przygotowana <span class="_ _4"></span>specjalna <span class="_ _4"> </span>ankieta <span class="_ _4"></span>identyfikacji <span class="_ _4"></span>tematów <span class="_ _4"></span>istotnych <span class="_ _4"> </span>w<span class="_ _1"></span> <span class="_ _a"></span>zakresie </div><div class="t m0 x15 h2 y7c4 ff1 fs0 fc1 sc0 ls0 ws0">wpływu <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>oraz <span class="_ _c"> </span>jej <span class="_ _b"> </span>łańcucha <span class="_ _c"> </span>wartości. <span class="_ _b"> </span>Interesarius<span class="_ _1"></span>ze <span class="_ _b"> </span>mieli <span class="_ _b"> </span>za <span class="_ _b"> </span>za<span class="_ _1"></span>danie <span class="_ _b"> </span>przeanalizować <span class="_ _c"> </span>93 <span class="_ _b"> </span>tematy <span class="_ _b"> </span>i </div><div class="t m0 x15 h2 y7c5 ff1 fs0 fc1 sc0 ls0 ws0">podtematy <span class="_ _6"></span>(wynikających <span class="_ _a"></span>z <span class="_ _a"></span>ESRS<span class="_ _1"></span><span class="ff2">-</span>ów) <span class="_ _6"></span>pod <span class="_ _6"></span>k<span class="_ _1"></span>ątem <span class="_ _6"></span>rodzaju <span class="_ _a"></span>wpływu <span class="_ _a"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>i <span class="_ _a"></span>jej <span class="_ _a"></span>łańcucha <span class="_ _a"></span>wartości </div><div class="t m0 x15 h2 y7c6 ff1 fs0 fc1 sc0 ls0 ws0">(negatywny, <span class="_ _4"></span>pozytywny, <span class="_ _4"></span>rzeczywisty, <span class="_ _5"> </span>potencjalny) <span class="_ _4"></span>na <span class="_ _4"></span>kwes<span class="_ _1"></span>tie <span class="_ _a"></span>zrówno<span class="_ _1"></span>ważonego <span class="_ _a"></span>ro<span class="_ _1"></span>zwoju. <span class="_ _a"></span>Do<span class="_ _1"></span> <span class="_ _4"></span>oceny <span class="_ _4"></span>skali </div><div class="t m0 x15 h2 y1fd ff1 fs0 fc1 sc0 ls0 ws0">wpływu, <span class="_ _1d"> </span>jego <span class="_ _1d"> </span>zakresu <span class="_ _1d"> </span>o<span class="_ _1"></span>raz<span class="_ _0"></span> <span class="_ _1d"> </span>nieodwracalnego <span class="_ _1d"> </span>charakteru <span class="_ _1d"> </span>(w <span class="_ _1f"> </span>przypadku <span class="_ _24"> </span>wpływów<span class="_ _1"></span> <span class="_ _1d"> </span>rzeczywistych </div><div class="t m0 x15 h2 y548 ff1 fs0 fc1 sc0 ls0 ws0">negatywnych) <span class="_ _8"></span>oraz <span class="_ _7"></span>pr<span class="_ _1"></span>awdopodobieństwa <span class="_ _8"></span>wystąpienia <span class="_ _7"></span>(w <span class="_ _8"></span>przypadku <span class="_ _8"></span>wpływów <span class="_ _8"></span>potenc<span class="_ _1"></span>jalnych), <span class="_ _7"></span>przyjęto <span class="_ _8"></span>skalę<span class="_ _1"></span> </div><div class="t m0 x15 h2 y227 ff1 fs0 fc1 sc0 ls0 ws0">od <span class="_ _9"> </span>1  d<span class="_ _0"></span>o  5. <span class="_ _9"> </span>W  a<span class="_ _0"></span>spekcie <span class="_ _9"> </span>rodzaju<span class="_ _1"></span> <span class="_ _9"> </span>wpływu <span class="_ _9"> </span>analizowano <span class="_ _9"> </span>ro<span class="_ _1"></span>dzaj <span class="_ _9"> </span>rzeczywisty <span class="_ _9"> </span>(występujący<span class="_ _1"></span><span class="ff2">  obecnie) <span class="_ _9"> </span>oraz </span></div><div class="t m0 x15 h2 y321 ff1 fs0 fc1 sc0 ls0 ws0">potencjalny <span class="_ _1"></span>(występujący <span class="_ _1"></span>w <span class="_ _1"></span>przyszłości <span class="_ _1"></span>krótko <span class="_ _1"></span>(do 1 <span class="_ _1"></span>roku),<span class="_ _1"></span> <span class="_ _1"></span>średnio (do <span class="_ _1"></span>5 <span class="_ _1"></span>lat) <span class="_ _1"></span>i/lub <span class="_ _1"></span>długoterminowej <span class="_ _1"></span>(pow. </div></div></div><div class="pi" ></div></div><div id="pf43" class="pf w0 h0" ><div class="pc pc43 w0 h0"><img class="bi x7 y11 w6 hb" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAY8AAABUCAIAAAD1dizoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uy9abRkV3Um+O29z7n3xvCGfDlnKjWieQAJSRiEQNhlY1MYU65yGYONjRk8lMtT22276LIxTXeZoimXbVyNaVOY0WY0YIvBCCGQ0JBKzUpJKaUylfP05oi40zln7/4RLxOpkdcClaFor/etWOu9Fy/ivbgR93x3729/ex8yM/zzQkR0iaGAEhxFQVz5jSo0AiM4AjIgB2T8CygBAniAxs/1WMUqVvE9BffP75AMBAYMIALAJw+SAQN7KAACPOBX7oQCCvD4+QTQ6omxilV8z4H++cVWNSwDyEBKT6EeNRgAg/E4oIIBBDAgagQbP9wA45PUtYpVrGKVrb5jCICdDKYIT6IdAwFIgH7Tc3h806fetYpVrGKVrb6jmaAhESJg47AJmoAEGCAr4lQak9dJ2epJxES6ylarWMX3Jv4Z6lYUwNk4z9MMidSIDIR2hYRIUQFI5CKcggnkQA5gG5OYAUqrbLWKVayy1XchFVSBCTIkaSIGFUhFkI+PtWXwCD7jlBKL708onAEGGAHghKBAtnpqrGIVq2z1HYcAgsaaXA0Hj23/T38q5ahxqJxmifstjKvWy1y3S+ec+cJX/li+cWvW75HBCAokIEFX2WoVq1hlq+84zCyAPLFryuaGr48+9oWNUT2rd5onTDWIrEOhMNW56PWnTfY2ADkCICDACAmIsNUzYxWrWGWr7zhIqEVwAJYWb/6Lv7yoCevbskEsoQ42AQB+Ga6d7J33Qz8C5xAadN3YviCAg/EqW61iFats9d1Agpk11PZGSycO7M3VGEEQY6YKi60GyIDa7ulr8azNKDQWRcMQIAfIkK1aQ1exilW2+q6lgmwmRPfdsyMrfMAwoFn24Xg/RdHFBkTFEY2nXfccdJumkOOuIKAHZGMDgxmg/yzfmFWs4v/fadO35rcajZAl+MkGCECOYx4RzebouBEIEAEGciACI8CAPtpUZZyjZlCKE+KGQJPQFyRDQVCF8Te8moSRj70MUJ6nOIMMc9XSTOdxri6JnazRWZTTecepACd9nwACEIABYEAH6AaIYi5HDlRpfs8eO3a8Hg1TLo1w6TiRkMm64ZGyW2y64qqpTRsQoQ4nCkRgqwEjhA7mBJsGQLHy2uocLTA5AoZoJm3UoX6jGRj56vnz7SMAhNJhGZojTWniSGAOQkrOJ3CNPT1sMnRHQAsUGHWtgnWgXYDUwDCAzOOkDRgERTAEBhFyMk4R4lWjmYkIACi1TAmIABk8kAOgNGzqOu9NqYLYJyCZCZFqK0yaGqJcWEKM5DilJCwhBk/sJYchVrXLi6oddrp5tMbIGM7gCY7HLwoVkAJ8CylgFodOCDReKi5BGCBrgdRQzzQWbEgRSqAsGpNHShCocIBSW1PW8WYgAlhjLJ0DIEBnpX2MAohASBqJOSExOKWQjd8CILUtZ/2TNkPAYApeWU0JiCkFoT4IRjGkVkkdCwE8/rvKUEbUlFdCHmBNxMjAUIURjHXYDjpZcbLdTWmlZeQUGJCTCzhgrL7Y+B5oAjNGo7rXLwCoKgt/+2ylZeQsweURMLQes0gezZqYXGQUvgFGsAHYQTYYedURh5KimHVRVCRDsIeKaUGsqSZZcY97gMEGTuAI9AwIVnsuICi16tAc64bWMsAc00Jdri0YqogBCaAczjUqUszXdeq6kltAu+g5Q2GWxdopAAUZBJEEJGQkTZPqMkzOJPaiMMGINLPUHY4cdxK07XoChCCGRGgAAfIG1MbFvmtJpoE8Am41afz203Rb4ZekRqRCagZSIwhIiBAVSaO2bcdlIAGZOg4wJTDUQ3l8/vP/h61SSCVDhDtkRAYFmAGDGWJMPmNQAAIBhgzwMJAlEBlIlUwQk6mSdzAzaGS2lNh714TATpg4xCQQhnrmpq7zvIAmOEkawdGIo8KMhR0DZGBKBG0BJedhbA1ptGSU9RJYQQRQSkIYsXCyglOsS58Xptwqc8YEUIKGltkRsxo0mc+orOtulwntU9lKm7ZlEfG+CUmEzFRETBPbipmQnXzD+Wyw8Q3KBIOaqXAWkxmUnKiZWSKCpZSLJwMigShKqVHFOYIw+ZQUQFBjz0pkMNOUMQMgGAE0/qCMVj6tcYcbpZP3MBkAhKiZ5xBMBERE39Sx+y2xlaGBOTJZsYcTwuwRevRxNz8EnLI2PmiPSidm+WTtilabWC6g3vSiq0NeBO4x50MM7YkjeHT/GuIUyuTVe/HJkBgsKXN2xulu65loEvJMhZiQgpKgCVUncygVNz0A3wINpE0+JKKsddDukGThzJnus84JKLuQkepm9uXe/bT/SKesEQNEwWwAqSDxvTY8//LnZKedXlOupn01ik24404fDcMKyTCz5lBvtHUAGJZzckbdhoNj/+LnHkeaQKejBBPIqoP028YQMGBCgRoQhAwVIQOKNiEEFG4gOrF3AShx1oYRkCGXpci9Ijq0gEPKoiEaCv/kJdDGJlnwrtjz+JFjRxczNxVoZGahsSLLRdJVV58PKKMlGOBhDsDDDx9eWBrUbXAud3mHmWKoifV5V54bG2QZlLG0PHpw564Q4HzHuUxENNaXXXJ+v0t1WXcyicmzgByC2r6Dx/bsPdzJ18AyQmK0oFDH5toXPkdr5JKIyRLd/cCjZUQyTwRKwRFS10/m/OwLzoQ2gFV1K1nvgV2HhoM6F991kkg5z+tRmZLOrJ0491mbCInQAkTIYAxFq0agkPC1m3d0elPd3mRZlmTGFDs59XvFeedt+8byJwBo2pBlXoG6Ts6LCBRoGjyx78TuPXuGVemcY+bnXHrxlvXTRQZHMEW04L0naIzJOQ9gWLb33r8rmDTRehOTFpXiuH/E2MbNt6fYZOUlJE4nOYgZCkDYnnfVBTHCecBMVeVkVPht6FYDcA8kChBgQBsWb9zx4FveURyZ83lRwhzVqR3UTirJRbNua2s3rjtM9Uv/4j/7qy7zREgo6nLPP2zf/tY/2dDEgqP2aHm0lKn5xMZS5e60N7zm0v/wuyBCgpIFIafERsjI6sHev7n+7je/a1PVeGuDK2ufIttk4yQUj+X+vDf/4lVv3ECcI/Bkrjgxf+9b//TEl7++vo4xjJBRIpBxljiLfP1LLvztrWfJVNWbdKqRqha33/vxN/67DYbh4tJEfyo04dhUPHseRjja4zzJZM246OyXfPGvpjou14RK4fNVtnoGUNhKY3kCDOShhAQoKVMCU4GAr3zty7d+8Qf+2x85tgAVdjA4G3cYMCiBCTAQnUoyvHhHflS2//29H/z0p7+wMFdnkyLiY9DB8vJpWzfe8KVPb9zQMzCtXHIBw+/9/tvvuvveECKxVzXAmNLmTev+4QufWrtGYFgum/e+7wPveMef+qwv3AlBVbXI6Mdf+dK3v/33IQxHjhAT2ECgm756+zve8WfLS8mQkYEogGKv56//+0+ed+YaCoKANuA1P/2GUYtaRVgoBSEstsvPv+qyT33oPRN9B6ROt1sG+b/f/Z4bvvTVpflhTtmwGfiOU8XkxMTznnfFRz78Z2TM5J5Sv2ZSw4f++rN//F//fH6uCoG89yIQidDqFS9/6X/6o7dOdk8FLArAZ65NGqJlhRhw86273vfBjxw8cPiRXbuaJpLzw0E5OdWPdXXRBedc9+JrfvIn/s2F529IgYcLwzVr+uyojcE7f/v2u37uDb/ctF65Ky5HVLH4NB/+N6IljYyV4MvGVfj4ohc+/8Mf/BP2UDVmkm9aX98SWzXgrhIiYgblNrOa7n1w28N71pEm5+dDtVZ0IlUJboB85HwRiQfLrU/H77933QsuqclyQurJ6eefcyzY5uW631a11K0LPmqWkIiGuZTb78NwhIkuUjKVKMjUAIuZUlUt/MPXzlscbW5KjyZhVGatwibbzMtkmlr/3Bde2XSKovEoI1xV77hz4fbtW4/NniVZE4ZRzACn5JRZ+Yxzzutu3gafB6TAbbcdHv/s9Rcemj1j7fTRuuy2yVfxqvl2UgHw4iJ5dTncngceHX7ppt6/fImSkiOS1TTwmaCAGqAMzgGFJDjAGK2jQgzVYPHmrx/5w/8w1HDjG3/tRb/yi9nFl6LfUwMrMgBEUTiJZlCC4ORlO6Ykznc6RTI/GCaj3qANABznvrt2WOnEdE8BhgMSVnoXoG5i0HDbSrfbSZYyx3U9OHjo+NSUpAiYOZex65D0wFOj2lRdnueDavGTn/3SRZdd9tqf+bEyNV04YYRoKmRwJ+aGxFNmHYBACRTrxaW1a/o2TvwcUmsRRWtWJxZkpJ6hWSdrg+v0ihiDWet8oUi79xxYHKWiu9lblrsJzUInywdldfuOnXfe88QVzz7T01irWEFrMNWPfuIzy8PUxIK467LeaLSU+QDE+eUKcmo0kgLJCGoMFp/j8/+w/X3v/+Tddz84apqklpKHdTm6Tn8mKdVRHj+w/Mj7PvFXH/nUi198za+87tVXXX1+AkIw730VInun8OymRiMm6nYyUq0ANpA9OZ2jdErMCvAEI1NCYgQBD8s2GVKEEJg1puTkKXPmvqXoIIOIEQwN6zICsmbv3Tf7LAzd6FB36Wh/uNRrAoKijVnTFo36EOLS1smph++8IwiW2FUZDuSOn3uuXLCt7PoKdbSGsqR5SFmbslZ9vfjILswtIAvBJa+UAySMDMlaHDh85LNf3NRUVRYqH+pOG/LWsjb5eDwtdp5zhlx1/hOCpptjqmdSf/1Lfz83e3Sy40MaBdfWvm58Xfl2qQgneuFf/PzrMDPdeHcEdphaG8ztvvmmtc6OHH1cs0DcTsAyi4Q2oFbXGgeg9cPRDX/y7mS8IH6x6LZOVqnnGSBT5LBIGGWIBYjQBRyg1CI0eOyJB//jOyeGC2fPL/Gnb/zK639L73+EYhXYQCu96RV4GYynirfOeQLakKJ6ow6k12rhiploRd1KgvcrraNjlXdl/dQJ2cRUZJfYK7mqjUmNnURFVQfnyWXEvtsEGpZq1DfrV7VAJueW2zf/4f+x78gsSwGCavSezFC1TdnWCRSJA/kAF5BHQ6/rYwJoTBakQDS0iRrl2rgxGQxjMq8Eg4g4g4Hl8PE5Nd/EbGnEcFODhpuUJSqWhvGvPvQpMBRs4JViEME5HDg6e/f99y8MS8l7Uf2gDJBOMB+NF0dVtBVl5xtCEPGwSh/46+vf9Eu/tf2uR0a1K1u0yYF77PpGvRjzqpZOf8PiMA5qHgX59Oe+8vo3/fbnPn+PAsYYtY3zzmdeTUajAOuITGpyZlBDgktwAVlLWUAW4BNcHOvUlkfLk+UJmVqWzIVkSvAeJCfl5qfiW2IrBtq2hSBqbLGM4fLRxx8rEGFtQu0KKiUtdLjsyDC1IsQaN6Hrji3GnfuLhjdEmmiQ0I0uv/rHfmxuVOXc6UKyOmUhOVWfkEdks8vpwZ3RGvWEpE4BQiuaEd33lx86i3PPIbUhaTKzDJwbI6E/tTY/fVsDZOioAQZaLI/s2Lm2pumWqC3zZK5JWTBnPCjr/pYtGzaeDle0IgD30Vvcf6A6fNyF1Cu6RBRVATreo0cnaVc/zHZ1tquzWcpE+JHDfHyphSYgqq5SzzNKBW28uAIwBBqCGjzQDQGP7n3gHX/aeWjvpKaZOpzVoLv74M73fABt8tqOxypG0oh4ctziU2wrALJMfFYENSVhl8dgyUicJ3JPK8fC86gsfZ4lSxAmoe5EJ8ZGGP0JD0oAQqs+6xJnBEeSEeVtxOTUOp9NfO2WW2sd1ylbILIgpWZyqg82EBmbMRmRy2R5UPrxHEiGkZGjZMllokjsBEx5p8/iU4JzzMQEGgzKzBcGR5w1kaJJrz81GLXiuiD/lRtvrmqMmmBA1dQgxKgK3L/zgWhKQgYjobwoDAoxEn7s8UeNYUmhqm2rNo566P965399yx++rW61rEIyVxQ9VTPDaDRSjSlFn8lgMNiwYUu7XCb4JtLc/Oj3/re3PPDAMREW9gCaphGhXq9DhnK4TBT7fe88Qqqb2CrUmFRIvAsawOYLpm8AREZEeZGnBFW0bQRARM+ErQSgXJIz0WZLyPa9/9Pb5uuZtl0X01kDO2/RiuCOMy2SZ9/RRj2IYH3ozKHl4ce/6gaEBgaXKMOVV2x43hXLjgsu8sisTuEUnAW3pcb9n/hbV49KNGBCbVEwBPPRuXjHg+vqpqEhOReda8mFClRKkN5Bos0vuAZadIGOAgmzX9/Z2zN7rnbyqtzgpxB1yvXz4BEz2bClueziTPoo0Yuy3nj9qB7e+shpyzoV0QnotNRrpQMJ1FnO8+i7LkpIsfU02cbnHUO44YF16rohdVeHNDwzsADiFJIUwICTchuX5todD9/+pv91+VM3nB3QW24nFGsUm9sUvnzbo7/9Fj5wOKXRMoY1mwvWTUGfhnvG6R0pOEHIVjgDxk+tLdlT/BQUgGQryeE4P0o2LpCNx3aYjOtaRmZkiSwvumUVl4ftBz/8mZRgqWHHTWrVYla4JpTjBHCl5ZRaUKscjACKoARSUAIlozTOjPDkMr+tlPlFsuXh0ECJjTwZISUUeU+VzNzi4mjnzkdz780gIoCyUATuuvt+531eFCG1nKFJNZyJ42ixLKulQWpDBSGII3JlbR/9+Oc++rHrF+Yb7/tRyQzVcLBmatJSNTXhU1gqskar+V6HDx58Ynrjplhbr7u2DjI7X/7Sv/vNx/YccY7blIjIUapH890i9oroZNg2x5MuEqo8h1F0jgFt2irLBWibZui5clQ5qR21wkEoaGw0KjMyL2rjWZrfvm7VTdoyarJOYhxcfOBDn35WHWvAQIGE2LWUBS5GrU6SRwiNwwKFYBxHgx2f+NvrfvSHh5N5AdLM4znPOuPVL7t15129SsikytAIwaQTZCLgwRu+evYddxfXvQSOUCICBMSH9vMj+1mrKm8DTwxdEMn74rV1cxNTj0xlV1zz3JKzLigZJMOJr+9Y06QJcIIOcwxABZOSL7Puviy7+KUvGWfvUdABMErLX75tKqSWtPaIzIGlTM63+XTbTMKy2MxboMJy8IzSoRu/vvWnXlqmaL63Klw9E7sVEUU4wgS4gdbUZG2NNtz1m3+wZvuuMyenBkuzmeUNUmltxrzm8JETH/jE8U0bNvzW64ucavg0rCf6U0nSU+RbGv/IyqYMNWMoA2ZG0HFKcbKUbitDYxm0oqEkgmOQrlTWCQSDEpQNwFihTKAIIzNt2iTOTfXW33ff7o9+/KZffvWLUmq9ZC1kOBr2u71RpaDENpZpEsGMyE4V8ldqVcYwNWIywIzieLYaATAhsEUbLo/AuVrgTNRCbGOv6LVl7Tlrm9H27fdf/dzzklruvAHEJMDNX71TuFAbWzhC0pR5ApkphdaqUrMZB7amSZ6dE/fev/zYiWOjXm89UZ5SI2KO2rlj+ycnei950WUXX3ThwsLCV2/62hMHDm9ev35hYeh8tx62k52JheXjfHTus5+58Rd/4TX9rlx8wXl/9sd/VDcE6po6J3Weh0Fpf/4XH9y1+4BQZ1AOiCh3BG3WrZ3+tV/95ZnpibH5hMzYDJTWzUx2cj7lW2B6RmyFGii0FXFqctu97aHZoejBPqJIEq8sKcpp01ubuaViWHnjiDhCS+J7Mcw/tgdLC+XUphlAiOCtuOJim+ymxRM9Q22kBDbKI3VM19fh8E23Puu6F4ITMiGggJa7j05HCQjwPBGpiupZuuaylkcJGy65GOvWdMDUroxbz3Y+ugnE5VIXPF8uu1zCqOmgaDVbqsPm885HhtphmW0G0WmcO7C/6+ICpWGhCZJAapzWzvjDx7owE07OzGnrYtJm/vATW5vSTXQq6Gp49QwghJDgHJCipWoqUwyrg3/y7vTw41tdUS7O1tSWyBrmFkmASWYJ7f6PfnLDCy/PXnAlYp1NT6Ey80+uNCmZGY0FZDVSgzlLbJSgjHQquFphKxrPvIYY2AjGbIxxIAaDsRlAY0cg2GhlUSGBIE7UlIjqOsaW/vI9H3zFC8/devpWBWDQRERCNl5nBrOV+Y7jOj4ExoCyMa38x/ENiSIjsZ3kMaCtalVlqFoLYjNYTFCDmRB7nz2++4lTx8+AmTYtHzm0oEnaNrksTxpozLxJiYSIUuSExkFABMZdO/Y/umtfUUwDrmlaNk2pWjc9efjwwbe8+fd/5mde3inQNLZnz7/6pV/6jaNzVa+TNY1OdqaqMFwzs75ulm++5bbf/I3XAJiamvrhH36JnEzQVaMTVwZ85GOfqsqBiTlyMSbOMgF3svw1r/rBfvENKwWvqGhgQkrGbGb2zdsjfGvrrUnJUCO55erBv/rMWYs00XAgVngfpKhFkW15+cu2Pe/K1jnAksShb+DDhrradmB2cOvtHmGyRhahEnDhaVsufVayJoOxWSIokCs8wplKs3//NTo6m9jGttHOIKVbHuiE1Aob6ZpGO9F8RF5SBrbe5Ate++q6W1CIGLWI5YFDu4YP7OyXpaCEhIGVyIiRuhCX6FkXXdY771xLtUqMaGi0uPy5L04cPN6NjXIgS0XSPIGA9Iprs8kpB67IQpcjmkUeHi/KhX2PYvvdvVALwir1PJNEMEICEiFkVDjog7vv/tlf3ffej26o60bLITfI/KE8H2a5F+9VEUY+DIt9++/8rbfNv+sj2ZLWmuaLU8XAk+xDCeNqIyVDSqRsiS2IRbbEFslO2hZWbiuRmCQhHd88zEMzrLjkWeHJAAObEbWghqgxVN4TgKpsOp3pPbuPvv3t75qbW44JZujmk1UZyByrsDIbWImMDR7ASqVeCSpkzOZYRcaPRAAi4Rubmhw/eiQTZ5ZArfggnDwUKTrm0LbeuXvvuWduvhov86hJYR9+/23lkGPjGDlBzIwFpqoKoU5s3PJC08ZaAV9kozK97W3vLCs2zWLLwq7o5N5ZvTz7v/zqm179b3+gcMEh5lKee9bUW9/yG6PFY81wgZOGOrLPBqMakEd27Xli7zwDuUCsJW0YDVlNVmsoC2cW29yxI+oWPe+8Rc19Eaqml8Gj8Qge0ZmKqZhpVAKYjABN+s27uXxrbBVCYF1GyQePDW558LyRnN7SaQM5d4nPG/C5Q+bc45XXuR+6+tBadyQL85NYmMKwp8TN2iYcvv9eQ4WEkYuLmcMkd684d1jwUHQpx2LHljoYejSI+aj0+08M9x2K4/OFgJaqB/eUcZm6uWoaWl0XXHf8iDQV3f6FZ3ef/+x5keABn0Zh7mO3Xz+y0YAr1+8f983SJJ3IYtvNYzdfdPbsl/2ArulTRLcupxFkfrDzfR89o2rXpjTTpHWVbhymTY2ui9AfeUFnzQzALdQ5KVLKxUiCO3gUN2zHkYV8VWV/ZohwgihYpgSk+/7sL/XW+88cRgnNyIWUZ3UMi9P9klkSCiMSzfsybUkeeGz729618PmbIDLHK+saT17fY1c2bKwyMdL4Rkh4inZlwDjnW8n6xJhMyBzMwVaMoycF2/GzxnuMRKLQ6WYhtm3b9vsT5Sioyvv/6sOP7jokAmG0rfaKPsAEIRAbMQjjv/ykMj7BsQopiwmZsAlofNX+hrB24sQJ55yZEqvPzHvy3gksd76uqhTTnt17jh45uuILMIXh3f/t/YKuJtftTqdomThSMwVMhLK61oW5UZb7YTMCsGfviTvuuMu7jpNCJNOk1WgYY33Wmaf9h9/5lU4uuQOjho26Bb7v6suefcl5U/0ug3LnQlKXZWXVlmV98823mQEGEWNqUlxEWnQSSBPD2qrUFDPvy+Gw4wsGIUFIQgtGw6gZDVMgUiIjxBRiaGvAvPdPW+77FjDdteTPh5u7886tNjSM5jruQN8fzXiIUYnZdmoCF1+BV/zoMe8vKjZuXYxc4oiXg718gGZ47/0z9eDxHkRlpulilLsrvu/xfm+uWxROzhnQ5bPo5hP7spKz+rTShtuP5MG1gpJbLNyvu289G9JtqElrlnudtombh7pR02HXbHzty+K66Q46y8hCRr39dt1bPr91cfHcKDa02XxybTOzdQ5n93vz5YF9m13nF/5NwoRFLYs+EvCVe/L7Hi8dP95xwfxmWT80299JR3th4szz5GXff1c3X8o6WRCwDEQnGr2ykoMf/gKS1RyBiEbRAAnBLEINAdoiAgm2ymZPh9IDBXLViPm46x7+1OeeMxz2mgXWRS9aZmlYGOpdPTpeUtinXLvT2+GWQ8WGvdN9C1q+/zPFY49vxHCAah6hTYTkWuRDCLUoSmNo6Yk0H1nRcC9wEeHtpAJCpzZjO2VSJE2cVEJ0jXGjUoMbAhwgCImR3FCtr2nS4A2uHhWkk50+LdZPuCJlxdr+xgs+fv0Ng4gAZN0wqo4TAhlgYuDxTFolVQAcTVqwKmJiNnIqZNIkGVGaNCtsZVfLaA4tZFBa0k7O0+VibEPSji7E4wNdKCbWLCxnals//ZkbmdUw8uIP7lveXc4Ns2h5OxgdzVxgMTgf2I+SJYmdLOzbey+s66ivwGN7H57ZvLaldqlegtOgsT8xLdz5iVe9lERdJmbcNnAyZdbLst613/9Dg7ZqpQ6+9tRq2/Q6PbH8C5+/kU4RCeXOr2e/yXQN5xOJku/kTta1deEzNZkzamLriZlyAJPABNAbd00C7Hwm3uVFl8iN73lGbMXIhBB16b77mmYU0KTYZuOQzXWCdNedeRaEMTWxZvOmwajsBFkX/VSp/SatN9c8vBePHibAKcEIebHhwmflp21iJbfUpCYO2UbVoENZ1dYpxdEjjyJAGIXGfTfeHGNISKqJCRyaXidfqpcNebZ2/Yarr2yco6Q5oJzmP/spN79ERgokMlEjwEOGg5Kkt/ni89k5J0KTXbOEtt3+mb8jmKVAKZCXYTVynKessC0bN2zZtuY5l3fWzHhlrs1aBVFjKQB75w/v/btPO40A4BgCBca9qifXhK70R63imys2gBIero9nDe77g/ecvpT2xcH+abRFXtWVnGMAACAASURBVARMNrQuZufWPbXi2GRn6Yy19UuvoDe/6rJ3/vq//i9v/pE/+f01r7h2cfaw07pIbT42D6ST5+hJFZ0MrP+0E8roScYuxyxt0zhhcShHw7Ksb/jSVw4dPGFAXbVFp39yWf0PXa9iDOMSvqoyM0AE8t4zk4h471PSL3z+S8tlqaCYbMeOezWEGIIT6RSFaooxmiXAmNkMRhgOR2bmvRhw+PCx+fl54hUGYOaUkqpefvnlnQ4DRDR+ohGBGBdffGGeexZWiyAa/yqmuLS0VNffLRnhW3lQ5eCgGJQH79zhJLBTtbYAsVLtO3OdzvQlF6Kbo19MX3DufAoZsg2NWz/CmoipECcOHccH/24akGQIEWb+7G3bfuD5gGxBNzNe6tgojTpkrtvR0CzcfT9GI4qNX1p+5OOftxRHSMkCQYvYeqjBL0GnLrkEZ58VuduFdKC+Gt3+sY9OLSx65SFQO/MKNhQqbRWXi3ztC65ApwNC5SCq/vHDu++8iy140kxVCS2ok08sQdZdd03Rm8KVl8q2zaRStOQpMzNFGom2Pm6//nOyOIgpKqnJSu1yZZPC8VpZZat/HG0KW7tr+0fn9ZaHJiLE5+p8ybQsUPJrGuo2U83kltNf9sPX/vf3nvOzr3rixK73vvs/v+8//u4n3vJ7X/7Iexe/fEv38eVOEhcaEYIiBjXwuLffaOyYtO/A8mADqqoyS5dddmmnk5GlTpFNTqzZt//wW9/6zhixft3W0SgA4yvm/xCqqmRmZk6anHOm0NYy8Uw2JjLHbueDux57dB+Qichtd9yTUjJVITBBGNBEUIM5z2ZGzMePn2BmJhBw7NhCVVVOZNyLx8yq2ul0zjnnLACq48YolXGTk9nllz/be2EyszRmbQApphMnThw9uvg9xFY1gdvQ3HQbDh501NZSgkORlBMtgI7leXbReanjKhfpigtO9PIWIolcJFIaYXmDk/s/9Dfu4BFuWpgqU+343Ff9qzrPcyu8onTKAg7Rcm7T0D9x0B7ayakMjzyW3/e4MA0KJCgsEjVcVt3+9BHn9bprGvYJHmpclYuPPGT798+0lUu80KHaIU/GCgdWyuem+2uufg6MYooDSwXcE1/ZcbrraCgtVgVSk6LLu7Bs6IqpV768cYZnbZh+yVXB55l5VhGIT2i13lD4zoOP645HhDgBNa1MSUYa+x7VSJV0dfzo02eCkopI9Lmv+72zT8ho4LChobWzkdU1/f7AuVKKh668ctsf/58L3/+S29/57nve+Hv4+NdeuHvxpUfClceqTY8dPv7ODx3+F28c3fFglxzFBEHuOMGUCQIysK1sX/RPATtpqF75mjQR0ZrpiZ/48VdWo2Wkuqpjnk184XM33XLzXSFlMYxdl2akRmr0DK9ai4vLKySS1DnnWGC0ft26badtEVYvbEZ5MXHrrXcbspiwfccDjskLa4qhKc8+83QWU1WsjGFQIjly9KipNW0CMBqNRCSpikhKycxUdWpqanJyMimcnNrFfKV8MTmZOSdqiQgwExFVBWEwGCwvL38PsVUCZHn48Ic/NbU8Iq4rGhHHLKp32Yjccrc7cfEFA8ZiIb2LzzmxvrvA0oAq1qUsLZI2qaKl+Qff82EC0OUorgL7Z188cfGFQUOBzGzsf9NB0+SgybmF3Z/5W5TLC7fccdZCYGhZmDIEWqOeMBrUbXnmaWte9H0N5TnARER64sZbTkspQynEyzk1TvOkzkCQxnf9JeevufwikDCzI0ad0ld39JbLrme2kJkZoTYb1nVvw1Y89zkDz/Wk2/KyF8ZuQWALmqkrlLxpb3n4rKOj8sbtVNXEVANxxaI91kktwRS6Glr9I5mg4YnZu/7gXYuHDutzz1z2msEF53LK150INgiL//qay7d/il/18uKMLbXz0wO7aL68ZD5OtQvTcTQ1GmwbVL39T+z/m79Dm8i+sStkAEGIADbjfyLV8FSIPCYdIxSdDijNnjj6pjf83JnbNiHVqmbmJvprP/DBL3Ty6YnJ9WNHwcm9Kemba1vfCpaWhmYruZiIWIKGuGn9+vPPO0skxdSomnO9HXfuBPDgQ4f3HzyeiyOoafCOn/+Cq01XvK8iZGZENDs7ZzBmVkNd1c65cZpJROPYynvf7+Xjw1VLznmDqSUmChG9fg+wMa8R0fiFhRBijN9DbCUABqO5+x7spSgOnLEhsZoIJ5GYZTw9xQgFXH96os1c6RCEWsNQYt13y1Kvm5k89qWvo62DszhukxBfXHTuIijz3UIpwZD5um17WaeTmkP33oXhUvP43vUJptoyjI0NQ0aPsoVYllvXydlbC+aOrpyo9ti+aaUGLcBBkAhOjQwJbpB5OX2LTk8hqDIXiJido4PH2rnZbpY75ywpi1ShHaHtTU+hkzNigHW2bIAIjxMMVYNlmeO63qSshw5jYRGqQWN6krShhAS11d1T/1E9RvHo/vj4gROH91/woiuHsHm22Q4xuR782s76zi+98hGSY5BzXvyia1/3U7Mzrucmk7Ugj3W96BM8EgwHj+PEHAQwhFFgcDppTBDDd+pSYcSMFJOmuO309Wefua3fzbMsq+u2auyeu3dOTW1oGz2ZCerJEt8zeTlNE05NcyIiJhbiNdPTmzdtKArnBSxSle0T+4+OKuzcubuqWuKxeUPz3J9+2taUIlkiGBEZAOO2jcLiHZmtyGGE8SSpFbZKKY0tAGor3wMWYwQhhJTnORGpruQNZsb0XT3Nn/6f2UmMf5zQavGuu3tH5/tJy7apNBLENFq0qPHZl1zCkk0O6jV12DSxcZ3LnDDAuc9IpEXMicv5uTUP7A47H2gQFehZrir+2qv3Zm4I7taWMQ8sMnsh63NcevCB6vNfoAd2emuY0JopszOkLrcx+ZmtW370B4frpm2g3IAZOLif73jIDwdDp2DH3sNUUnKgZSdHJzvX/tq/b5CDHSfthlIffKjctXujFKmuWihApGSOi6y38azTUTaTc6OJpoErzjltawYqJIvEtedlCpZBOT6+/U5UiWNbsNNTLj0jXRngCFqtCT79uRX2fPJjZ1dY/syNz37Ji/TaC/dOWS3MyZVZb/O/f217zQs2ttjasFWQl14784Yf39WNQ7K5TjreLOcplHEw56u5e3airceXI++8Aw21SYRcvLZhTA/jbKXX66kqgJSefHoDQEopy7KU0ngRAogxtm1LhJRWHnTKCm9gIwopsmA4WKxH1Rt//tWpGZTNKO8UzO7EicHf/92XiqJnAEiVVAkKfmax1XBYikiWZc65qqocCyum+p0XX3vpcHDc5xZCy1IcPDi7d//sF2/4ajQXm4ZJgXTZxReevm2DpprZgBRCawZ27vjxE6oaogljampqzFJt24YQxm9X27ZLy6M8ywjMLABSVCdeFaPhaLA8AIhZRKSqqqIoQgy9Xm/t2rXfnXPn6b3s42LEKcJyo+Xjt92xpmpzw6yhmCrytnC1KCgzXdq9e9/b3rFgBIvbIL19xzshZWnc2wAAPpkYztH66O23z1xzgTifJSHfW//8K29a399SUrGwZDkNyQod+1Pi2jY+8L4Pdx45sh7GxqyqRKIWEg3Jj7ZuvOLnf/oQbDJjNOCiPfLlm7pPHOnCzfYoHzmuW0rJsTDJgYwv/bmfxLbTDBlEEBVzc7s+9nFZnO8wBlXjcg9yLnFkq6ldum/H3G//rlUeM/m6NhYHDhFiSrFxaNxYv7BWrF5YWPz4Z6Z//XWSOcCnlBgEIgUrmMbzm1bjq28mK6+33HfrtfXC1B1z+z/wt5f+2s9++fffHh86MmocvfTyNb/xKrhspgZOtNiYLedh4+tefv173j1ROd+mHMgjL+W6mGu2NNLBYhLzBhicouDCQG1dF+KR1Dk3zlCY2aKFgOxpNom0pmkAXpn9xmRmnU5nfPLTU9pq2U617VgyS73C/eD3X3PdC6/+/O23p9ASd5n83/z1x6fWTAFQSgCt2LyeUcFlNBqpqp609bVNM9kvNq6fuerKy4jqblfqUfQ+Hw6X/p/3/vWOex6Ixp7JERPp61//c50uvGewwU41IVJIWrd1nk8YMDU95ZxLSswrlUdVXVpaWlwcTE/2AGZygDJ7ZseGgwePLC4OiDpNG51zY7VLmKenp884YwrflW2i+GkDq1OctUJYITYP7+qmSCDOOMEvDYYKYmEfmsH+/Y9/4UuzX7zp0Cc/t+/TX8hGSz1yALyiE6iIyBPyiI621UMP95RyGMZtU5s2rbniov1tyXASAZKMMiStrF4j0j62N2/bGkrGTlkBNprg7qLnrS+8Ev0uj/UKZ2jKA7dt56p0rqhBAZRF82AGNKVBL9t43feh12MVEIsBj+078cADHQcxZUMgGYbowd1uQYUNjux/6BOfXvj8Vw5/8nOP/u3nBrPHIpL3ooTGjYN7Lh3H0By4dTuq1kMB1ZU3jRI4jaWKtEpNT3chDCE4XULsxbj3Q9ePDs/+wOte3T97W7527WFJmO73TZoOsClLuT6hS9WmNTPPe3blMh85j6SMOqNhps5Sa3Fl50cF0ngSMjiZEOtJxYeYx8JKVT3lYvwUHmIGrSg7MUbnXErgldK+PmXsJZDneUqp18lTDLD251/3WpLEnnq9TkoKlqqqjFYibSPYylCXb79y2rbjiC9pYmZhErLpye7atdOnbdtYVUvihMlFtdtv23H8xBwxk6nGsHHjxquee0WRswgBSuOeRyIzi1HrumYCgG5HxlRIJ4+diEIIR48cB6BqmsbvjYSQLOHw4aNNE5hk7JIXETODYWZm5n9+Jnjqm5QSdj02evjRHpAMvj/dBEx1ZoSzOtQTrGeCNi4tnlmOrkh8TtVuQTbQcuS1ZWKjLDEZKzGkGt1zPw7OU1lGQUxQX1z9cz99sCuRc9catyzqiKTxmLC0aanuMy9mIKM8iEHEaG3VmV0/dfabfqoqyxkd76vVxr17l2/ZkZtZlretVbCJQH2SRClZlPO24bkXBOJcXQoJRuX7Phj3POa9moXcFa3zXExIpKYezdVzU1a9IOo5qT1/2GwajsjHEUKkRGZkPFPTuop8ol5Mw7vut927HSIjOSYQgSgCCoES4io1PW3JhjoZ6bbJRvTioX/0f3/XIwtL1/zOr639mZ+cmlyXHjk4EzsHMVzGsoV4TlrTG+HiH/qhhX4vUD5iP9uV0iFLykhaUDUWhRRsxIAp1q5Zw9AEHde5RCTG6L0/cWIuJajquEXQDKordbExMY0nl8QYO52OKphhavwknhrPV4kxOuGUQttWjvkl153/O7/364amqkrnM1NiFoOC1GhlZwU8Q92qIaKxB0pEhLkaDc468zRP9trX/tuqXmbWaCqSHzh4GBASSTHC7BUv/5cb1qMociYlJGKMi3em1LbtaDgaH87mzZtjjCvZLtHYlEBEO3bcEyOYVrZ7MBMiUcV99z7I5FVJxONk4myw5z//+Sn9z2OrJ09qH8dWJ/76Y9nScgZEUBMJyAZlU2kkR5NMk2W5gdKM6ExqszQQh+U+zXexnKNlikytUOWoyWrdexA33Io6VYTEYMjUC64+47rnl5ljsw48tZqitTmH4eA0dRrCUgEC5YkBYXAvaP/yi3Dp2SwuD0hOWwlHtu+YPjFklcXQZMgjcz86n6CWMs7OeN7l9cx0zSxK4mV44sSBz1w/E2IbR44dQxqTxsCwfr/LXZqwdmtMGep1SGv72airo5411oqhGzATeG2UdSWtTdSdXzp65w5GUkQet74SpbHIa1iNrf6R4Mpefu11/sTAO55F011q5v/8Y7e85b+Mdt5/wc+8Rjaf6U7oluUTkxXcbft6b/v43Nv+Zsul17RFL1HWsGuE1w/tooU0Mdnrblp/KrZyJIpAhnPOOEuIx3MTiEhPalK33377yTIfmSGEWFXtsWPHx4wAM+ecmjLzunXrmJHSN4vjNBa2iKApptgIiyX8whteecVzL23aaixFY6X2f3LSwzeadr89LPy/7Z1psGVXdd//a6299zl3elOPUqtbU7cEGpAEktAACGwDdkAG4TAYD2CXcdmu2AY7cVwUVUnsVCUeMhIbJ3El2C6cOMEYBxs7HgLGAmPADBKa0IimbvXwpjudc/bea+XDuU9DS0kKVTuVlM/vU78P7/V9+92z7pr2/7+x0aY8wsLMOaX5bLp37y6D3vz6bz33vAMpN6pKxCBHLEYkTMNB/zvf/jYmrK4sq+b2RZvZzovXal6lDAIuv/xy55y2/4VI+6QT0Uc/+tHHHj1JBGaGCYwJ/PjjJz75yT9zzuXFZig3TWNmwYdbbrnl/9oltP+zBoOZ3f3FL620txaIqqbulaOVwUimdYZqSpbnkaRW81kdVANPUSdHAJUJnBG5dYpQm81O3HXvHtUGCO3fsSjOv/SF2x+/lWClL9HUyapo2WIufQmqkiykUlsvZQOtnXvQBEVvhBmaIiakU48/vkSizqYxhqJvRhKR1BRW+lCdc3YNYnjUBk8njh1Lm9sru1bmG9MQwjw2Uc35ItfzlFKVKoVXaG1Omxg5TDkt9wrPVmv2CgcC0FcyRZF18+jRs4CUG6jbWbt62oCw47necUvnXbBaJRF7tJzvs/6+Ld04uXFP/tqHf+Z9OHTO5buPDC7q4baja7c+ku9/YvkVL8Kb+w4sxqJw2XZFEGxltILlgbYnHQFFjomoaJvHzExONOecswKzenbXXXcxv66VTDKzGFPT5Mlk3FYP4iEiOTciMhwORZBj5ucKMiGENJ8Vhc85Eyd2XoGrr776ztsfH4+bPXv2bE1PsXzDY/dnM5vNVJWlVU8gEXZl0SsDYPvP2nfhhecffeS+OpqZcRtD2ZxI2SsPX7BEhH6vp5qe0kklMrV2Xyzn7ET279/nvY+VERMR5ayAEdtXvnz7448fPXBgt+f2fgbVVVw/tX7//Q+IXzZTMmaiKkYnwXl35Mjw/5qKLsOAiASrEQ0NcuJMDbCNGG3u6u17P/RrV33mrgPj8brXcSED7nGTt3Q66aVIDffKkxxqL0mqcUmb4rTWQxN/6JTtnQNm0RVNKoPtnlLviIb5r390/slPrNiWj9YYb6wu7fn+t2/sXUuIUm0bae1CEYfo7bvHFTWW945LNtdDsTL1cy3+4GAYXXMtVf0N4if66M3D6IF573c/PZxvguuVIrgmDvL0kdEk52kJ94mDvfI1r14eD0aP8VbPapr0fu8PB4UUW+OzM9fVpJFsgR7xzfHhMG1VV81Xh3Hw9dFgyPVWoTXThdPh2evsJxRZJh7HHdbJnfIlqezJsfnkF3BivAza9lIHIPNKxbtrCDe2PO9C07NRGuKNr3/g+95472DpcLXST7bht3Q4OevkA2/9wh3v+PCfXveBf3/Re35q5bf+3e6HPrcix+48PMdSdXAciIrZYHD2zG04/vQ5xe3ffzOalX1ZtsK03p2Sr1eySI1rrn7x3rN2VzyrLdfQ5GlKuSkGH/zwH//Aj//CZ297fJx6j56YffxPPv+Gt7xzvXENSt8fGTQ3E89NQc033XSdGTK7hKBwapJly2hm6jQPco4imqvQd3uFAD/pN/j+t7x2VG65cHLcPJ6oTlSqLnEuvFWFrRc5hei9toZglVLMZGqi6i15ZOFMOfHOImoybXLE9lYDGzKPGqVa61qahrG8erZTXnL6nW96OdxRGeQow5kOphlUzFxVv/KGazJZTQiDgshzMwjz1bJZcSrZbSd/qqnnvcCxSssDfM/bbimoQZwhN0wwJgMvlRf+6A/97K2furNRbM+tBu599LGff/+vivSclMFCSE4jr4xGVs9f9+qXUQWO4EwwASRDE5JSDUukHhpU5slVDfUbW1M4dRugGafnnVtxu1RFhIXRoRE84GPEePrpD/3nUWiTWh1GKxMXgAAOfgbSRvfS7mY+H0jfyFc5E0icsZuZNjlX6nIoylne3B5YE/NkFG//b//lVW+8aexzhngw7V32L7v02OP3H0hgahygBgEDcEacLYivUmXEmWl97/7d116RSzcDEmCY0sYjdzxx32Vr4cRkNvNJgw/znIc+at13BV9xUe/IuXBAQO3gkW6/6y/3F6gzyKyX8nJj/WiN1XtkOLXa5wJZBnUYymgzzzM4U18tLw/KWXPSODrLylnF1Wp50Hvw8Qdf+NXbwk03KukMDIdiMYFhhXXK7c+ZrGNl+Iof+8FP/Omne/MqzNb3gmeSpgGbZePMWHMKrja12cYy9hwkxvoTGzbepU05z0G57hexnl1106va/XLvCgOrRbAQsLpKP/zD7/qx9/1sjgkAkwVfCGwynnzkI7/38d/7w37h108d98557wVrJKY5sWWGplgfueDQW9/65qzmhIhMd8zvnpki0U7SRCAJHofO2ft3f/Ld7/0HP7c1mwyGqzGjLURhApBR0+pj0ZPf+4wF93ahNRsZUzt8FFBbcpIZCKyZBOS9WxoOACXw6173uvf9o18+vm0pNf1+P9YENeL84qsuDp6SKYiKomgq2EJBggEP0qZOZiTiWPCen/iR3/+DPzr6xCaY5rM4HC41OW/M6ifGj37Pu97z4pdcfvmLLnno4Qdvv/2OY0+sV5mFsnMlkViuirK/vTF581teGwpYfKYH19ONhUD2DFOwVjXsed41cItSvv3ZxjBOhmhaEIEZjzyu9z+kDFJ4RZFzARMQozwFnCz7xwchj/rbExfUZ2Y1X7IU8819hLJOPc0+RiGSmHnsKiJX1/Xn7+o/uj4/b+Qha9mgYXT48MR8LzcNZdYdJQ+ggJhlpJxROykpuEPnXYzlfZJ5IPAA1fnkn316sDkZkXAms5zglhvjOVkuNllf8tLrHXx77Xg1q9/eSHc/IAax9pPMPNQZlTI8Lmle7KHdy19vpmOx3bSyXlUQWXLFLqFTD997dl9GSb1lQ0aKkaTxBc9nX7v1s5e99Frp5xquAQpuO1aUwV20eo62FTNyhfPP2nv1Jc0f/eVy9A6pl6nJaRIwYwuJo+mQvUcoVocY9k9++YuQJGgsVdrb/wBmL7jpFWuHzmk9i5/SaNcMMTDdcP01q0uDrS1xzpmmHFuflcKJxJg2ZvOiXFPLKYNEoWCYd8JsTZWvv+Gas84aEpkQ1DLoGRM9eipDZCU2IjI3n1WhLN/4hpvf/4H/mI5tW85s0q4vWGvaarRzs4GsVZEB2tsPO/d62MjM1BgGhnGTEFNuFwuIRNUckw80HEkrg1WEYv/+fRvTsXeOiLz3lmrv8uHDB9tSV3ZmmjuLF2wQmB+Pq6bJvpCqsrVVuu6lV/7ux/5YTUeD/ryqvC94ONzV71fV7NbP3fa5r9yZUrOxsbW6slsRNaEchllVw6p63lz30iuPHH4hgJhS8HJ65UsLLa+ndSzbTyt+yiz6G45WBFBm2EIRCEiMaDYkRRMf+9StlyY+VYpXLVPOnGPOSrLdy3ezveinf/yVb745ro5yDqW5ZKaMoBGPPPQ7P/Cu8pHphcmV07nnKgU9MNWNUPj16XA9pz+7fencAwmKrYiChtdfcXxtdXrieOVTO8YggA1JFU6TSCzLsTbRxZe85bvQX1JFT62IEQ8++sUP/uZFya9Mtleo2ITEynZlchVmvnd0/+rad7wpGyuBBX5S6X/9HwfvO9YU0jAqsZnLvQRRm/XcXUP/Lf/4p8Irrj9/aWD9EcbmXWHe6Xwi483P/ot/9ehHP3buuEqcQZmMWD2Pty7Stcf+08cve+W39q67PPmgoLa/lsFzUOiC03NkVqS9nsX60Lu/7+tHj9IXJvtjnRFhBs1iVmbbO/Pm5WvcbPiTN15z2a2/9MsH6qqAn0M+v8qH3vG95/3gO7E0gjhlTiABOfGWamgi9gcPLb/zHW/+wPs/nOoJM3sSVev3B03TGIKxUwoxRSIizSzkhZtmShqvfvFlP/HudwFwDLXIi1YPw2ina54X7VPAjNUgJL0ezPLuZfnut33Hz/3zf1s10RVDPBWwSMmUVInJiEwMpKRKtvDwaVNxSWqJgKxgko3N2byuiXzKSYRSNAp5aVQOB8gNfMGxStdefc2X7/iYiKtmk34RUlOXpV15xaWm1qonF0Woa2uVVJWoVQQ8dWLLiZBBHFK2v/Oj33vXvXd+5St3l6U4CaSYs1pKTYZzw3mjpn5lbaVpmuHSyGDbkw0nUoZ408uv/3s/+e59+4qqzmXPPbkMTYu4xAAr2iVpayVRAIUR0Dbvn+dM0KwVsd/5fhIwC2lGnerPfH7ftKrFN+wTSybOTJlQATRY2XvJldh7qFk920b7Mdytu/bMdu+p9+7HkSP7XnRF7q805sz15uzmriAwDGXCWmPbn/mcJ6soa2FpIOV1Vz5+2aFjvV4loZaQ2CVyiUKtxP3RlCktDU7BeucfKt74mu2lsO4x9wSrHvj939k6cVQUBmITMhaE1lN6A+JefR0u2LtRuCcEpwSYbd75G7+1q06sQcnNPM8CNUJslqNiOAovewXOvYD2nZ9HZ+lZB+JgV+yvzPbuwwXnXv5t32bW8zk0Ukx8qMWz8mqW87bz/rtO4EMf91vzEsntyMNlonm3G/qcfStIlP624+ENV1328z91/BVX3LE6+vpoMPG9EMNw7pYrXsMacu/Execsf/e3zY6fxB2PVUwProRHLj6w+30/dMHPvBdr+8AEJ5lIdoIgBK3bQr/Aj/zg21/32hvPO2cNebo0YLJmNt0UNiJ4H+Z1zc6X/UFwkBzJatL6pde86D0//iNnn70SHAjQFPkp43oQMi3k/dJilY6w0FKhpDky8Lff+Pqlnu8HFsuMTLYw0zPK4LgjDe8WRl2UiCIhkSkZQlCzxX1TA584cTKmijiZNgJDMiE9+5xdIATvYFwW7poXXwaL0Lk1E9LkmW+55TVrqz3P5Ajeu927V4kSqDFKRmpgg5vPahHkBO8oCF188bkf+KVf/O63v8m7jFSxZeM0mY8VuZT2KAAAE9ZJREFU2sTcVEmonGzNS1dUk/F8fGp5SL1Qv/bV1/3Gr//CpZceEEHZk5iqhcBhq6AMahcqQWivojEyU2yVEdme/xTK4dlpri3eVvnYEw8/9NCuKr6w7gOJjAGObLXjhssp/ODgReCRpUXEdARpVRutf8WlL7/tD29bGec1M4XMYWOqTTkom8hjX717bTOPygRfACgHKy+44RXNXzy4Nl0MMNpxhAMJPCdv28P1yeTA4Rvh+oDRrBqURTp28rY//tQuGaS6UQwa+Fqcih9bWM5uknHOVddWkUfEDHUOk/sfHt/98D74I9s+Q8eimWLIEHBWv+vQhdh9lkZpmBlkbN4RGBCPKg0uv/Ec7Fmrm1SXkXhE5aafb3kMawrqvvSZz13y+DHZvZSQF58bBurmgs89YoYRB7e6ZfP+jddf9qtn3/HB39y+64HJ527vnxwH0trxfW6464JDL3jXt++6/IIv/vQ/W+Pd65fvWX3l1Udueln58puSDJ069bnVDV5cGjYj52A5Z4tZdi0VH/g37/2rL97+oQ/99p//+WcmNO73B/NqiyXEZEUZgtfZfL1E7R2fe+jgt3zzy25506svu+TCWKeycAQlYTMlQFNjuQpeQCnmKGBwSnHeDtliVm6m0hvGJh46uPzTf//dv/CL79+eVAoP4id3yL3n9jUysWkmS0G0zrN2J1MoKzdMUTMcgYDxeBzT3AAmhuaSFVofOmeP5tZy3cxw8eHDw4LmqYY30sqTveMdb80pgk0JvRBWloaEY0zVjntFNlhsFnlJTLVzrClefOTQP/0n77vqypd85Lf/5I477iOJVarZvOc+giDNlgumZtyXyhCvesH5b3jj37rlO76lmTf9XjBVkLE8aU9D2DHJWFwy1MiUyFSoTPW8cE4YbPr8vIMdFpayYAIJkOEAznm8sf3EXV97tKo1eOKlxCm6OPdxFrRytNkfhksuw/7V5BAdOCuAxBwBI4TSD264rv79P7ov3turDEU5A433TJfGqTezeti7Z3pi1yc+ffZrXotCFHBzvvTGb/qLj33m7ocf0YV0P9jAyk1s5kUIu1bjwb10/fU0w1KfUJRIevTuex8+cWKfD7y2ciLpzNMkuEZgs+acLZ8PHTj/sitLGqLmgrJS+uqdd94veWvFv3B7qXJ6qq/zENuP5eNB9l12GMuD5HoZmNUYOkUhCZgBrvC8PNw+72BTxUp0Yjr0w8dkcxrme2dFQ2E6wPDEY/tw0eJhBDlDr4tMz5nMEwUDA5F6U8DOO3LVP3wvxglf+Bo++ZmHHrhv6nP5qmuPvOjGrz949wd/7be/ac+RS779e/HO6/P+lYTiBHorc8EYusK60yPh9qlGBpk4IrACavnl119+w0sv39ycf/YLf/WJT3zq7nvu39gab21PfShX13b3er3XveqVN77s+oMH9y0vL8zqQ+EWzxwLgGqCINYveDqfKKgoBzHWQmnQW43NzPGQWIgL0+yLoIrvetvNmxvr//Jf/4og6Y5CqSv0xMmjS8NDhUhreaG5ds6SRhZ2RkxIcXs0CPU8lwOZTOLJE8egc2Zl8qKx8CxeR6Mwn83Kfp+EtLFDBw+88qZrv3zHPSeeOLVv9/IF5553+PAhJhNxs7oRwXXXXPXV2+5gkFLkhRsGqroyBTFIjQBhg8V+6b/vHTff8oabv3bP0V/7jV86dWrjnrvvO/HEuik7Dr0QXvjCC1//+m++5torL730/F7PJVqosDIbYK1CFnZuRBJAxABm8xgces40Nb1eUddJkKrpfHTOru0NlHufx66eGoBImWAOjMwgRIZXxdYmvnAbxhX2rIIzJIJT2yvLDclgF45chuDAaOoYWOFlKq4Bhsh+XtVf+nKRDIoUCre2VvsT4eicEqPHpwrsuuzFCcWmcxlYyXVxfEvvvYcLt0itsGP+Qaw51ZQwKMKBffWugwoAWsL45Il0//1BGU0EKQIQKAlYhI8pin66+uK6VwzqYJy2fZITTwwffhyBcSpBFCFDtH33gCStrLojLwD7HCEGcAU4sGwzMXTYRNzzME6toyfGROUgxy1JU8w8aksF5lccrlZ3OchyFo4Eh9qh6ILTc1SCYF188s48xoCg2l0bpoZZhTjFathaWVqOhMk8bs18swKP+mDOjkvzcyoGNbCJZl8GhBcTNYCUEA0GOIWznUZu++lhwPrWfGW51yTEDGKEVvW7RggAoanMB3KMnb7wjnyCuZMnquPrW4PRSlXnyXTe6xeq1Xy6+eIrD+cYLceytJwgrpeVQXjiifnG1tQgT3ZmqrjxossuEMCiOaIE3Pvo8WiIGQIJmSlTGszQpMsPH2pb0Se3qmOnNjI5mIh6l6XO62GULjr3vDxtQhEAKOPoqflotdeWrnGGYT/FmJwvVWGMr371QRd6BmfwZtJOrvYNqrPO3gUgWwJnAxGcgbOCGCmi8MgZmxtNM8tEXBTF7jXUDYqijUNWVZOi13vWXuGTw9PWcQwpZXbyyNFNH3rMRV2nGOPSoIDCUtq/LzwP+QYyNWRUThNygIUscabmRbyJAdtjxDTfN9SFx272UAa5JJQcVGCihSA1DIWTKL4iEExQizYKVS42jSIVEc3+VA0NM5+2IaMcnIWxczWwR1Oo6xSsEVIgAYp2879NpqWGKWSGtNYU7BmkZllyI1k9OxhUci1pBstQNds/94CM+70GumtiKGXmUg3tA9GSEC/aDjv3TWOdCldyFuZg2UBEOoP4zK59SYwkaU6Us/gxXAPvEFeRqDECwckWm8EV4KEyRYLApCsGnzNaGS/+xgSHSjBPuWQqkkIocp6xzgHXxCKMzPLSmBl5PEoDBc8EzqcANEi9RhDE2l4uwAZKimwQwBOgqRYRM6SUnPMxZWIhbs25CMymEDMQwSCsBoUpP2lnZwIgxsX1ZiMwkzFihPdtuzczqeYIBkGYfYpGxMKLhrPtzMWSppxz6QNnMCgDSVp/GwjgDJww5dhjTwmWMwtHUwrctoK8QjJqxAax50qnDAWiZa/mpTEwYGqctCgsZyNyZgQYMbXBun01C3tYTUyipuIo5eidz2ogUiUWMgMlFWEAmrXVhCEmEFQt50YEJPRMoRh6yv9sJ3zlrEwck7Lj9q4TC+pKy8C5id65mKwo+RuPVtmQMAtWofHQUWZEn2KmkU8A5RQYSA4ECKzdFDFojJmQnMxIZ0geNoAHXDuc9ABSJUJ5NpViAA4AnWTsiqCMHOqKeRAZlUDa20gZ9RyFR7toxe16CMgIrVirQmPD/QLtZodGAHB+8bnZzm2cZoqKNM9Y3hZE0rWCBZgZckawJDpPFOBDj0iBBjDAITk0hACgiS7IFDaFrUHHCAoMFKXCCI00DlkSwzyEI4OABDRQBRG0BAWAMrXqE5nQbTA810ywIUSAkT3ULf4EjAqIsJirgnipmY6935Ceh9ufYPO4PkrL2UItgKv6Mgf6qByCZF5M1cTAKUPbCMC2aGbFuvbeo91Tdw6AaXratWaXc8waU2p6ZUG0s1plrfEfZtubvV6PfNE+hjkbCaWUgkdVz4sgZkm5ZwZNOfiSnt75pYXiVoYBIuA0yc4JPLIgIRvUgcQcZSSXyLgZVz1XwhG8ZsqGTGAxj8yJkoqJEdXELFBkl8zZpJkNQj9nLblQNEw+J2pXnlJKPjhQROtO0catnQLaDDkrMxuglpzIvJqIY2c9ZiZuZ0XUCodWsVYj55xjB7BYwlPWEfzUb/xkWmo7kYugbeEJ5BxFGGa5qWCQcvi8uuy28Lp1UINRJiehAaZAEnGgtQQjaAYAaZc3nGcCkTmghBiQ4BzggdDKkDUZpZOyhxiRFNzrF6AIJBA5KgxxMYpEQOUEvvC1StQ2K1FWGEs2kEc0CDMVaACJEAIzwBoR5ygCFi4OmZwYAKY+CkKBaR114JdLw/oEJlqGYRmoxsRQZrimFUWFlohAAQg8ksLFCg0wbHVenQI1yKOiJJyGDQMMhUtMETIEOzbAm/CTyhyCSIvnpuNZpIQ6w7HAExAdMkCYQR3xmvRcDaS6710DB1WbQQrvIeuSR33tQTOM4QDj1r3mqUzm6c9M+64gX5RQaEziA1IEExGDDJpN1SjDNHgJvjBLqmAOT/8Z/aUBQKaNqbELIqQavSPAvIPmRpxTCEhJ/NOcChVQWAYZoAbeHk9K6RUS0N7pEWLkhAZw7dxsNp8My0Fv2G/lZy1F+ARkAsMM5ptcO3EpWcFl++qEKSMPgiOkQpzmRqHEJrKwXvXOweLiXpI6mAfYOG9uniL45eUVJ9x6jLI4IPXKAGRLRNxmCqbIURtm8T4oSIFKVVrhK+OdJtVzk5sG7R0oRylF59g01nVV9HsS+PkpzJCqNRmN04jaI/eNpBbjIjnaspwEAFZt4Xnd7lUuOv4MIzXBPNdOgkAYTxNwZAOrWjIShphSBny7xCdoAAe4CBCSwwQGWKHag7Sz4sU41MyBLGYSQTYwNU6zZSYByECyUyjzUzM4VWObZyllLmiAAhZiZO8iuG4wIGx7BKBsIzRBBUaQ1Ip8JHNaC8ocosCAEIEMOFRODblQY7hM1DRSWCusC3XI7XzY0P4rOcusBXwXnJ6dWyliAgNctGmVkXlUAAOFApXCKi2kccEpuQg0aTbibUQP6oPCYhk6CYT0ybmbgdvbta2BJkh3SpO2BCJ6pvXpQomBGICpZlokXPw0XSqgTQMXz8qTyYLmHL13gGmOJgNTZWbTDDMmEFHbvVnIYYENrtXHamYx9L2xGbIiM4iNYaRsZETaeie1v0tbLYNMoJJJwQQFqywcmJGTNuxYTR05Mm4tnQmkuf0FM0s7QsOTahCKzCwA5WwAt9IhIKglIssaHfWtdZEg48XpWmrdq8m1NkMB+lT1R08FHnra54apEVNM0TkhQs6pLTABQ6txgW94H5HMLAEZGWgAZbCDj5V6duQZ1CStHbvuMTuNGmJwLqljlxgnNfbZDwCpDZrhzRyoi1YdHWeOdmkEEIXEDE0QgnPGnICmQTVBjhj1u5N6Vru4hmaMG4QBhOuSrdd3YNfmaA4NI3QLoh0dZw4HLIZwAItIDa5Ul4x4fftLv/Krx//7n54VUx274dbpeEyWOZbRn4x6cti78N0/cOgtNyN4FWfiGkL9PDLdjo6O/120ovapYhBnIAGTlJayQmn3I8f7X7nv3Nm4ki5anc5mMZ1hRk1BVGB5kCbrkKYB1SQCcBeqOjrOeLRSoHIoFxZoIGA5BJpHgEdZy9gAsxk6qabTGRc0CYyKE/nYk5oaiM6hEdoDQmvA2RWCHR1nNlq1Rqs9AwMemBmUIag3QpqGJkTk0HXZT2d15s+ahDKHpL3QuOGkRON6oY1RmZ6vL1NHR8f/MloRUADBQAlkCA6VIRfOu+reff6RA+54HhQnumj1rIOrsRaLXShrhPUqjbQHLT24AJcwsgwFullqR8eZg9TMFJwM2QCCp5kgkpaYz49+XY99vVdPPS7oTuo0tnxuWJcb7fvRZqrqCw7Y7j0KXoYNEhZX1vpdtOroOHPRarHBAAUyCBCec6vSmyjOXJ6J6Myf053U6dEKU0VeARAz+eE60MrfrBmKuNMC7DrtHR1nsKAB2i11gNWgGcKmRXaMACVkgea+dl320+nHGgAaRmb01TnVwnN78YiQPSrCoDumjo4zGK2M0Hg0sIgMqIcNyVNjGKeHPnnr0Xvu1sn2SCbdSZ2elLJU6+P+8u6poun5819904FrrwEWq6HbhA109XNHxxmNVm29EoyJyhnYKahCKqKTrfGff3T3f/iIz2Pp7uc+O1ppNs+Itpb98X7Z7C3xsksyemw8JwzNVuuEsrt509Fxxug2gjo6Orpo1dHR0dFFq46Oji5adXR0dHTRqqOjo6OLVh0dHV206ujo6OiiVUdHR0cXrTo6Orpo1dHR0dFFq46Ojo7nwsGMaoMyiPoOc48TfV2xBusbPZvNy2bPRjIsPSvIPSPMGcyel53h/78cW9ne0I0LafnkLK2v9qnvG1hC7OfQrwkFTUvfaTB0dJzJaGUEDWAFAcpQIIAtKqhAA8qOEY4Nt7uTOo2cmrNjGEYw+jmXYZqCQYixI3UcuzPq6DjD0QqYsBbMfkdCzgMMgRs06jcihpBRMz7t27S1xd1hx+f2b1IJLb09fi/qTOjHzaZMBZKIIxiBkbmLVh0dfw3RavH4GZQgQAbMGOKbpdFs967pNI/G9enRyp4ZrUD0N8w0YSvJNDYD8Az0RE6DogAxwJ13REfHX1e0YmBgkGykJAA5ZIC8B1eDG65ZdZKmzbZLp2cWz/zS8DesawUkAiunmThz5y31ly69IInLRIFBGc7Q78JWR8cZhUwVMSMLlNo6cCtr9nkgUlhCHZFyHPafFa3+pnfZWeeiDWaE7NDz04JqKgUYKTgBDEjn0dXRcUZzq6eXc23gGZQ8BzcAyBUF4FyDzrvldDIXwtRfYjIxkgaSAXkyxzRA0UmudnScydxKTZOpKLEt5lkqiw6xAKJGauBuLet0asqZLIAYpKAaZIAHgoIyQDveHB0dHWcqWiWzLWgAAliefL5sJzvIgAFlN+B6juQKKouclJ5W9NniS6OuEOzoOPOVIBtUoQzoooNOMFo8igZY6k7qdNQhy6J99/SWHQO8CPJd/dzRcWYrQUsGgjEUMCIzwEAGWQQsg0PuTupZ0YqMOO/kUKIgBQATZF6cV9GdUkfHGcytyODjToLFBoICEZZhSqZgEIquAfNsGArUOzlUX+BoUQZqdzgdHX8duZWZdafQ0dHx/z7/E6fRgQwYX0jqAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">67<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x15 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">5 lat). <span class="_ _1"></span>Ocena mi<span class="_ _1"></span>ała <span class="_ _1"></span>dwuwymiarowy charakter. <span class="_ _1"></span>Z <span class="_ _1"></span>jednej s<span class="_ _1"></span>trony zarówno<span class="_ _1"></span> interes<span class="_ _1"></span>ariusze, jak <span class="_ _1"></span>i me<span class="_ _1"></span>nadżerowie </div><div class="t m0 x15 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">mieli <span class="_ _b"> </span>możliwości <span class="_ _b"> </span>(podczas <span class="_ _b"> </span>spotkań) <span class="_ _b"> </span>swobodnej <span class="_ _b"> </span>wypowiedzi <span class="_ _b"> </span>w <span class="_ _b"> </span>zakresie <span class="_ _b"> </span>oce<span class="_ _1"></span>ny <span class="_ _5"> </span>is<span class="_ _1"></span>totności <span class="_ _5"> </span>poszczególnych </div><div class="t m0 x15 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">tematów <span class="_ _4"></span>zrównoważonego <span class="_ _4"> </span>rozwoju. <span class="_ _5"> </span>Było <span class="_ _4"></span>to <span class="_ _4"></span>badanie <span class="_ _4"></span>jakośc<span class="_ _1"></span>iowe. <span class="_ _4"></span>Drugim <span class="_ _4"> </span>wymiarem <span class="_ _5"> </span>oceny <span class="_ _4"></span>były <span class="_ _4"></span>badanie </div><div class="t m0 x15 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">ankietowe, <span class="_ _8"></span>prowadzone z<span class="_ _0"></span>arówno <span class="_ _8"></span>wś<span class="_ _1"></span>ród <span class="_ _8"></span>interesariuszy, <span class="_ _8"></span>jak i <span class="_ _8"></span>menadżerów <span class="_ _8"></span>Grupy <span class="_ _8"></span>UNIMOT. Oba <span class="_ _7"></span>m<span class="_ _1"></span>iały <span class="_ _8"></span>na <span class="_ _8"></span>c<span class="_ _1"></span>elu </div><div class="t m0 x15 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">ilościową <span class="_ _9"> </span>i <span class="_ _c"> </span>jakośc<span class="_ _1"></span>iową <span class="_ _c"> </span>ocenę <span class="_ _9"> </span>stopnia <span class="_ _c"> </span>w<span class="_ _1"></span>pływu <span class="_ _c"> </span>dla <span class="_ _9"> </span>poszczególnych <span class="_ _9"> </span>tematów <span class="_ _9"> </span>zrównoważonego <span class="_ _c"> </span>rozwoju. </div><div class="t m0 x15 h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">Pozwoliło <span class="_ _17"> </span>to <span class="_ _17"> </span>wynikowo <span class="_ _17"> </span>na <span class="_ _17"> </span>w<span class="_ _1"></span>skazanie <span class="_ _17"> </span>kierunków <span class="_ _17"> </span>zmian <span class="_ _17"> </span>w <span class="_ _17"> </span>czasie <span class="_ _17"> </span>w <span class="_ _17"> </span>aspekcie <span class="_ _17"> </span>poziomu <span class="_ _17"> </span>istotno<span class="_ _1"></span>ści </div><div class="t m0 x15 h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">poszczególnych zagadnień zrównoważonego rozwoju.<span class="ff2"> </span></div><div class="t m0 x15 h2 y763 ff1 fs0 fc1 sc0 ls0 ws0">Badano <span class="_ _a"></span>także <span class="_ _4"></span>charakter <span class="_ _a"></span>wpływu <span class="_ _4"></span>poszczególnych <span class="_ _4"></span>tematów <span class="_ _a"></span>zrównow<span class="_ _1"></span>ażonego <span class="_ _a"></span>rozwoju, <span class="_ _a"></span>rozumiejąc <span class="_ _4"></span>go <span class="_ _a"></span>jako </div><div class="t m0 x15 h2 y764 ff1 fs0 fc1 sc0 ls0 ws0">wpływ <span class="_ _b"> </span>pozytywny <span class="_ _b"> </span>lub <span class="_ _b"> </span>negatywny. <span class="_ _b"> </span>Miało <span class="_ _b"> </span>to <span class="_ _b"> </span>pozwolić <span class="_ _b"> </span>na <span class="_ _b"> </span>okre<span class="_ _1"></span>ślenie <span class="_ _b"> </span>w <span class="_ _b"> </span>dalszym <span class="_ _5"> </span>etapie<span class="_ _1"></span> <span class="_ _b"> </span>prac <span class="_ _b"> </span>dotyczących </div><div class="t m0 x15 h2 y765 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego <span class="_ _4"></span>rozwoju <span class="_ _5"> </span>w <span class="_ _4"></span>Grupie <span class="_ _4"> </span>Ka<span class="_ _1"></span>pitałowej <span class="_ _5"> </span><span class="ff2">UNIMOT <span class="_ _5"> </span></span>na <span class="_ _4"></span>wskazanie <span class="_ _4"> </span>dan<span class="_ _1"></span>ych <span class="_ _4"></span>tematów <span class="_ _4"></span>istotno<span class="_ _1"></span>ści <span class="_ _4"></span>jako </div><div class="t m0 x15 h2 y766 ff1 fs0 fc1 sc0 ls0 ws0">ryzyka <span class="_ _b"> </span>lub <span class="_ _b"> </span>też <span class="_ _b"> </span>s<span class="_ _1"></span>zanse, <span class="_ _b"> </span>co <span class="_ _b"> </span>zgodnie <span class="_ _b"> </span>z <span class="_ _c"> </span>zasadami <span class="_ _5"> </span>w<span class="_ _1"></span>ytycznych <span class="_ _b"> </span>Dyrektywy <span class="_ _b"> </span>CSRD <span class="_ _b"> </span>m<span class="_ _1"></span>a <span class="_ _5"> </span>s<span class="_ _1"></span>tanowić <span class="_ _b"> </span>podstawowe </div><div class="t m0 x15 h2 y259 ff1 fs0 fc1 sc0 ls0 ws0">elementy zarządzania zrównoważonym rozwojem.<span class="ff2"> </span></div><div class="t m0 x15 h2 y767 ff1 fs0 fc1 sc0 ls0 ws0">Wynikowo otrzymano 10 zwrotnych (kompleksowo, w pełni wypełnionych) ankiet <span class="ff2">od interesariuszy Grupy.  </span></div><div class="t m0 x15 h2 y768 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa h11 y769 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Panel menadżerski Grupy UNIMOT, część I<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 y76a ff2 fs0 fc5 sc0 ls0 ws0">27. 09. 2024 r., on-line MS Teams  </div><div class="t m0 xc h2 y7c7 ff1 fs0 fc1 sc0 ls0 ws0">Udział:<span class="ff2"> </span>47 managerów Grupy UNIMOT, w tym Prezes Zarządu UNIMOT S.A. oraz <span class="_ _8"></span>3 czło<span class="_ _1"></span>nków Zarządu.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x15 h2 y151 ff1 fs0 fc1 sc0 ls0 ws0">Tematyka: <span class="_ _17"> </span>kluczowa <span class="_ _17"> </span>rola <span class="_ _17"> </span>zr<span class="_ _1"></span>ównoważonego <span class="_ _17"> </span>rozwoju <span class="_ _f"> </span>w <span class="_ _17"> </span>zarządzaniu <span class="_ _17"> </span>przedsiębiorstwem, <span class="_ _17"> </span>w <span class="_ _17"> </span>tym <span class="_ _f"> </span>ze </div><div class="t m0 x15 h2 y152 ff1 fs0 fc1 sc0 ls0 ws0">szczególnym  uwzględnieniem <span class="_ _9"> </span>wytycznych  Unii  Europejskiej, <span class="_ _9"> </span>omówienie  metodyki <span class="_ _9"> </span>określania  istotności </div><div class="t m0 x15 h2 y153 ff1 fs0 fc1 sc0 ls0 ws0">zagadnień <span class="_ _4"></span>zrównow<span class="_ _1"></span>ażonego <span class="_ _4"></span>rozwoju, <span class="_ _5"> </span>prezentacja <span class="_ _5"> </span>arkusza <span class="_ _5"> </span>badawczego <span class="_ _4"> </span>dla <span class="_ _b"> </span>istotności <span class="_ _5"> </span>wpływu <span class="_ _5"> </span>zagadnień </div><div class="t m0 x15 h2 y7c8 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego <span class="_ _8"></span>rozwoju, <span class="_ _8"></span>przeprowadzenie <span class="_ _7"></span>analizy <span class="_ _8"></span>istotności <span class="_ _8"></span>wpływu <span class="_ _8"></span>zagadnień <span class="_ _8"></span>zrównoważonego <span class="_ _8"></span>rozwoju.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x15 h2 y7c9 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _19"> </span>trakcie <span class="_ _d"> </span>s<span class="_ _1"></span>potkania <span class="_ _d"> </span>pr<span class="_ _1"></span>zeprowadzono <span class="_ _d"> </span>częś<span class="_ _1"></span>ć <span class="_ _19"> </span>dialogową <span class="_ _d"> </span>o<span class="_ _1"></span>raz <span class="_ _d"> </span>szczegóło<span class="_ _1"></span>wą <span class="_ _d"> </span>(analityczną), <span class="_ _19"> </span>kluczową <span class="_ _19"> </span>z </div><div class="t m0 x15 h2 y2b ff1 fs0 fc1 sc0 ls0 ws0">matematycznego  punktu <span class="_ _e"> </span>widzenia  oc<span class="_ _1"></span>enę  istotno<span class="_ _1"></span>ści  wpływu.  Algorytm <span class="_ _e"> </span>postępowania  był <span class="_ _e"> </span>taki,  ja<span class="_ _1"></span>k  w </div><div class="t m0 x15 h2 y7ca ff1 fs0 fc1 sc0 ls0 ws0">przypadku <span class="_ _1"></span>panelu <span class="_ _1"></span>intere<span class="_ _1"></span>sariuszy, <span class="_ _1"></span>z <span class="_ _1"></span>tą <span class="_ _1"></span>różnicą, <span class="_ _6"></span>że <span class="_ _6"></span>podczas <span class="_ _1"></span>spotkania <span class="_ _a"></span>menadżerów <span class="_ _1"></span>ankiety <span class="_ _6"></span>wypełniane <span class="_ _1"></span>były </div><div class="t m0 x15 h2 y722 ff1 fs0 fc1 sc0 ls0 ws0">w czasie spotkania. Prowadz<span class="_ _0"></span>ący pozostawiali menadżerom po dyskusji stosowną ilość cza<span class="_ _0"></span>su na wypełnienie </div><div class="t m0 x15 h2 y7cb ff1 fs0 fc1 sc0 ls0 ws0">ankiety <span class="_ _a"></span>dotyczący <span class="_ _a"></span>wpływu <span class="_ _a"></span>Gr<span class="_ _1"></span>upy <span class="_ _6"></span>n<span class="_ _1"></span>a <span class="_ _a"></span>kwestie <span class="_ _a"></span>zrów<span class="_ _1"></span>noważonego <span class="_ _6"></span>rozwo<span class="_ _1"></span>ju. <span class="_ _a"></span>Podczas <span class="_ _a"></span>warsztatów <span class="_ _a"></span>prowadzący </div><div class="t m0 x15 h2 y7cc ff1 fs0 fc1 sc0 ls0 ws0">omówili wszystkie <span class="_ _0"></span>tema<span class="ff2">ty, pod-tematy <span class="_ _8"></span>oraz pod-pod-<span class="ff1">tematy, wymienione w <span class="_ _8"></span>standardach ESRS, a <span class="_ _8"></span>nastę<span class="_ _1"></span>pnie </span></span></div><div class="t m0 x15 h2 y7cd ff1 fs0 fc1 sc0 ls0 ws0">skupiono <span class="_ _1"></span>się <span class="_ _6"></span>na <span class="_ _1"></span>identyfikacji <span class="_ _1"></span>ryzyk <span class="_ _1"></span>i <span class="_ _6"></span>szans. <span class="_ _1"></span>Ponadto <span class="_ _6"></span>uczestnicy <span class="_ _1"></span>mie<span class="_ _1"></span>li <span class="_ _1"></span>możliwość <span class="_ _1"></span>wskazania <span class="_ _1"></span>na <span class="_ _6"></span>inne <span class="_ _1"></span>tematy, </div><div class="t m0 x15 h2 y7ce ff1 fs0 fc1 sc0 ls0 ws0">nieujęte <span class="_ _4"></span>w <span class="_ _4"> </span>ramach <span class="_ _5"> </span>tematów <span class="_ _5"> </span>dla <span class="_ _4"></span>poszczególnych <span class="_ _4"> </span>ESR<span class="_ _1"></span>S<span class="ff2">-</span>ów<span class="_ _1"></span>, <span class="_ _a"></span>które <span class="_ _5"> </span>mogłyby <span class="_ _4"> </span>gen<span class="_ _1"></span>erować <span class="_ _5"> </span>ryzyka <span class="_ _a"></span>lu<span class="_ _1"></span>b <span class="_ _4"></span>szanse<span class="_ _1"></span> </div><div class="t m0 x15 h2 y7cf ff1 fs0 fc1 sc0 ls0 ws0">biorąc pod uwagę specyfikę branży<span class="ff2">, </span>jak i całej Grupy.<span class="ff2"> </span></div><div class="t m0 xa h11 y218 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Ankieta <span class="ff1">skierowana do managerów Grupy</span> UNIMOT </span></span></div><div class="t m0 xc h2 y219 ff1 fs0 fc1 sc0 ls0 ws0">Od menadżerów <span class="_ _1"></span>otrzymano 28 <span class="_ _1"></span>zwrotnych ankiet. <span class="_ _1"></span>Odpowiedzi w <span class="_ _1"></span>nich zawarte <span class="_ _1"></span>były wskazaniami w<span class="_ _1"></span> zakresie </div><div class="t m0 xc h2 y21a ff1 fs0 fc1 sc0 ls0 ws0">rodzaju wpływu <span class="_ _1"></span>(rze<span class="_ _1"></span>czywisty, <span class="_ _1"></span>potencjalny, pozytywny, <span class="_ _1"></span>negatywny) <span class="_ _1"></span>oraz <span class="_ _1"></span>oceną <span class="_ _1"></span>tego <span class="_ _1"></span>wpływu <span class="_ _1"></span>w <span class="_ _1"></span>czasie <span class="_ _1"></span>(w <span class="_ _1"></span>4 </div><div class="t m0 xc h2 y21b ff1 fs0 fc1 sc0 ls0 ws0">perspektywach <span class="_ _0"></span>czasowych: <span class="_ _0"></span>na <span class="_ _8"></span>dziś, k<span class="_ _0"></span>rótkoterminowo –<span class="ff2"> <span class="_ _0"></span>1 <span class="_ _0"></span>ro<span class="ff1">k, <span class="_ _8"></span>śre<span class="_ _1"></span>dnioterminowo <span class="_ _8"></span>–<span class="ff2"> </span>do <span class="_ _8"></span>5 lat, <span class="_ _8"></span>długoterminowo </span></span></div><div class="t m0 xc h2 y21c ff1 fs0 fc1 sc0 ls0 ws0">–<span class="ff2"> <span class="_ _8"></span><span class="ff1">powyżej <span class="_ _7"></span>5 la<span class="_ _0"></span>t). <span class="_ _8"></span>Menadżerowie <span class="_ _8"></span>mieli <span class="_ _8"></span>także <span class="_ _8"></span>możliwość<span class="_ _1"></span> <span class="_ _7"></span>ws<span class="_ _1"></span>kazania, <span class="_ _7"></span>które <span class="_ _8"></span>operacje <span class="_ _8"></span>mają <span class="_ _8"></span>lub <span class="_ _8"></span>m<span class="_ _1"></span>ogą <span class="_ _7"></span>mieć <span class="_ _8"></span>wpływ </span></span></div><div class="t m0 xc h2 y21d ff1 fs0 fc1 sc0 ls0 ws0">na tematy zrównoważonego rozwoju.<span class="ff2"> </span></div><div class="t m0 xc h2 y110 ff1 fs0 fc1 sc0 ls0 ws0">Ocena stopnia wpływu była średnią ze skład<span class="_ _0"></span>owych określających liczbowo dany rodzaj wpływu:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xc h2 y7d0 ff2 fs0 fc5 sc0 ls0 ws0">1) <span class="_ _a"></span><span class="ff1 fc1">dla <span class="_ _a"></span>wpływu <span class="_ _4"></span>rzeczywistego <span class="_ _a"></span>ne<span class="_ _1"></span>gatywnego <span class="_ _a"></span>należało <span class="_ _a"></span>ws<span class="_ _1"></span>kazać <span class="_ _a"></span>skalę, <span class="_ _a"></span>zakres <span class="_ _4"></span>i <span class="_ _a"></span>nieodwracalny <span class="_ _a"></span>charakter <span class="_ _4"></span>(w </span></div><div class="t m0 xc h2 y7d1 ff2 fs0 fc1 sc0 ls0 ws0">skali od 1 <span class="ff1">–</span> 5); </div><div class="t m0 xc h2 y7d2 ff2 fs0 fc5 sc0 ls1 ws0">2)<span class="fc1 ls0"> <span class="ff1">dla wpływu rzeczywistego pozytywnego należało wskazać skalę oraz <span class="_ _8"></span>z<span class="_ _1"></span>akres wpływu (w skali od 1 –<span class="_ _1"></span><span class="ff2"> 5); </span></span></span></div><div class="t m0 xc h2 y6e3 ff2 fs0 fc5 sc0 ls1 ws0">3)<span class="fc1 ls0"> <span class="_ _0"></span><span class="ff1">dla <span class="_ _8"></span>wpływu potencjalnego <span class="_ _8"></span>negatywnego <span class="_ _0"></span>oraz <span class="_ _8"></span>wpływu potencjalnego <span class="_ _8"></span>pozytywnego stopień <span class="_ _8"></span>wpływu (skalę<span class="_ _8"></span> </span></span></div><div class="t m0 xc h2 y7d3 ff1 fs0 fc1 sc0 ls0 ws0">i zakres) oraz prawdopodobieństwo jego wystąpienia (w skali od <span class="_ _0"></span>1 <span class="_ _1"></span><span class="ff2">- 5). </span></div><div class="t m0 xc h2 y7d4 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa h11 y7d5 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Panel menadżerski Grupy UNIMOT, część II<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 y356 ff2 fs0 fc5 sc0 ls0 ws0">04. 10. 2024 r., on-line MS Teams  </div><div class="t m0 xc h2 y7d6 ff1 fs0 fc1 sc0 ls0 ws0">Udział:<span class="ff2"> <span class="ls1">46</span> </span>managerów Grupy UNIMOT, w tym Prezes Zarządu UNIMOT S.A. oraz<span class="_ _0"></span> 2 członków Zarządu.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xc h2 y7d7 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y7d8 ff1 fs0 fc1 sc0 ls0 ws0">Tematyka: <span class="_ _8"></span>prezentacja<span class="_ _1"></span> <span class="_ _8"></span>arkusza badawczego <span class="_ _8"></span>dla istotności fina<span class="_ _0"></span>nsowej zaga<span class="_ _0"></span>dnień <span class="_ _0"></span>zrównoważonego rozwoju, </div><div class="t m0 xc h2 y7d9 ff2 fs0 fc1 sc0 ls0 ws0">analiza <span class="ff1">istotności finansowej zagadnień zrównoważonego rozwoju.</span> </div><div class="t m0 xc h2 y7da ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y380 ff1 fs0 fc1 sc0 ls0 ws0">Menadżerowie <span class="_ _5"> </span>Grupy <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>oszacowali <span class="_ _4"> </span>w<span class="_ _1"></span>artość <span class="_ _4"></span>wpływu <span class="_ _4"> </span>na <span class="_ _5"> </span>finanse<span class="_ _1"></span> <span class="_ _4"></span>Grupy <span class="_ _5"> </span>tematów <span class="_ _5"> </span>zrównoważonego </div><div class="t m0 xc h2 y7db ff1 fs0 fc1 sc0 ls0 ws0">rozwoju  (wartości  finansów  w  skali  1<span class="ff2">-</span>5  dla  o<span class="_ _1"></span>kreślenia  istotności  finansowej  przyjęto  na  bazie  skali </div><div class="t m0 xc h2 y286 ff1 fs0 fc1 sc0 ls0 ws0">stosowanej <span class="_ _6"></span>przy <span class="_ _a"></span>ocenie <span class="_ _6"></span>skutków <span class="_ _a"></span>finansowych <span class="_ _6"></span>w <span class="_ _a"></span>analizie <span class="_ _6"></span>ryzyka <span class="_ _a"></span>prz<span class="_ _1"></span>ez <span class="_ _6"></span>Grupę).<span class="_ _1"></span> <span class="_ _6"></span>Dalej <span class="_ _6"></span>określ<span class="_ _1"></span>ili <span class="_ _6"></span>zależność <span class="_ _a"></span>od </div></div></div><div class="pi" ></div></div><div id="pf44" class="pf w0 h0" ><div class="pc pc44 w0 h0"><img class="bi x9 y7dc w9 he0" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">68<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xc h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">zasobów <span class="_ _b"> </span>naturalnych, <span class="_ _b"> </span>zależność <span class="_ _b"> </span>od <span class="_ _b"> </span>zasobów <span class="_ _b"> </span>s<span class="_ _1"></span>połecznych <span class="_ _b"> </span>i <span class="_ _b"> </span>relacji <span class="_ _b"> </span>biznesow<span class="_ _1"></span>ych <span class="_ _b"> </span>oraz <span class="_ _b"> </span>poziom <span class="_ _b"> </span>zmian <span class="_ _b"> </span>dla </div><div class="t m0 xc h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">wartości <span class="_ _8"></span>wpływu <span class="_ _8"></span>finansowe<span class="_ _1"></span>go <span class="_ _7"></span>w <span class="_ _8"></span>c<span class="_ _1"></span>zasie, <span class="_ _7"></span>o<span class="_ _1"></span>kreślili <span class="_ _7"></span>także <span class="_ _8"></span>r<span class="_ _1"></span>yzyka <span class="_ _8"></span>oraz <span class="_ _8"></span>szanse. <span class="ff2">Przy <span class="_ _8"></span>identyfikowaniu <span class="_ _8"></span>ryzyk <span class="_ _8"></span>i <span class="_ _8"></span>s<span class="_ _1"></span>zans </span></div><div class="t m0 xc h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">uwzględniono <span class="_ _7"></span>cały <span class="_ _8"></span>łańcuch <span class="_ _8"></span>wartości <span class="_ _7"></span>oraz <span class="_ _7"></span>uw<span class="_ _1"></span>zględniono <span class="_ _7"></span>zależności <span class="_ _7"></span>o<span class="_ _1"></span>d <span class="_ _7"></span>możliwości <span class="_ _7"></span>kontynuacji <span class="_ _7"></span>użycia <span class="_ _8"></span>zasobów </div><div class="t m0 xc h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">naturalnych oraz zależności od zasobów społecznych i relacji biz<span class="_ _0"></span>nesowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x15 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">Część <span class="_ _b"> </span>dotycząca <span class="_ _c"> </span>środowiska <span class="_ _b"> </span>(ESR<span class="_ _1"></span>S <span class="_ _b"> </span>E1<span class="_ _1"></span><span class="ff2">- <span class="_ _b"> </span></span>E5) <span class="_ _b"> </span>zos<span class="_ _1"></span>tała <span class="_ _b"> </span>wypełniona <span class="_ _c"> </span>w <span class="_ _b"> </span>trakcie <span class="_ _c"> </span>spotkania. <span class="_ _c"> </span>Wyniki <span class="_ _b"> </span>dotyczące<span class="_ _1"></span> </div><div class="t m0 x15 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">tematów  dla<span class="_ _8"></span>  sfery  społecznej, <span class="_ _9"> </span>pracowniczej  (ESRS <span class="_ _9"> </span>S1<span class="ff2">-</span>S4)  oraz <span class="_ _9"> </span>zarządczej <span class="_ _9"> </span>(ESRS  G1) <span class="_ _9"> </span>menadżerowie </div><div class="t m0 x15 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">wypełniali indywidualnie. Otrzymano<span class="ff2"> </span>20 odpowiedzi (zwrotnych ankiet) od<span class="_ _0"></span> menadżerów. <span class="ff2"> </span></div><div class="t m0 x1 h2 y753 ff2 fs0 fc1 sc0 ls0 ws0">     <span class="fc5 ls1">7.</span>     <span class="ff1">Analiza i zatwierdzenie badania podwójnej istotności p<span class="_ _0"></span>rzez Zarząd UNIMOT S.A.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x15 h2 y11f ff1 fs0 fc1 sc0 ls0 ws0">Listę <span class="_ _1"></span>tematów <span class="_ _6"></span>i <span class="_ _1"></span>subtematów <span class="_ _1"></span>stanowiących <span class="_ _6"></span>o <span class="_ _1"></span>kwestiach <span class="_ _6"></span>zrównoważonego <span class="_ _1"></span>rozwoju, <span class="_ _1"></span>która <span class="_ _1"></span>została <span class="_ _1"></span>w<span class="_ _1"></span>zięta <span class="_ _1"></span>do </div><div class="t m0 x15 h2 y120 ff2 fs0 fc1 sc0 ls0 ws0">analizy, <span class="_ _7"></span><span class="ff1">s<span class="_ _1"></span>tanowiła <span class="_ _7"></span>lista <span class="_ _8"></span>zaproponowana <span class="_ _8"></span>w <span class="_ _8"></span>wymaganiu <span class="_ _8"></span>AR <span class="_ _8"></span>16 <span class="_ _8"></span>Załącznika <span class="_ _7"></span>A <span class="_ _8"></span>do <span class="_ _8"></span>Załącznika <span class="_ _8"></span>1 <span class="_ _8"></span>do <span class="_ _8"></span>R<span class="_ _1"></span>ozporządzenia </span></div><div class="t m0 x15 h2 y121 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego Komisji (UE) nr 2023/2772 z 22 grudnia 2023, wraz ze sprostowaniem z 18 kwietnia <span class="_ _0"></span>2024. <span class="_ _1"></span> </div><div class="t m0 x15 h2 y7dd ff2 fs0 fc1 sc0 ls0 ws0">Warsztaty, <span class="_ _7"></span>se<span class="_ _1"></span>sja <span class="_ _8"></span>dialogowa <span class="_ _8"></span><span class="ff1">oraz <span class="_ _8"></span>wyniki anki<span class="_ _8"></span>e<span class="_ _1"></span>t <span class="_ _8"></span>pozwoliły <span class="_ _8"></span>ocenić <span class="_ _8"></span>jakość <span class="_ _8"></span>wpływu da<span class="_ _0"></span>nego <span class="_ _8"></span>zagadnienia <span class="_ _8"></span>na <span class="_ _8"></span>Grupę </span></div><div class="t m0 x15 h2 y123 ff2 fs0 fc1 sc0 ls0 ws0">(pozytywny/negatywny <span class="_ _19"> </span>oraz <span class="_ _17"> </span>potencjalny/rzeczywisty<span class="ff1">), <span class="_ _17"> </span>jeg<span class="_ _8"></span>o<span class="_ _1"></span> <span class="_ _19"> </span>skalę, <span class="_ _17"> </span>zakres, <span class="_ _19"> </span>nieodwracalność, <span class="_ _19"> </span>a <span class="_ _17"> </span>także </span></div><div class="t m0 x15 h2 y124 ff1 fs0 fc1 sc0 ls0 ws0">prawdopodobieństwo (w <span class="_ _1"></span>przypadk<span class="_ _8"></span>u<span class="_ _1"></span> pote<span class="_ _1"></span>ncjalnych wpływów<span class="ff2 ls2">). <span class="ls0">K</span></span>ażde <span class="_ _1"></span>zagadnienie zostało o<span class="_ _1"></span>cenione poprzez </div><div class="t m0 x15 h2 y125 ff1 fs0 fc1 sc0 ls0 ws0">wpływ finansowy na Grupę przez wewnę<span class="_ _1"></span>trznych ekspertów z dzied<span class="_ _0"></span>ziny finansowania, relacji inwestorskich i </div><div class="t m0 x15 h2 y7de ff1 fs0 fc1 sc0 ls0 ws0">raportowania ESG, a także Zarząd UNIMOT S.A. oraz przedstawicieli Zarządów spółek zależnych. <span class="ff2"> </span></div><div class="t m0 x1 h2 y127 ff1 fs0 fc1 sc0 ls0 ws0">Wynik tego procesu został zaprezentowany w niniejszym rozdzia<span class="_ _8"></span>le<span class="_ _1"></span> we wskaźniku ESRS2 SMB<span class="ff2">-</span>3 poniżej.<span class="ff2"> </span></div><div class="t m0 xc hf y7df ff2 fs1 fc7 sc0 ls0 ws0">1.6.3.<span class="ff5"> <span class="_ _d"> </span><span class="ff1">Istotne wpływy</span></span> <span class="ff1">związane ze zrównowa<span class="_ _8"></span>żonym rozwojem w uję<span class="_ _8"></span>ciu ryzyk i szans<span class="ff2"> </span></span></div></div><div class="c x1 y7e0 w3a he1"><div class="t m0 xb h2 y7e1 ff2 fs0 fc5 sc0 ls0 ws0">SBM-3 <span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y7e2 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"> </span>przeprowadzonym <span class="_ _b"> </span>badaniu <span class="_ _5"> </span><span class="ff1">podwójnej <span class="_ _5"> </span>istotności <span class="_ _5"> </span>zidentyfikowano <span class="_ _5"> </span>obszary, <span class="_ _4"></span>w<span class="_ _1"></span> <span class="_ _4"> </span>których <span class="_ _b"> </span>Grupa <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>wywiera </span></div><div class="t m0 x1 h2 y7e3 ff1 fs0 fc1 sc0 ls0 ws0">istotny wpływ<span class="ff2"> <span class="ls4">i </span>identyfikuje </span>związane z nimi<span class="ff2"> istotne ryzyka oraz szanse.  </span></div><div class="t m0 x1 h2 y7e4 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>związku <span class="_ _a"></span>z <span class="_ _4"></span>r<span class="_ _1"></span>aportującym <span class="_ _a"></span>ten <span class="_ _4"> </span>proce<span class="_ _1"></span>s <span class="_ _a"></span>ninie<span class="_ _1"></span>jszym <span class="_ _a"></span>dokumentem <span class="_ _4"></span>i <span class="_ _4"></span>w <span class="_ _4"></span>odniesieniu <span class="_ _4"></span>do <span class="_ _4"></span>zasady <span class="_ _a"></span>3x3x3 <span class="_ _4"></span>ws<span class="_ _1"></span>kazywanej <span class="_ _a"></span>w<span class="_ _1"></span> </div><div class="t m0 x1 h2 y7e5 ff1 fs0 fc1 sc0 ls0 ws0">Dyrektywie <span class="_ _1"></span>CSRD, <span class="_ _6"></span>przedstawiono <span class="_ _1"></span>w <span class="_ _6"></span>nim <span class="_ _1"></span>najważniejszą <span class="_ _1"></span>strate<span class="_ _1"></span>gicznie <span class="_ _1"></span>macierz <span class="_ _1"></span>wynikową, <span class="_ _6"></span>a <span class="_ _6"></span>więc <span class="_ _6"></span>macierz <span class="_ _1"></span>pokazującą </div><div class="t m0 x1 h2 y7e6 ff1 fs0 fc1 sc0 ls0 ws0">uśrednione wyniki dla d<span class="_ _1"></span>ziałań wł<span class="_ _1"></span>asnych oraz<span class="ff2"> <span class="_ _1"></span></span>łańcucha wartości Grupy K<span class="_ _1"></span>apitałowej UNIMOT, a <span class="_ _1"></span>także uwzględniającą </div><div class="t m0 x1 h2 y7e7 ff1 fs0 fc1 sc0 ls0 ws0">uśrednioną <span class="_ _6"></span>dynamikę <span class="_ _1"></span>zmian <span class="_ _1"></span>p<span class="_ _1"></span>oziomów <span class="_ _6"></span>istotności <span class="_ _1"></span>wpływu <span class="_ _6"></span>i <span class="_ _6"></span>istotności <span class="_ _6"></span>finansowej <span class="_ _6"></span>dla <span class="_ _1"></span>o<span class="_ _1"></span>kresów: <span class="_ _1"></span>c<span class="_ _1"></span>zas <span class="_ _1"></span>obecny <span class="_ _a"></span>–<span class="ff2"> <span class="_ _6"></span>okres </span></div><div class="t m0 x1 h2 y7e8 ff1 fs0 fc1 sc0 ls0 ws0">długoterminowy.<span class="ff2"> </span></div><div class="t m0 x1 h2 y446 ff1 fs0 fc1 sc0 ls0 ws0">Macierz <span class="_ _6"></span>tę<span class="_ _1"></span> <span class="_ _6"></span>przedstawiono<span class="_ _1"></span> <span class="_ _6"></span>na <span class="_ _a"></span>grafice <span class="_ _a"></span>poniżej. <span class="_ _a"></span>Pokazano <span class="_ _6"></span>w <span class="_ _a"></span>niej <span class="_ _a"></span>najważniejsze <span class="_ _a"></span>elementy <span class="_ _a"></span>wynikowe, <span class="_ _a"></span>a <span class="_ _6"></span>więc <span class="_ _a"></span>poziomy </div><div class="t m0 x1 h2 y7e9 ff1 fs0 fc1 sc0 ls0 ws0">istotności <span class="_ _7"></span>wpływu <span class="_ _7"></span>(minimalna, <span class="_ _7"></span>umiarkowana, <span class="_ _7"></span>ważna, <span class="_ _7"></span>znacz<span class="_ _1"></span>ąca, <span class="_ _7"></span>krytyczna), <span class="_ _7"></span>poziomy <span class="_ _7"></span>istotności <span class="_ _7"></span>finans<span class="_ _1"></span>owej <span class="_ _7"></span>(minimalna, </div><div class="t m0 x1 h2 y7ea ff1 fs0 fc1 sc0 ls0 ws0">umiarkowana, <span class="_ _e"> </span>ważna, <span class="_ _d"> </span>znacząca, <span class="_ _d"> </span>kryt<span class="_ _1"></span>yczna), <span class="_ _e"> </span>charakter <span class="_ _d"> </span>wpływu <span class="_ _d"> </span>(pozytywny, <span class="_ _d"> </span>negatywny, <span class="_ _d"> </span>co <span class="_ _d"> </span>dało <span class="_ _d"> </span>podział <span class="_ _e"> </span>na<span class="_ _1"></span> </div><div class="t m0 x1 h2 y314 ff1 fs0 fc1 sc0 ls0 ws0">odpowiednio <span class="_ _1"></span>na <span class="_ _6"></span>sz<span class="_ _1"></span>anse <span class="_ _1"></span>i <span class="_ _6"></span>ryzy<span class="_ _1"></span>ka) <span class="_ _1"></span>oraz <span class="_ _6"></span>rodzaj <span class="_ _6"></span>wpływu <span class="_ _6"></span>(rzec<span class="_ _1"></span>zywisty, <span class="_ _6"></span>potencjalny, <span class="_ _1"></span>c<span class="_ _1"></span>o <span class="_ _1"></span>miało <span class="_ _a"></span>pozwolić <span class="_ _1"></span>na <span class="_ _6"></span>określe<span class="_ _1"></span>nie <span class="_ _1"></span>w </div><div class="t m0 x1 h2 y7eb ff1 fs0 fc1 sc0 ls0 ws0">dalszych pracach analitycznych wielkości ryzyka).   <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf45" class="pf w0 h0" ><div class="pc pc45 w0 h0"><img class="bi x1 y7ec w57 he2" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBIAAAWQCAIAAABoNfD2AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdedxlZ1Un+t9a63n23md4h5qrUqmQgcwhkJAEGQJBW1EakbbbFlFRRGi1baerV21uK3K5t6W5XFul+yJXGhmV0YCGQSAEAiGpVOZUkkoqValKzVXveM7Z0/M8a90/zlsh9E1/Pm3ae/0A+/s5n0+lzjvkvPvdp87zO3s9a5GZodPpdDqd73QR0SWGAkpwFAVx7SOq0AhM4AjIgByQ6QegBAjgAZp+re8OZKfT+S7lukPQ6XQ6ne8GBgIDBhAB4NMvgQwY2EMBEOABv3YnFFCAp19PAHVHsdPpfPei7mpDp9PpdL4b1LAMIAMpfUsGUIMBMBgDgE6jBcCAqBFs+ukGGJ/OEJ1Op9PFhk6n0+l0vhMFYPqCx6dDwRoDAUiA/r++hqc3/da7Op1Op4sNnU6n0+l8hzJDIkTAphcSoAlIgAGytoEhTVPE6a0NT0oIpF1s6HQ63+W6vQ2dTqfT+a5AAZxNS5A0QyI1IgOhXUsDpKgAJHIRTsEEciAHsE3ThAFKXWzodDpdbOh0Op1O5ztZgApMkCFJEzGqQCqCfPpK2DJ4Ap9xSonFD2cUzgADjABwQlAg6w5jp9PpYkOn0+l0Ot/JBBA01uRqOHR857//EyknjUPlNEs8bGFctV4W+n067+wXvepH8i3bs+GADEZQIAEJ2sWGTqfTxYZOp9PpdL6TmVkAeWLXlM0Xvz756Oe2RPWs3mmeMNcgso6FwlzvktefOTvYDOQIgIAAIyQgotsN2Ol0utjQ6XQ6nc53NBJqERyAleWb/+zPL2nCprZsEEuog80AgF+Fa2cHF/zAD8E5hAZ9N+2+KoCDcRcbOp1OFxs6nU6n0/kOl2BmDbWDycrJx/fnaowgiDFThcVWA2REbf+sDXjmNhQai6JhCJADZMi6WW+dTqeLDZ1Op9PpfOczYzMhuueuXVnhA8YBzaoPJ4Ypii43ICqOajzzuueg3zSFnHAFAQMgm/ZfNQO0e9nsdDrftbq5DZ1Op9N52iYTZAl+tgECkOO4R0SzLTpuBAJEgIEciMAEMGCINlUZ56gZlOKMuDHQJAwFyVAQVGH8zeFrhImPgwxQXqS4HhkWqpX1vUe5uiz2skZPoZzPe04FOD3IDUAAAjACDOgB/QBRLOTIgSot7ttnx0/Uk3HKpREuHScSMtk4Plr2i61XXj23dTMi1OFkgQhsN2CC0MOCYOsIKNYeW52jBWYnwBjNrE16NGw0AyPvToy/vwAQSodVaI40p4kjgTkIKTmfwDX2DbDV0J8ALVBg0rcK1oP2AVIDwwAyj9Nz/UBQBENgECEn4xQhXjWamYgAgFLLlIAIkMEDOQBK46au88GcKoh9ApKZEKm2wqSpIcqFJcRIjlNKwhJi8MRechhiVbu8qNpxr59Ha4yM4Qye4Hj6oFABKcC3kAJmceyEQNOniksQBshaIDU0MI0FG1KEEiiLxuSREgQqHKDU1pT1vBmIANYYS+cACNCDAQpQABEISSMxJyQGpxSy6SEAUttyNjw9rgQwmILXnk0JiCkFoSEIRjGkVkkdCwE8/b7KUEbUlFdCHmBNxMjAUIURjHXcjnpZwWtvVyutDWN/AgNy+gkcMC0MtOk90ARmTCb1YFgAUFWWrg9yFxs6nU6n8+1Fy8hZgssjYGg9TiF5NOticpFR+AaYwEZgB9ls5FUnHEqKYtZHUZGMwR4qpgWxpppkbS6zBxhs4ASOwMCAYLXnAoJSqx4tsG5uLQPMMS3V5YaCoYoYkADK4VyjIsViXae+K7kFtI+BMxRmWaydAlCQQRBJQEJG0jSpLsPs+sReFCaYkGaW+uOJ416Ctn1PgBDEkAgNIEDegNq4PHQtyTyQR8B19Ux/b8nWFvpJjUiF1AykRhCQECEqkkZt257LQAIydRxgSmCoh/J0Icr/VWxIIZUMEe6RERkUYAYMZogx+YxBAQgEGDLAw0CWQGQgVTJBTKZK3sHMoJHZUmLvXRMCO2HiEJNAGOqZm7rO8wKa4CRpBEcjjgozFnYMkIEpEbQFlJyHsTWk0ZJRNkhgBRFAKQlhwsLJCk6xLn1emHKrzBkTQAkaWmZHzGrQZD6jsq77fSa03xobtGlbFhHvm5BEyExFxDSxrQ0lYSffHGVosOkNygSDmqlwFpMZlJyomVkigqWUiycDIoEoSqlRxTmCMPmUFEBQY89KZDDTlDEDIBgBNP1FGa39tkAAGaXT9zAZAISomecQTARERHT63YFOFxs6nU6n8+3C0MAcmawNXiaEU0fp4Ufd4hhwytr4oAMqnZjls7UrWm1iuYR664uvCXkReMCcjzG2x47i4YPriFMok1fvxSdDYrCkzNkzznLbz0aTkGcqxIQUlARNqHqZQ6m46T74FmggbfIhEWWtg/bHJEtnr+8/87yAsg+ZqG5jX+4/SAeP9soaMUAUzAaQChLfbeMLr3hOduZZNeVqOlSj2ITbbvfRMK6QDOvXHR5Mto8Aw2pOzqjfcHDsX/LcE0gz6PWUYILurdC/vzFgwIwCNSAIGSpCBhRtQggo3Eh0Zv8SUOKczRMgQy4rkQdFdGgBh5RFQzQU/slr0TY2yYJ3xb5Hjx4/tpy5uUATMwuNFVkukq6+5kJAGS3BAA9zAB588MjSyqhug3O5y3vMFENNrM+76vzYIMugjJXVyf2794QA53vOZSKisb78sguHfarLupdJTJ4F5BDUDhw6vm//kV6+DpYREqMFhTo2177oOVojl0RMlujO+x4uI5J5IlAKjpD6fjbnZ190NrQBrKpbyQb37Tk8HtW5+L6TRMp5Xk/KlHT9hpnzn7mVkAgtQIQMxlC0agQKCV+9eVdvMNcfzJZlSWZMsZfTcFBccMGOb67DCQCaNmSZV6Cuk/MiAgWaBo8dOLl3375xVTrnmPk5z7r0jE3zRQZHMEW04L0naIzJOQ9gXLZ337snmDTRBjOzFpXidDK7sQH0pCXoWlRA4nR6hcoMBSBsz7v6ohjhPGCmqnL6Oknn/2ddkWan0+l0nqYReAASBQgwoA3LN+66/81vL44u+LwoYY7q1I5qJ5Xkolm/tQ1bNh6h+mV/9h/81Zd7IiQUdbnv73bufMsfb25iwVEHtDpZydR8YmOpcnfmz//ks/7t74AICUoWhJwSGyEjq0f7/+qGO9/0zq1V460Nrqx9imyzjZNQPJL7C970C1e/YTNxjsCzueLk4t1v+ZOTX/r6pjrGMEFGiUDGWeIs8g0vvfi3tp8jc9Vg1qlGqlrcevfH3vCvNxvGyyszw7nQhONz8dxFGOHYgPMkszXjknNf+vm/mOu5XBMqhc+72PA0KAywtfo0A3koIQFKypTAVCDgy1/90i2f/77//IeOLUCFHQzOprO7GZTABBiInqh/8eId+UnZ/pf3fOD66z+3tFBnsyLiY9DR6uqZ27d88QvXb9k8MDCtZV/A8Lu/97Y77rw7hEjsVQ0wprRt68a/+9wnN6wTGFbL5j3vff/b3/4nPhsK90JQVS0y+tFXvextb/s9CMORI8QENhDopq/c+va3/+nqSjJkZCAKoDgY+Bv+9hMXnL2OgiCgDfjJn/r5SYtaRVgoBSEst6vPv/ryT37w3TNDB6Rev18G+b/e9e4vfuErK4vjnLJxM/I9p4rZmZnnPe/KD3/oT8mYyX1L1y8mNXzwLz/9R//xPy0uVCGQ914EIhFavfIVL/v3f/iW2f4Tb+ErAJ+5NmmIlhViwM237HnvBz586PEjD+3Z0zSRnB+Pytm5YayrSy4677qXvPDHf+xfXHzh5hR4vDRet27IjtoYvPO37rzjZ3/+l5rWK/fF5YgqFp/il//N6wcaeRpejGzauyy++EXP/9AH/pg9VI2ZpHt+dbGh0+l0Ot92GnBfCRExg3KbWU1337/jwX0bSZPzi6HaIDqTqgQ3Qj5xvojEo9XWpxP33r3xBZfVZDkhDeSsC887Hmzbaj1sq1rq1gUfNUtIRONcyp33YDzBTB8pmUoUZGqAxUypqpb+7qsXLE+2NaVHkzAps1Zhs23mZTbNbXrui65qekXReJQRrqp33b50687tx0+dI1kTxlHMAKfklFn5Gedd0N+2Az4PSIHbfjs+8ekbLj586hkb5o/VZb9NvopXL7azCoCXl8mry+H23ffw+As3Df7pS5WUHJF09RNPRwE1QBmcAwpJcIAxWkeFGKrR8s1fP/oH/3as4cY3/OqLf/kXskufheFADazIABBF4SSaQQmC029kx5TE+V6vSOZH42Q0GLUBgOPc9zeMK52ZHyjAcEDC2lRwqJsZNdy20u/3kqXMcV2PDh0+MTcnKQJmzmXseiQD8NykNlWX5/moWv7Ep79wyeWXv/anf6RMTR9OGCGaChncyYUx8ZxZDyBQAsV6eWXDuqFNa5IcUmsRRWtWJxZkpJ6hWS9rg+sNihiDWet8oUh79z2+PElFf5u3LHczmoVelo/K6tZdu2+/67Ern322p2kZ3ZrWYKof+finVsepiQVx32WDyWQl8wGIi6sVBNC1fQRAMoIag8Xn+Ozf7Xzv+z5x5533T5omqaXkYX2Orjdcn5TqKI8+vvrQez/+Fx/+5Ete8sJfft1rrr7mwgSEYN77KkT2TuHZzU0mTNTvZaRaAWwge3KlEaUnNjwEeIKRKSExgoDHZZsMKUIIzBpTcuK7p8w/ii6xdTqdTudpyiBiBEPDuoqArNl/580+C2M3OdxfOTYcrwyagKBoY9a0RaM+hLiyfXbuwdtvC4IVdlWGx3PHzz1fLtpR9n2FOlpDWdI8pKxNWau+Xn5oDxaWkIXgklfKARJGhmQtHj9y9NOf39pUVRYqH+peG/LWsjb5eCIt957zDLn6wscETT/H3MCk/voX/nbh1LHZng9pElxb+7rxdeXblSKcHIR/8nOvw/r5xrujsCPU2mhh7803bXB29NijmgXidgaWWSS0AbW61jgArR9PvvjH70rGS+KXi37ruvKJp3UuKXJYJEwyxAJE6AMOUGoRGjzy2P3/7h0z46VzF1f4+hu//Prf1HsfolgFNhCmFygq8CoY37rT1jlPQBtSVG/UgwxaLVyxPlpRt5LgfTbdnDvdkru2kK0Tspm5yC6xV3JVG5MaO4mKqg7Ok8uIfb8JNC7VaGg2rGqBzC6stm/6g//twNFTLAUIqtF7MkPVNmVbJ1AkDuQDXEAeDYO+jwmg6aqdFIiGNlGjXBs3JqNxTOaVYBARZzCwHDmxoOabmK1MGG5u1HCTskTFyjj+xQc/CYaCDby2c5/gHB4/durOe+9dGpeSD6L6URkgvWA+Gi9Pqjg9ZN88cGTE4yq9/y9veOMv/ubOOx6a1K5s0SYHHrAbGg1izKtaesPNy+M4qnkS5PrPfPn1b/ytz3z2LgWMMWkb553PvJpMJgHWE5nV5MyghgSX4AKylrKALMAnuDjdy2R5tDxZnpCpZclcSKYE70GCtS1JnS42dDqdTufb7iWkbVsIosYWqxivHnv0kQIR1ibUrqBS0lKPy56MUytCrHEr+u74ctx9sGh4c6SZBgn96PJrfuRHFiZVzr0+JKtTFpJT9Ql5RHZqNd2/O1qjnpDUKUBoRTOie/78g+dw7jmkNiRNZpaBc2MkDOc25GftaIAMPTXAQMvl0V27N9Q03xK1ZZ7MNSkL5oxHZT0844zNW86CK1oRgIcYLB98vDpywoU0KPpEFFUBOjGgh2dpzzCc6uupvp7KUibCDx3hEystNAFRtTsxng616So3AGOgIajBA/0Q8PD++97+J70H9s9qWl+Hcxr09x7a/e73o01eWzDgEEkjIoHxX43kMwOQZeKzIqgpCbs8BktG4jzRU9VcGOB5UpY+z5IlCJNQf6YXYyOM4YwHJQChVZ/1iTOCI8mI8jZidm6jz2a++rVbap12d2qByIKUmtm5IdhAZGzGZEQuk9VR6T0UAMPIyFGy5DJRJHYCprw3ZPEpwTlmYgKNRmXmC4MjzppI0WQwnBtNWnF9kP/yjTdXNSZNMKBqahBiVAXu3X1fNCUhg5FQXhQGhRgJP/Low8awpFDVtlWbXgeg/+Md//HNf/DWutWyCslcUQxUzQyTyUQ1phR9JqPRaPPmM9rVMsE3kRYWJ7/7v7z5vvuOi7CwB9A0jQgNBj0ylONVojgceucRUt3EVqHGpELiXdAANl8wfROIjIjyIk8JqmjbCICou6DXxYZOp9PpfLsRgHJJzkSbM0J24H3X71is17ftxpjOGdkFy1YEd4JpmTz7njbqQQQbQtcfXh1/7CtuRGhgcIkyXHXl5uddueq44CKPzOoUTsFZcGfUuPfjf+3qSYkGTKgtCsZgPrYQb7t/Y900NCbnonMtuVCBSgkyOES07QUvhBZ9oKdAwqmv7x7sO3W+9vKq3OznEHXODfPgETPZfEZz+aWZDFFiEGWT8aZJPb7loTNXdS6iF9BradBKDxKot5rn0fddlJBi62m2jc87jvDF+zaq64fU715Yn+Z6RABxCkkKYMRJuY0rC+2uB2994/+8+skvnhswWG1nFOsU29oUvvSNh3/rzfz4kZQmqxjXbC5YPwV9ihAwrTwiBScI2driHcbf2pHnyXkjgAKQbK1uaVq6k2zaVggtAJhMuwEZmZElsrzol1VcHbcf+NCnUoKlhh03qVWLWeGaUE5rk4AEJFALapWDEUARlEAKSqBklKZFO3hyl1KbrtlEJFsdjw2U2MiTEVJCkQ9UycwtL0927344994MIgIoC0Xgjjvvdd7nRRFSyxmaVMOZOI4Wy7JaGaU2VBCCOCJX1vaRj33mIx+9YWmx8X4YlcxQjUfr5mYtVXMzPoWVImu0Whz0+NChx+a3bI21Dfob6iCnFstf/Ne/8ci+o85xmxIROUr1ZLFfxEERnYzb5kTSZUKV5zCKzjGgTVtluQBt04w9V44qJ7WjVjgIBY2NRmVG5kVNqeuj9I+n29vQ6XQ6naepn7Rl1GS9xDi0fN8Hr39mHWvAQIGE2LWUBS4mrc6SRwiNwxKFYBwno10f/+vrfvgHx7N5AdLM4znPfMZrXn7L7jsGlZBJlaERgkkvyEzA/V/8yrm33Vlc91I4QokIEBAfOMgPHWStqrwNPDN2QSQfitfWLczMPTSXXfnC55ac9UHJIBlOfn3XuibNgBN0nGMEKpiUfJn1D2TZpS976bTCOwp6ACZp9UvfmAupJa09InNgKZPzbT7fNrOwLDaLFqiwHLxe6fCNX9/+Ey8rUzQ/6BY1T0MgoghHmAE30JqarK3Rhjt+4/fX7dxz9uzcaOVUZnmDVFqbMa87cvTk+z9+Yuvmzb/5+iKnGj6N65nhXJL0pO+q0ysDACubMtSMoQyYGUGn1S6nO4FObwQGrdXZJ4JjkK41BiUQDEpQNgDTXSwJFGFkpk2bxLm5waZ77tn7kY/d9EuveXFKrZeshYwn42F/MKkUlNimpfyJYEZkT/QhXWssYAxTIyYDzCiCTu8YNiGwRRuvTsC5WuBM1EJs46AYtGXtOWubyc6d917z3AuSWu68AcQkwM1fuV24UJt2oA1JU+YJZKYUWqtKzdY7sDVN8uycuPf8+UdPHp8MBpuI8pQaEXPULhw/ODszeOmLL7/0kouXlpa+ctNXH3v8yLZNm5aWxs7363E725tZWj3BxxY+/akbf+Ff/eSwL5dedMGf/tEf1g2B+qbOSZ3nYVTaf/qzD+zZ+7hQb1SOiCh3BG02bpj/1V/5pfXzMwAISmZsBkob18/2cn6i7Sp3Vxu62NDpdDqdbz81UGgr4tTkG3e3h0+NRQ8NEUWSeGVJUc6c394srBTjyhtHxAlaEj+IYfGRfVhZKue2rgeECN6KKy+12X5aPjkw1EZKYKM8Us90Ux2O3HTLM697ETghEwIKaLn32HyUgADPM5GqqJ6lby5reZKw+bJLsXFdD0wtQIBHtvvhrSAuV/rgxXLV5RImTQ9Fq9lKHbZdcCEy1A6rbOsRncaFxw/2XVyiNC40QRJIjdOG9f7I8T7MhJMzc9q6mLRZPPLY9qZ0M70K2l1weBqEEBKcA1K0VM1linF16I/flR58dLsryuVTNbUlsoa5RRJglllCe/Ajn9j8oiuyF1yFWGfzc6jM/JMyA5TMjKa7fdVIDeYssVGCMtITlxvWYgPZdAEvBjaCMRtjemkCBmMzgKaTRcBGa6tbJBDEiZoSUV3H2NKfv/sDr3zR+dvP2q4ADJqISMimC16D2TQMrLUhhcAYUDamtf/j9IZEkZHYTgcKoK1qVWWoWgtiM1hMUIOZEHufPbr3sSd+fgbMtGn56OElTdK2yWV50kDTCJSUSIgoRU5oHAREYNyx6+DDew4UxTzgmqZl05SqjfOzR44cevObfu+nf/oVvQJNY/v2/bNf/MVfP7ZQDXpZ0+hsb64K43XrN9XN6s1f+8Zv/PpPApibm/vBH3ypnK4dU41OXBnw4Y9+sipHJubIxZg4ywTcy/KffPX3D4u13x+dLokhAxNSMmYzs+5iwz+i7p+2TqfT6TxdTUqGGsmtVvf/xafOWaaZhgOxwvsgRS2K7IxXvHzH865qnQMsSRz7Bj5srqsdj58a3XKrR5itkUWoBFx85hnPemayJoOxWSIokCs8wtlKp/72q3TsVGKbzoHrjVL62n29kFphI13XaC+aj8hLysA2mH3Ba19T9wsKEZMWsXz88J7xfbuHZSkoIWFkJTJipD7EJXrmJZcPLjjfUq0SIxqaLK9+5vMzh070Y6McyFKRNE8gIL3y2mx2zoErstDniGaZxyeKcunAw9h55yDUgtCdF09nORIhAYkQMioc9P69d/7Mrxx4z0c213Wj5ZgbZP5wno+z3Iv3qggTH8bFgYO3/+ZbF9/54WxFa02LBU63UDodAyhh2qOJkiElUrbEFsQiW2KLZKe7rq7dAICVJQnp9OZhHpphbf40KzwZYGAzohbUEDWGynsCUJVNrze/b++xt73tnQsLqzHBDP18tioDmWMVVmYDK5GxwQNYazSqBBUyZnOsItPPRAAi4XSplOLEsaOZOLMEasUH4eShSNExh7b1zt19110Li9V0vR01KexD7/tGOebYOEZOEDNjgamqQqgXG7e61LSxVsAX2aRMb33rO8qKTbPYsrArerl3Vq+e+p9+5Y2v+ZffV7jgEHMpzz9n7i1v/vXJ8vFmvMRJQx3ZZ6NJDchDe/Y9tn+RgVwg1pI2jIasJqs1lIUzi23u2BH1i4F33qLmvghVM8jg0XgEj+hMxVTMNCoBTEaAJu2GvXWxodPpdDrfhkIIrKso+dDx0dfuv2AiZ7V05kjOX+ELRnz+mDn3eNV17geuObzBHc3C4iyW5jAeKHGzoQlH7r3bUCFh4uJy5jDL/SvPHxc8Fl3JsdyzlR7GHg1iPin9wZPjA4fjdOFGQEvV/fvKuEr9XDWNra4Lrnt+QpqK/vDic/vPf/aiSPCAT5Ow8NFbb5jYZMSVGw5P+GZllk5mse3nsZ8vO3v2y79P1w0pol+X8wiyONr93o88o2o3pLS+SRsr3TJOWxvdGKE/9ILeuvUAt1DnpEgpFyMJ7tAxfHEnji7l3ZbopyfCCaJglRKQ7vnTP9db7j17HCU0ExdSntUxLM8PS2ZJKIxINB/KvCW575Gdb33n0mdvgsgCry2w8eSF9nTeMWy6E4GRpjdCwrfsbzBgWo60VpAkxmRC5mAOtjYJDgCmDV4BwAhGiESh189CbNu2HQ5nyklQlff9xYce3nNYBMJoWx0UQ4AJQiA2YhCm3/mbiOBYhZTFhEzYBDSNz6cfIHDy5EnnnJkSq8/Me/LeCSx3vq6qFNO+vfuOHT02/YbJFIZ3/ef3CfqaXL8/n6Jl4kjNFDARyupalxYmWe7HzQTAvv0nb7vtDu96TgqRTJNWk3GM9Tlnn/lvf/uXe7nkDowaNukX+J5rLn/2ZRfMDfsMyp0LSV2WlVVblvXNN3/DDDCIGFOT4jLSspNAmhjWVqWmmHlfjsc9XzAICUISWjAaRs1omAKREhkhphBDWwPmfdd6tYsNnU6n0/l2NN+35C+EW7j99u02NkwWeu7xoT+W8RiTEqfauRlceiVe+cPHvb+k2LJ9OXKJo14ODfIRmvHd966vR48OICrrmz4mubvyex4dDhb6ReHkvBFdcQr9fOZAVnJWn1naeOfRPLhWUHKLpXt17y3nQvoNNWnd6qDXNnHbWLdoOuKaLa99edw430NvFVnIaHDQrnvzZ7cvL58fxcZ2Kp/d0KzfvoBzh4PF8vED21zvX/2LhBmLWhZDJODLd+X3PFo6frTngvltsmlsdrCXjg3CzNkXyMu/945+vpL1siBgGYnONHpVJYc+9DkkqzkCEY2iARKCWYQaArRFBBKsixVPpfRAgVw1YjHuuYs/+ZnnjMeDZol12YuWWRoXhnrPgE6UFA4o1+6sdnzG4WLz/vmhBS3f96nikUe3YDxCtYjQJkJyLfIxhFoUpTG09ESaT6xoeBC4iPB2ukqe1gIGf3PqGGnipBKia4wblRrcEOAAQUiM5MZqQ02zBm9w9aQgne0Nabl+zBUpKzYMt1z0sRu+OIoIQNYPk+oEIZABJgY2wAhKqgA4mrRgVcTEbORUyKRJMqE0a1YYAQL4aA4tZFRa0l7O8+VybEPSni7FEyNdKmbWLa1matuv/9SNzGqYePGHDqzuLRfGWbS8HU2OZS6wGJwP7CfJksReFg7svxvWdzRU4JH9D67ftqGldqVegdOgcTgzL9z7sVe/jERdJmbcNnAyZzbIssG13/sDo7ZqpQ6+9tRq2wx6A7H8c5+9kZ5YZlLu/Cb2W03XcT6TKPle7mRjWxc+U5MFoya2npgpBzALzAADIAccwM5n4l1e9Inc9J7u+dLFhk6n0+l8+72GZEKIunLPPU0zCWhSbLNpNYHrBelvPPscCGNuZt22raNJ2QuyMfq5UodN2mSueYYOtTQAACAASURBVHA/Hj5CgFOCEfJi88XPzM/cykpupUlNHLNNqlGPsqqtU4qThx5GgDAKjQduvDnGkJBUExM4NINevlKvGvJsw6bN11zVOEdJc0A5LX76k25xhYwUSGSiRoCHjEclyWDbpReyc06EZvtmCW2781N/QzBLgVIgL+Nq4jhPWWFnbNl8xo51z7mit269V+barFUQNZYCsH/xyP6/ud5pBADHEChAoG++n00KgnUVFk+lDyjhwfpE1uCe33/3WSvpQBwdnEdb5EXAbEMbY3Z+PVArjs/2Vp6xoX7ZlfSmV1/+jl/75//nm37oj39v3SuvXT51xGldpDaf9j5Np8/R01ueycD6D9vy/5u/S+ccs7RN44TFoZyMy7L+4he+fPjQSQPqqi16w9OLrv+h4BhjmHYgVVVmBohA3ntmEhHvfUr6uc9+YbUsFRST7dp1t4YQQ3AivaJQTTFGswQYM5vBCOPxxMy8FwOOHDm+uLhIvLY+ZOaUkqpeccUVvR4DRDT9QiMCMS699OI89yysFkE0/VBMcWVlpa6787qLDZ1Op9PpAAAqBwfFqDx0+y4ngZ2qtQWIlWrfW+j15i+7GP0cw2L+ovMXU8iQbW7cpgnWRcyFOHP4BD7wN/OAJEOIMPPn7tjxfc8H5Az0M+OVnk3SpEfm+j0NzdKd92Iyodj4ldWHPvZZS3GClCwQtIithxr8CnTusstw7jmR+31ID+qrya0f/cjc0rJXHgO1M69gQ6HSVnG1yDe84Er0eiBUDqLqHz2y9/Y72IInzVSV0IJ6+cwKZON1LywGc7jqWbJjG6kULXnKzEyRJqKtjztv+Iwsj2KKSmqy1vGJpyvF6aK1iw3/bW0K2/sbhscW9WsPzESIz9X5kmlVoOTXNdRv5prZM856+Q9e+1/ec97PvPqxk3ve867/8N5/9zsff/PvfunD71n+0tf6j672krjQiBAUMaiBIdOpCNMRaP8wseFbF09sQFVVZunyy5/V62VkqVdkszPrDhw88pa3vCNGbNq4fTIJwDS6/o896aqSmZk5aXLOmUJby8Qz2TRROHa779/zyMMHgExEvnHbXSklUxUCE4QBTQQ1mPNsZsR84sRJZmYCAcePL1VV5UREZBobVLXX65133jkAVNO0ma0wTfd2X3HFs70XJjNL0/gEIMV08uTJY8eWu7O6iw2dTqfT6QBATeA2NDd9A4cOOWprKcGhSMqJlkDH8zy75ILUc5WLdOVFJwd5C5FELhIpTbC62cm9H/wrd+goNy1Mlal2fP6r/1md57kVXlE6ZQGHaDm3aewfO2QP7OZUhoceye95VJhGBRIUFokaLqv+cP6o83rdCxv2CR5qXJXLDz1gBw+ubyuXeKlHtUOejBUOrJQvzA/XXfMcGMUUR5YKuMe+vOss19NQWqwKpCZFl/dh2dgVc696ReMMz9w8/9Krg88z86wiEJ/Qar258L37H9VdDwlxAmoCBAQgTQeZqZEqaTfh9imVkopI9Jmv+/2nHpPJyGFzQxtORVbXDIcj50opHrjqqh1/9L8vfe9Lb33Hu+56w+/iY1990d7llx0NVx2vtj5y5MQ7Pnjkn7xhctv9fXIUEwS54wRTJgjIwNPaoH8YdnpU8dqfSRMRrZuf+bEffVU1WUWqqzrm2cznPnPT126+I6QshukYNTNSI7Wn20V0eXl1bTWf1DnnWGC0aePGHWeeIaxe2IzyYuaWW+40ZDFh5677HJMX1hRDU5579lkspqowFRFTJZKjx46ZWtMmAJPJRESSqoiklMxMVefm5mZnZ5PCrTVFUmBtr/nsbOacqCUiwExEVBWE0Wi0urrandhdbOh0Op1OBwASIKvjBz/0ybnVCXFd0YQ4ZlG9yybkVvv9mUsvGjGWCxlcet7JTf0llgZUsa5kaZm0SRWtLN7/7g8RgD5HcRXYP/vSmUsvDhoKZGbTgVY6apocNLuwtPdTf41ydelrt52zFBhaFqYMgdaoZ4xGdVuefea6F39PQ3kOMBGRnrzxa2emlKEU4tWcGqd5UmcgSOP7/rIL111xCUiY2RGjTukruwarZd8zW8jMjFCbjet6sHk7nvucked61p3x8hfFfkFgC5qpK5S86WB1/Mxjk/LGnVTVxFQDEdPhx9NNrZZgCu0uNjylPgyPnbrj99+5fPiIPvfsVa8ZXHAup3zjyWCjsPzPX3jFzk/yq19RPOOM2vn5kV2yWF62GOfapfk4mZuMdoyqwcHHDv7V36BNZIbpzmUggCBEAJvxP9DOkicuGk1X/0Yoej1QOnXy2Bt//mfP3rEVqVY1Mzcz3PD+D3yul8/PzG6aNkRda70KenodgVZWxmZrZUIiYgka4tZNmy684ByRFFOjas4Ndt2+G8D9Dxw5eOhELo6gpsE7fv4LrjFdG2YnQmZGRKdOLRiMmdVQV7VzbloBRUTTqw3e++Egn/64ask5bzC1xEQhYjAcADYNGEQ0fWAhhBhjd2J3saHT6XQ6Hawty0aThXvuH6QoDpyxIbGaCCeRmGU8P8cIBdxwfqbNXOkQhFrDWGI9dKtSb1w/e/wLX0dbB2cRMAPEF5ecvwzKfL9QSjBkvm7bQdbrpebw3XdgvNI8un9Tgqm2DGNjw5gxoGwpluX2jXLu9oK5p2srRnvkwLxSgxbgIEgEp0aGBDfKvJx1hs7PIagyF4g4tUCHjrcLp/pZ7pyzpCxShXaCdjA/h17OiAHWO2MzRHha+6JqsCxzXNdblfXwESwtQzVoTGurQwDT9v5q3evuf0tUPHwwPvr4ySMHL3rxVWPYItupHjG5AfyG3qbeL77qIZLjkPNe8uJrX/cTp9a7gZtN1oI8Ng6iT/BIMBw6gZMLEMAQJoHB6XRfVfn/ruO/ETNSTJrijrM2nXv2jmE/z7Ksrtuqsbvu3D03t7lt9HSR0lp0eXoPp2mC2ekrHURMLMTr5ue3bd1cFM4LWKQq28cOHptU2L17b1W1xNPes5rn/qwzt6cUyRLBiMgAGLdtFBbvyGxtywQBRPREbEgpAQghqK39N2AxRhBCSHmeE5Hq2pU0M2PqTvMuNnQ6nU7nu5udNv3rjFbLd9w5OLY4TFq2TaWRIKbRokWNz77sMpZsdlSvq8PWmS0bXeaEAc59RiItYk5cLi6su29v2H1fg6jAwHJV8ddesz9zY3C/tox5ZJHZC9mQ48r991Wf/Rzdt9tbw4TWTJmdIfW5jcmv337GD3//eOO8jZQbMAOHDvJtD/jxaOwU7Nh7mEpKDrTq5Nhs79pf/TcNcrDjpP1Q6v0PlHv2bpEi1VULBYiUzHGRDbaccxbKZnZhMtM0cMV5Z27PQIVkkbj2vErBMijHR3fejipxbAt2a8tDBYwUFEAEUNdJ6anPrbDvEx89t8Lqp2589ktfrNdevH/OamFOrswG2/7Na9sXvmBLi+0NWwV52bXrf/5H9/TjmGyhl040q3kKZRwt+Grhrt1o62ku9M470FibRMjFaxum6/RpIc1gMFBVACk9+fQGgJRSlmUppelqGECMsW1bIqS09klPDJk2sBGFFFkwHi3Xk+oNP/ea1IzKZpL3CmZ38uTob//mC0UxMACkSqoEBT+9qw3jcSkiWZY556qqciysmBv2XnLts8ajEz63EFqW4tChU/sPnvr8F78SzcWmYVIgXX7pxWft2KypZjYghdCagZ07ceKkqoZowpibm5vGhbZtQwjTw9W27crqJM8yAjMLgBTViVfFZDwZrY4AYhYRqaqqKIoQw2Aw2LBhQ3def4fppkR3Op1O57/XtIXLE8nBTVZPfOO2dVWbG04ZirkibwtXi4Iy05W9ew+89e1LRrC4AzI4cKIXUpYAWnvLyicTw3laH7v11vUvvEicz5KQH2x6/lU3bRqeUVKxtGI5jckKnfa5jxvaeN97P9R76OgmGBuzqhKJWkg0Jj/ZvuXKn/upw7DZjNGAi/bol27qP3a0D3dqQPnEcd1SSo6FSR7P+Fk/++PYcaYhgwiiYmFhz0c/JsuLPcaoalzuQc4ljmw1tSv37Fr4rd+xymN9vrGNxeOHCTGl2Dg0DgAZrBWrl5aWP/ap+V97nWQO8CklBoFIwQomY6TuLbunSg1ev3bPLdfWS3O3LRx8/18/61d/5ku/97b4wNFJ4+hlV6z79VfDZetr4GSLLdlqHra87hU3vPtdM5XzbcqBPPJKrsu5ZisTHS0nMW+AwSkKLgzU1nUhHkmdc9PiGWa2aCEgy57i4TRNAzDMVHW64bfX601PfqIn70tgo9Oz4iyZpUHhvv97X3jdi6757K23ptAS95n8X/3lx+bWzQFQSgCtjYt4WrvjJ5OJqurp8SBt08wOiy2b1l991eVEdb8v9SR6n4/HK//3e/5y1133RWPP5IiJ9PWv/9leH94z2GB6+jIMhaR1W+f5jAFz83POuaTEvNavSVVXVlaWl0fzswOAmRygzJ7ZseHQoaPLyyOiXtNG59x0R4Qwz8/PP+MZc0C3l+c7SvdPV6fT6XT++xZ2TyqNWEsOITYP7umnSCDOOMGvjMYKYmEfmtHBg49+7gunPn/T4U985sD1n8smKwNyALyiF6iIyBPyiJ621QMPDpRyGIgMoK1b1115ycG2ZDiJAElGGZJWVq8TaR/Zn7dtDSVjp6wAG81wf9nz9hddhWGfpzXtztCUj39jJ1elc0UNCqAsmgczoCmNBtmW674HgwGrgFgMeOTAyfvu6zmIKRsCyThED+73CypsdPTgAx+/fumzXz7yic88/NefGZ06HpG8FyU0blp3wqXjGJrHb9mJqvVQQHXtoFECp2k5e+pOpadKpCEEpyuIgxj3f/CGyZFT3/e61wzP3ZFv2HBEEuaHQ5OmB2zNUq6P6Uq1dd365z27cpmPnEdSRp3ROFNnqbUYp6tVBZISGApOJsR6elcAMU+L76vqW1LxtwQCZtBa9X+M0TmXEnitM6nSk9bDBuR5nlIa9PIUA6z9ude9liSxp8Ggl5KCpaoqI6yNnyNMd2g/jQPVtu30GkjSxMzCJGTzs/0NG+bP3LGlqlbECZOLard+Y9eJkwvETKYaw5YtW65+7pVFziIEKBEMa1sRYtS6rpkAoN+TaSah0z87EYUQjh09AUDVNE2PjYSQLOHIkWNNE5hkOn9aRMwMhvXr13dndRcbOp1Op9MlB5hZSgl7Hpk8+PAASAY/nG8C5nrrhbM61DOsZ4O2rCyfXU6uTHxe1Z6BbKTlxGvLxEZZYjJWYkg1ueteHFqksoyCmKC+uOZnf+pQXyLnrjVuWdQRSeMxY2nrSj1kXs5ARnkQg4jRhqp3atPcuW/8iaos1ytDgLyN+/evfm1XbmZZ3rZWwWYCDUkSpWRRLtiB514UiHN1KSQYle/9QNz3iPdqFnJXtM5zMSORmnqyUC/MWfWCqOel9sJxs3U8IR8nCJESmZHx+po2VuQTDWIa33Gv7d3rEBnJMYEIRBFQCJTQbRN9Sol6GemO2Ub00rF/+H9950NLKy/87V/d8NM/Pje7MT10aH3sHcJ4FasW4nlp3WCCS3/gB5aGg0D5hP2pvpQOWVJG0oKq6cYBBRsxYIoN69YxNEGn3YFEJMbovT95ciElqKrBAJhBda2b0DQhEBGBYoy9Xk8VzDA1flJgMBBAMUYnnFJo28oxv/S6C3/7d3/N0FRV6XxmSsxiUJAaKYy+ZT7130fTNEQ0naUgIsJcTUbnnH2mJ3vta/9lVa8yazQVyR8/dAQQEkkxwuyVr/inmzehKHImJSRiTFsemVLbtpPxZPrjbNu2Lca4VohFBMA5R0S7dt0VI5gYEIDNhEhUcc/d9zN5VRLxOF3TZbDnP//5qUvIXWzodDqdznd5ZsDpOqWTf/nRbGU1A+L/w96dR1tWVfej/8651tr7dLe/1VNFYyFSgoChtWhKEyCgEsEGo0kwKom/jGfsnr7YxPyMDqPGaPJUlIcGNCH4E0RF0TxjDI00oVHpQTqxiqa6255mN2ut+f5Yt45lgaYZPn+A8zNq3HHr3HP32Xvtfc+Zc6251gaVnoBssV8OoidLo0yj/f5yCpMmToYqC4vGYqFDMy0s5KiYPFNlaGCpzIr44BZ851oUYUAIDIYZe96Re286pp9ZFmnCURWDlyrnuru4V7SxrucbIFAeGDAMbtexc9gGHLwfG5vXCDZWpn70hpvGt3c5mrm6zJB75o63LiBKyDjb+6jDisnxgtlEMs50t2/f/LXLJ2tf+Z5lyzClmFLAkE6nxS0akWqNDxmKaYSpTtZrxV5bSqmMoFVjsuYpb6b7NBWoNTP/2I03MUKEZwJAIAppRq5ARxueGMmLjtvkti86yztQtubLmU996Xv/82O9O2591u+/2qzax26Pqxe2jw5gr3uo/YGLd37gi6sP3lg12oGykm1peFlXNsyGkdF2a+Wy4WiDJRNRk+AZe+9riGEoRcNx17yF66+/fun1QSKoaz8YVFu3bkuhOUSstVEiM09PTzMjhMfPZCYA3nsixOCDLw0bCfjj17/kub9xcFkN0rxhLC1dmv7RT2/p8V80OzubBgEMG2YO3g/6veXLpwTxxS/67b33WeNDFWMkYpAlNkJkmDrt1u++6pVMmBgfizGknRaRXTsfi0HhAwg4+OCDrbUxvYQx6S+diL761a8+vGUHEZgZYiBM4Ece2X7FFVdaa8PSrd64qioRyVx2+umnR53G87SjcxuUUkr9N7OIu7//g3GAEEFUVGWzMTLeHjG9MiBG7yUMajJlFBeiRYwZ91B6SwA1PDigZgQGmyj9/va77l0WYwVkKaDK832ffeDCN79HkIZroCq9FLUEqUPDNUCFN1haBp9AgIAm914rBnlzBH1Uee3hdz7yyCiZaKVX11neEiFTw0eJkIbLir1WlyCGQylwtP2xx/zcwvjU+GC2l2XZoK7qKNbloRx47wtfRLiIWIqNVV1z1mM/1swdSxmDi7AgAK1IEpGHOPfoo6sAHypEu+v2DbsCTPVz4pHRffabKLwxsqUxWCGtFfNxdsfsPeFHl/zle7Bur4On928/s4lbH5383uZw/9ax45+Dl7cs2AibCBtkqgZBxkfGMdaOqaVrICLUnihPM32ZmayJIYQQItAv+3fddRfzCwlLk3bq2ldV6HYX03iacTDGhFAZYzqdjjEIdeAnivazLPODfp67EAKxZ+sicPjhh9952yOLi9WyZcvmezvZ7P4b/81+236/H2NkQ2SIiIxh28ibjQyQlatWPOMZ+z66+b6yFhHhlMywWGMazcb6/UaJ0Go2Y/Qwu65FIokCIMQQQrDGrFy5wjlXF0JMRBRCBIRYbvnhbY888uiaNdOO053PqSzqmZ0z99//gHFjIpGEmaioa2sy6+z++3eMXtVPOzraoJRS6gnTAqCGh5SoBRWC50AVsIC6loEtF+698POHXXvXmsXFGRcXc9PmJldhPva6TV9Txc3GDs5KZ7wpFhs0Z2ws47quW7dTlg8AkdrmlW9kMt2j5v4xG3zhq4Mr/m1c5l0tlfDsxOiy175qdvmkR22KBaFY2iyvO2iuuMfmJcaWLzZYbBP5eM8NYv6ttdnIEUdS0Zol3tpCc5CNPDBofu2azmAOXI7nma3qduhtHumG0GvA/tvaZuOkE8cW2yMP83xTSuo2v/HP7dzk84urA5dFtzJBMtrsqm2djp8vDhtMdOr2QyPtDpfzeSyZntHrrJ5h16WaTddhm8UM2Z2uQdEsC3V1xU3YvjgGWnCmzIDA4wVPlzBcydhAL67Hi9TBS170wB++5N726PpivOVl1s3HTnfVjgfOvOmOsy7516M/fd4z3/KO8f/1/0z/+IZx89id6wcYLdYuZkR5v91e3bezlq/ZK7/ttS9GNb4imPmsV05778rxYEyJIw5/7vJV0wX3SwklonfUo1Dl7Qsu+ZfXv+mvr7/1kUXf3LK9/83v3Pg7r3jNTGUrNFxrRBBD1XVc5VS94ISjRRDYemQRNooJZl6oL9HG0A6hNiaGImvZ5YYA121VeO0rTh5pzNtsx2L1iKfSUyPGUQ65kyKXmTz4rHYugiSAikh1IIliYnTiHYLhQMHzrjvLeYlVqLEwX0E6zCNVpDKWpakqxtjEaht51MbfPeM42EdNO9Sm04/tXgDlfVuUm553RCApCVk7J3JctbPBRKMat9EEu+DdzqocNDOuCz/Wxu+/8vScKtR9hIoJwiTg0cYz3viG93/vqjuriIWBlMC9Wx7+yCc+a0zTmkYmWeZtrHl8ZETKwQtPPJYKcA0OBDGACYgePlIJ8RQdYhbNwNuiolYlkxE22llQn7WE78me3SullFI/v2fJgCgVVBAJwQGurrHYu+bCL45kqd4idmppeM4BA1i4PihWcTlNV4NB27SEXBECgYwVtn2JVQhFtCHLG/0wt9CWqg7dkfq2y770/JecsOhCgHFgWj7mjn32Y4/cv8aDqbJAFBgwACvEQTLjCl8IcWCaWb5y+shDQsP2AQ8IejS7+Y6t9x00mW3v9vvOx8xlgxA6ro5ly+Z8yDOb++8NC2QoLRz8bXf9+8ocZQCJNH0Yq6RVSyXlMtPpSelCjmDaZdYxI3NhEMCBWlHCWLvRr3YI11ZC5BCNLaOEdvPBRx488PZbsxM2Rop9MCzypXVrOEK0F/aJ89TxzvF/+kf/9q/XNAdF1p9ZDu4b38sw16isCMfgM1tKlP7sGJatJcbM1llZnIpVYxCyyGUrr8v+YSc8P9252dlcwFFqsCFgYoL+x/84+0/f8/5QewBMkrncQLqL3Usv/cY3v/HPrdzN7NzmrHXOGUySkRg8S2BEX5f777fuzDNfHqJYQ0QSl6qM9ig0ol1/NgQymcO6vZb/n29787v+4sPz/W67M1EHpBopiAFIqAIhppGOpS/0s1tjkSAkTABYyIBSNRSJgMAxkAE5Z0c7bSAS+IUvfOF73nfOtgXxvmq1WnVJiEIcnnvYAZkjLxFEeZ5XBQQQghADDhSr0ouQMZYN3vLWP7n8W99+dOscmAb9utMZrUKY7ZdbF7f8/tlvee5vHHzwczb8+CcP3nbbHY9tnSkCGwrWNoiMhCJvtBZmuy9/xclZDqmHN9FeekMhDO9cQrutI5WakfFLvIu30rRBKaXUrxTtCouEIewFtcScCMzY/Ei8/8eRQREuIg8hhxgQo7ET2NFobWtnYaS10LVZdIE5imuwyQdzKwiN0jdjcHVtiEwdeNEWRLYsyxvvam2ZGewz4mAmgyBmI+vXd8U1Q1VR4AgCpZvy5jAiAT4ElNY0KLPr9jkAYytM4LaBA6gMO668pj3XHSHDgUSChx2rhAckIZ/j+BtHHWPhEAHCRIhuYdbf/YARGEl9u+IQrVDDdLYZP8iX0fTYQ1Vv0cg0jc8UBYwZtfmUoZ0/uXd1y4z46CQIAnxdk6lczoP+j753/UFHHWlaoYStgJzTrAYKYE0bnuBaY0YosO+q5YdvqL7972O1s/DNQFXw3Qx9lsxzLbHDziHLJzrotHb88Psw3qASX8TmygfQf9YJx0+u2wtEAFO6JTOAGGAETM875oiJ0fb8vLHWSvShDkAk5NaYuvaz/UHemIwSfACZiAiGOGuYpSrCMc87YtWqDpEYQpQA+pl1kIYBcCSOxEJEYgf9Ims0XvI7L/7Ep8/3jy1ICCwmrb4qkEhgoV33DCehNHkb6b7iSwMMYCERicIQMIQrj9oHAEsrD0exTC6jzogBPAF5lq9cuWK2t+isJSLnnPjS2bB+/VoAImJ2rQS1a91YFhiIW1wsqiq43BSFTE7Q0Ucd+rWv/0uUONJuDYrCuZw7nalWqyj637vh1htuudP7anZ2fmJ8OqKOHo1O1i9KSFEOqqOPOnT/9QcCqL3PnPmZTgggTfDZ/WbpS8cqvOu+3krTBqWUUk+1nAEUGELCCAzAM2qRDkVU9cNXfe/Znnc2jIux4UPgUIcQySw0w90sz/mzN216+YvriZEQsoZYLxIZWayx+cdfef3Zjc29Z3jb6A0cFz6La3pxNsvdTK8zE/yVt43uvcYjYr5GTp1jDtk2OdHbvq1wPi3+QgALfIyw0RtTNxqLsapt/RuveDVaozGiGSWvazy45fsX/NMzvRvvLoxTPgdTFzIVyBbou+ajKycmX3pGEI4ENnDdIl783bX3PVblpmIURvo2ND1MlH7T3tVxv/WBd2THH7PvaFtaI1gUZ3NxNg66ZnHu+o//3Zavfn3vxcJzAAUS4uh4cf6ZcfLhi7550Kbfbh59sHdZBKU5GAE8AGV6dT2OgGKzKXW57s1/+NCjj9JN3ZV1GVBDBDEYkUaQ5X0nzvyIq1m3Y+MRB33vU+esKYscbgBz4wSvO+sP9vmj12B0BMZGZg8yIGuc+BLRE7u168Zec9bLP/2JS3zZZWZHJkZptdpVVQkyYRspq31NRBQDG3KGq6pHsT78uQe99c1nA7CMKDUvTQdgCO2a4hyWptgAIhwFhkyzCZEwPWZ+75Uv/fDHzi2q2uYd/DRzoEgSKUZiEiIxAooUI6VZ87I0OGV8FE9AiGAys3P9QVkSOR+8MeRroSyMjjQ6bYQKLue68EcefsQP7/i6Mbbod1t55quy0ZBDD3m2RGESQPI8K0sRigKJRAIHYOf2eWsMCYyFD/J/vPEP7rr3zltuubvRMNZkFDHgKN5XAdZ2BlWU6MYnx6uq6oyOCGShO2uNaWT1Cccd8/a3vXnFirwoQ6Nph3c3pKUEgQGOSHc9FCCQGCBCCEgzrfVP4UlN5zYopZR64kBOEAEZfpCTAbOhGFD68tobV/SK0riKnWcTiANTIBQAtceXbzgUy9dVE6tlZCU603FqWX96Wbl8Jfbff8VzDgmt8Uqs2OaA7cDmBIag4TFZycK1NziSgkLMxbdN4+hDHzlo3WPNZmGy0mSerSfrKSsjcWukx+RH2zshzX3X5S85aWE0m3EYOIIU0O9vpAAAIABJREFUD1z+lfntj5oIAbEYEjbISAwEszD2xKOx3/LZ3G412GmA/tyd//C/pkrPMYtk+477GVWGWCTUEZ2R7Njjsfd+tGLfMLIqrlpTt6fq1nh/+Qrst/fBp5wi0nQhq0zedVlpHEeeCGafhbDyru248JtuftCAtylsEgSigX7yPpEIU5vWguXO8w476CPv2Hb8IXdMjDw00u66ZlZnnYEdK3gSkwjN7QfsNfZ7p/S37cAdDxdMD45nmw9YM/2eN+z3l+/C5AowwZpAZHZlIzAgR0Jo5fiTP3rVC0/euM9ekwi90TaTVP3enGEhgnPZoCzZukarnVmYUJOUFMujjnjOW970J6tXj2cWBERf864/iXQbDkJgBIZfuiUHQYhADPIx1Ay87CUvGm26VsZGAiOQSJrOLxTAtSxtKV0jEeSJaoIniSTIsijiAUSBgLdv31H7gthLrAwEXgzF1XtNgZA5C+FGbo947kGQGnEgVZeid8ynn37S5ETTMVmCc3Z6eoLIgyohLxQFLLCDfmkMgoezlBk64IC9P/2pj/7eq85wNsAXLEHYdweLEbGqQ1V4Q43u/KBh86K7OFjcOdahZlaefOLR//CFv372s9cYg0bT1L4A4q7CrFS7RbKUQ8SldqOaUxvu+oF6MtPRBqWUUr/Q8KNcluK78NjWn/z4x1NFfWDZAjwJA1yzlJYrbvTg2mufCR4Rv9SHaAkGIGFI65BnH3frP986vhgmRSLMALJIpUTOIosxD99+9+RcGGl4uBxAoz3+rOcdX1334GRvadmXtIiLBRk49k4WOjPd7pr1G2FbgFC/aDdy/9iOW//lqinT9mUV0a7gSmOjcYuSjQXbDdjrsCOLmkeIGdFadO//yeLdP1kBt/+CC4iLJgaqswADDtFNrXsGplfF2lTMDBIWZwkMGIfCtw/euBeWTZaVLxs18Qg15txg3qFTUhbtD669YcMjj5npUY+w1JMqP1u+rnZLUoU4sxPzMmhtPOagz66+44J/Wrjrge4Nt7V2LGYUS8v32c7UfuuedfZpUwfv9/0/+5tJnp45eNnEpsP3P+HYxnEneNOx0UYXhH+6xClEyFpICEHqYKZG809/8l03f/+2Cy/88tVXX9ulxVarPSjm2WS1l7yRZS72BzMNlM7y3uvW/tZvHnv6GScetOEZdekbuSVEMiwSCYi+klBkzoB8HWoDBntfD9LSRHWIXPVMs1NX9bq1Y3/2f735rz/6iYVuEeFAPLw7s3Oc9pGJJQYSn5lYhn66yZqhELliqmOAJRCwuLhY+4EATIwYGhwRy3V7LYsBEIlRRHDA+vWdnAa+hBOKhSM566wzg6/BEgnNLBsf7RAeYypoaT+CQOpqqYOg9qW1HH19wP7rPvRX7zns0N+49MvfueOO+8jUhS9ZnOMWMgPfH8uZqsWWKQT1Yc/a93decurpL/2talC1mpnECBI2tOvdI61D/NP1hyXWTJ4kGmr4cpBbaxgs0ehfh6YNSimlnpr5AgWACWSAAAtwCIuzC1vv+tGWooyZIx717GtbD1zdz2Jhaa7VyTYchJUT3qK24BABeOYaEELWcO3nHV1e/u376nubhSBv9EGLy3qji77Zl7LTvKe3ferfrll90snITQTsgJ+98QXXff3au3+yOYIBcLq5buSqrgZ5lk1N1GuX0zHHUB+jLULegI+P3n3vT7ZvX+Eynhzf7mPfUTezlYH0q73mXVi3Zt+DDm1QByXnFCL52++8834T5sfdgQujhY07W3GQ1QAEtC0zKw5aj7G2t80A9Et0bERuPNAHbO54rLOwz9qqqAsTuxI7rvOwmetlg+X9vKKs10Zn+8Mr8MylqBhkBU29sJ4IE2UCBmpq9gDZZ//D/ue7sOhx049wxbU/fuC+nguN5x+5/3M2PvTg3Rd8/ssvWLb/htP+AK85Jqwc98i3ozk+MFhEHOe4q5SCU3iNABJjicARiBKOO+bg5x118Nzc4Pqbbv63f7vq7nvun51fnF/ouawxMTndbDZf+PxNG489Zu3aFWNjYAIEWW6Xgl82AIouMiOtnHuDbgTljXZdl4Z8uzlRV33LHWJDnEsMLs9ixKtf+eK52Zm//b8/Y+AjOAXTNo/bdzw62lmXG4MIRIqhtFZ8rNmwFWKCrxdG2lk5CI226XbrHdsfQxwwRyZnYp07Ni6OjGSDfr/RapGhWMm6tWs2nXDkD++4Z/vWnSumx/bbe5/169cxiTG2X1bG4OgjDrv91jsYFKlmcJqaXJSFRBCDohBgWCB1q+H+8KwXn/47L/7RPY9+/h8+tXPn7D1337d964xEtpw1s+zAA5/xohf95hFHHvrsZ+/bbFpPIEQgMgsgxphd52EpbSBiAP1BnVk0rURfNZt5WXoDX/QGI3tNLcyisVz/Gp7EHwq7375HKaWUWpK6HikQxIIRGISa4WLE/BxuuhWLBZZNgANMDfZpYmOoyLSnsP9ByCwYVVlnHOFMz9gK6CC4QVH+4Ie5F0T4LLeTk6Xbnj06IM9o8s4cUwc91yOfszYA46HMt83He+/h3AJAmjMqgDCIY/AlebTzbM2KcmptBIDYgPCO7f7++7PIqGpQRAZk5A3YGH4sIm/5ww8om3m7zIT9gvNm+9bOTx5BxtjpYSKyABNTGAcyfnzC7v8ssAs1jABcABZsFpgYsVPVuOcn2DmDphEmarRDPW98D32HUnyOwSHri4kpCzMWDNcEi9Ii16vrcWKqeQ8A0HdYBAyK6VLQE/QL1D1MZPPjo2M1oTuo5/uuGodDuTYEyw1xA8rbJTCHakUADC+tQwRQJNQCAWyElV2zblMaJ8DM/GB8rFl51AHEyBwAoESWAYSqEJeRZeyaxLtUqS9id2wvts3Mt0fGizJ0e4NmK4+xGPTmnnvo+lDXEupGQ4KHsc0QGYStWwez8z2BGUZdRT37nIP2M4DUYok8cO+WbbWgDjAwWWAK5Nt9VP7g9evSvOEd88VjO2cDWYgx0dlgyjCTjfhn7r1P6FVZngGIjEd3DkYmmqmqqu6j0/J17a1rxAhh3H77gzZrCqzAiZi0zMCKdrFq9RSAIB4cBESwAg4RxPA1cocQMDdbVf1AxHmeT0+irJDnKSGQoujmzeauHofdOh92/RNABN4Htmbzo3MuazLnZenruh5t54gQ71euyEiL+DRtUEop9dRLGwIKGz1CBsmCqftRnDFOjAALi6j9YEUnIgoiEBwig6w35C2igZiYG/iKEWFNbVxBIIhBaWIVESPnc0I15TWqlb7oCPrOL8CMhMxKtmhtCSyLPitLn0llKAIeiCAGzFKdhykhEaYPP1nl7BgURYIJlQnRsYUgmlAa34cExCiycuAAs9hqVohTXUHD9K0vEVtALd4QI5WmY2lxyLr0uW1wMMyZBAERxT6MC2zTLjG88QOiEIxbhK3gLOoJeKqEQLBmnkVgc3AnMtUEAzFap/SEaYPw0jkmWBQGAx8aTLmPMFRz6HMcALaq82xEJIwuMiMsjvh2BPcNrPMZUME3K4PMSJp4C7CAfEQQGMAREH1pjBGB995aV/tAbIhJUmUTs0QYERBBYDgKIiQyLxU9peVz6xrp3slCYCZh1DWcAwMigSnGUINBMMzO10LEhpdmB6cafgF89CGEhss4gEEB8AaegLSQsYA9elw32ZGHhMCGa4mUcZou4CJMQIm6Qt20DRsZEagluCjOVAIGJAr7mOcSghBZEQKEmFLWlPZG0j5Fz2SiRGPJh9pZF6KAKEZiQyIgH41hADFEEWFiYgIhRgmhMgZkiGmP5WjpZ79BCJGJax/ZchQIwAZlERsZh6p21tZe8obmDZo2KKWUeqrFcfDoZ1KgcogjgVE7XwcacR6g4DMGvAUBBpJWnBfEug4Eb02fYh/eQdpwgE1rKzoAvjCGQr9n8jY4A2gHY6oGBYSsLJjbNaMwMIABOKAcIHdIN2zgtMw8SAiBUsIS64pbOdIK8bEGAOuWepIBMMTGQHWEHwSMLRjUFCdzNkBfEAIy8SYOPGVwWZMoAhUggIW3qAgZgKq2melBepBJxEVkEWhHNCKEUJnKIhjPEAfDNYMAD1SIEUSIDVAGUCCAwAiky0w+YZZaEWqAERyiXToFjAKoIXUocuLRqrfo3KxpOtiVHjKoZ0b8WJCsNIAtWmYAtFBYZCbw0lpERsA+IKZQnGVpwkNdls45pDtAWwtAogcRLaV0NoQ6xNr7qtnIiXbdokEMhAH0F+aazSa5PMXDIQgZ8t5nDkU5yDMj4iM3RRB9yFyDhqk4AEoLJSFAAGPAvhusNXAIBh5BEC3IiKUAbz0JV4tF0zZgCS4GCoJAYCMOgT35aMQIUUnMBhHBerHSrfrtrBVCbHAeUTG54AkAE7z3LrOgGpL+eglIYz1pogVCiMwsQBRvjRkUXWPZSpOZidPEfgKiAEVdRiFrrWULsBGfCrmW/vaGR7z0hgLIrhSCEFNNFBBCbQxDJFQFBKbR0T+HJy2d26CUUurnhnIRFACLKBAKZE1WAT3AG2NBkx5CiAEATFoE3jomEIkFGjACeFgLOCCLQASqgIY1jSbqGj6Cm60cVAMeRJZyQb20gBMyFNbA5a6Mpo6pnz5yhLAJAnKoBYaZclSAqWEIzADHGvUAeYZ0WwYKZI0AYGohJ+TolXVsu7GGYKYLMbGRdRoZlegKGgG2AgJgEBuogRwwcPARti5QAR0BImAjUIIcCvKGfadigBFhPVMN0wFbFsCJ4bgrejKoaSmAVY/jPcoAywaOgNoiAIQ+oiWeNE1bAr5sOVvBIkbpw+TOwcyYMNKKTcQAYVhAGDGdi2Gkvlvwmq4KcnkDEbH2xmXwNZiIGCSIQWIUCpCYOZO5XMTHCOZs9220RtsASawkCtvMGIqxdpYAcRYxVMbaCAOKZNxwNVUgAhESQAJEAS8sdhummZsMBqEObIgRPCrAptWG+oNup9FudlqIAER8DeeBQGCIQFwVSmus95JzI+2dYQoI7cwSfG5sDFVEJBaTphsLnLWQGqiBiGghDmDhMDe3k+DGxsatYREQwMYCvtnIgCCeiFPKLhGhjhWzcS6LoAgUMRpmg1RAiF+wJlKoKhARM1vyvraWJdZlWeStpsl23WpDPVnpaINSSqknShkEVUBlY43SIbSETGmEc29pXoI3ADAhMQUI6UZpS+ukMISiGAxCaU1mYBjgsCseYAHHKF7IMIxECoBLd+UyqAAL2BogeIsuBJA8xiZMWupyaTVHEQuSOpAxCAKmysYggckAJCCzq5iaf7pyUYzCMgimYQYGFZBDsrpmZ2twWaFNWHDIgEZKlQjRQAjGAxEQLzaWBo2Q1QYCZDUQAIvCRkHIozBsIKoqk4shAhjRIqTlLQXpO28lcMzh9AJ7XIpaRdQeDHCeBhqExKEAGMgjUERIEXNT2cxGsjVQ+f4IL6B2oBYoW7rNsDcwFIerFQk4xqWIn0lAcVfVTKrOoeG9F2SYZ4ikeTQSY6ClIQhO91tYKjBKAyNLkdSw+zyGUDtnAYmhFtOWGJlZYoAIE4goVfinf+nSYCEIqn6dtZywCEJEYBALQyiykBBFAjGQjiUVcoHEIJpAEUyI4GiICARB8LFiy1GiJUvCoJQGUAzpAAObtN5BulM0AxQRmA1AIQjATEhDLFE8kYRYW2oJEGMACS+1rngRgJgsQFGQpUw9NQf9NAOg3RI4iUJMta+tNUQIwafaJ0AQI5gBva+Jpg1KKaWeajwQEIAKiAy2cHURHVtyDKp8LC3rkPWeShiBtT5atp6xI9Ytdm3AlIIY4EQsSNMGpZSmDUoppZ4mBKgBE2HqgOhhCNYKsweqCkUXocZIS9tpT7FEDFiskLVhuGywNFsWbNOohUXFyPSOb0qppyDtKFJKKfVzpEgXbIwpwUWMo0I8s/CDz3x22//7r6tqX9a6JNCeHLpjXDdqt6OOOzrNZ7z59ete8WJkLhorxlaEUoswlFKaNiillHr6oBTeMogD4IGu96MhItL05m2tW+7bu79Y6D1dH2cu7/XRpyonyjHW9t0ZmKoClWQMoIXbSilNG5RSSj2tRKCwaABpcRMCxrKMBjXAIyE26gro9zHQhtrDYk7djFGwJ1c3TUkVTBwg1ohNIBOwQGuUlFKaNiillHr6pA0LAICmgAEH9AWRYVDOZr6XVVmNkOmHyJ4m+m5VN2uEzMdmVtlOt4HKNrOULARKC/IopZSmDUoppZ4eCMiBTEAeJMgsCkHIrbPFvSvc5jV2W2jn2/VD5HEfqyUm63wKjRLZTOFHYhOx4cA5uAEhCYiArkCllHoqfi7oSkpKKaUeTwCJYC8IAhAc9Q1qig0MBo8+FB97qFn2HPbThtrDvAsVx7EqttzInC/K/dbI9LIIHoO0PVALBGhp2qCU0rRBKaXU0yZvqAFEIIAAwwPmCDHwVPdt6BsT+24vbac90wb0IsI4gDqQ68wAHi4HJgV5vWuaiE6LVko9BWmHh1JKqZ+DAANwFMQAwxLzYBkZIiEYxNCKOiV6T626BICKERitaG2MuWMgiwAhOBSEtjaTUkrTBqWUUk8PQqgcKkiNAEQH6ZCjSrDof3zF9x695+7YXRgxXW2oPVMtNsXMYmtsuhdRNd2+J56w5sgjgKV7vS0QZqGlXUopTRuUUko9bcJfIAMyYaJGH2wjqIDPa2vmF6/+6vTfX+rCooHRhtqz3WIQx6hlMrhtrUa1vIFjNwQ0WXhA6IhMlB4Npw2llHrK0bWjlVJKKaWUUpo2KKWUUkoppTRtUEoppZRSSmnaoJRSSimllNK0QSmllFJKKaVpg1JKKaWUUkrTBqWUUkoppZSmDUoppZRSSilNG5RSSimllFJK0wallFJKKaWUpg1KKaWUUkqp/x9YbQKllFJPQIRKQWQQtSwGDttbcVwqzMw2pT9oVMtmvWB0j1/in+2NEohAfq2a7bHxhdk4+wwa29H3MxMtarkK4lG3QtYqCTn1Gq6tV5dSStMGpZRST5OsgRAzcAQBkRGBDCx1BOWoQMEyssc6C9pQewi+Wl1nnRqMVgiNrOczgSGGAIxAqLWNlFKaNiillHr6pA1Al2PO7AABCHAAw8C2q+hma3RgRqrFPX4rxrj7f4mIiH6t2o1Nc5lbjjIQWvVc1fA5vDGWIARGYE0blFKaNiillHp6pQ1LcbAgEgwQABGGcdXoSH96qtcLI4vlnmmD/GzaACL8eqUN89706qoN7oO2Bt/OcxAD/GvWDEopTRuUUkr9emCgLTBBKJIByCIA5By4aD/viAlrfK9asP7xv7VH7iG/Zu3mCRzZ940Vu89oa/TZ+3ljA1HGoAAraGn+oJR6aiIR0VZQSim1JxHUAcEgUipRmg8xuNA2JhePsoYPdaf1uLTh131KNMeBiRX6hGDRdL2cSmoYYCSCPcCAgY48KKWeinS0QSml1C9ESxlAu8EDcAWAbJ4D1lb6IfI4gXPD1BplEiNkKpgAmOGoiwARMNpOSqmn4KeBjjYopZR6PIF4iSYSy9IqQNEsTec1gIlCUcB68589lRQCSQZiUASVIAEckEVQAAggTRuUUpo2KKWUeroIwDxiBmRgMwx0ZVd/eQAEaOiyQI9vOEY0wK4MgX6ah6X/CmmNklLqKUnHl5VSSv08LIgRkYG4NN2ZILQUEwsgXttoT9EimKUpHrv3yzHAS9mWfvQqpZ6KdLRBKaXUExDACwjCiIAQiQACEpilzEFgEbShHpc2kBCHXaMKJoIiAIhB4KX2yrWVlFJPQdrloZRS6gmQwKUSJBawgBCBGhIgkSSCQci1SP/xGBEod40qtAwsLVUoRW0cpdRT+3NBRxuUUkoppZRSv5AugqGUUkoppZTStEEppZRSSimlaYNSSimllFJK0wallFJKKaWUpg1KKaWUUkopTRuUUkoppZRSmjYopZRSSimlnrbsI488Mjc3x8zWWu89ETFrLqGUUkoppZSCiIQQpqenaW5ubnR0lIhEJH3V1lFKKaWUUkoBICIAZVlaIiKiNM6QaOsopZRSSimlAMQYY4wiwsNxhpQw6GiDUkoppZRSKiEiYwwR2ZQzDB/V0QallFJKKaXUHiwAEWHmNM6gow1KKaWUUkqpZDj52abhhd2nROuAg1JKKaWUUmp3utaqUkoppZRSStMGpZRSSimllKYNSimllFJKKU0blFJKKaWUUpo2KKWUUkoppTRtUEoppZRSSmnaoJRSSimllNK0QSmllFJKKaVpg1JKKaWUUkpp2qCUUkoppZTStEEppZRSSimlaYNSSimllFJK0wallFJKKaWUpg1KKaWUUkopTRuUUr+2RCTGCMB7P3xERNI3IYTdn/PkP5Z0FDHGsiyfWidi2P79fj+1/3/mePv9foyxqqqf95wYYzp3dV3vfk5/lWKMwwtpaPfdq+t6+Eg6ohDC7o2QDiGd1mFDpSMCEEIoiuIJGy1tKr1EeuYTXjNVVe1+hQ93+D9zaPoeopTStEEp9fQXYxQRIhIRY0wKsAAQ0fA5KaRj5v9kLPu/93CYOYRARMaYp9zpKIoCQJ7n/2EwmqL/GKNzLp2dJwxnd4/RjTEp/dv95P6KPrSY086kr0SULrnhYTIzEQ0Gg7qu8zxPezt8TjoE732M0VqbTrH33lqb2oGZsyxLT075Rvo+XQ/pdZ1z6Zl7tC0RWWuttSmpSAkYMzOz936Ymeze8sPtDw9NKaWetGhhYaHT6RDR8D3xV/8xoJR6GkuBUQrv9gjKn8y7ncK+ZrP5FE3hUvPWdc3Mvzjt2f1tPwXQv/g5KWJO//3Vx7u7v3q6tPZ49d0vrbqurbW7X3g/7wB3/63dD3b3x4eZZMqaHv9Zufu+1XUdYzTGpLRh9wRs91bd/Vj2yLGVUupJ9VFeVZXVhlBK/RLTg9Shm2K1YcKQwqbdO6ef/B2rRNRsNlM381NuwGFYq/OfGdhJT6jrOvWyP+ETUiOkDqYUH6ez/Ks/jynOTjuQvk+XXIrphz9KIXs6a8OTuPuFlwqH0lWaHh+WEg1HMFIa4L1PFwAzpzSsrut0Ve+RDKfWTq+Vhi/S/gxTrD2yguHOp/EQfQ9RSj3J6ZCoUuqXFmenCMxamypkdi8dSfHWsJDpFxTQP3kOZzi34SlXPdLv99/85je/6U1vuuOOO/7DiRlVVQ1jViJ6fC2N9z5VnS0uLopIURTGGOcc/nfMVEmXEDOnuDzNXkj7kyL7YXqQvk89ZCnuT1nEcGrEcChmWFM3TA+892VZpivZWmuMSa+bhhqqqmLmXq/3+DQgbTC99HAjKT1IP91dauo0+qETG5RST3462qCU+uUQkcXFxTe96U3MnOf5xz/+8SzLhqWPN9xww7nnnhtjPOOMM84444xh0Jk6dIe1H+lrCtG63a61ttlslmXZbDbrunbODQtFAAxHAFK6kjqV05ZTdJiKSYbfpLwlhWtpU7tPXUgdw8aYVMeSfnTppZdecMEFhx566Pvf//7hEx7/FUBZliGEuq5brdZwP4dVNMOO5/Qrw3Cz3+8DSKVQ6cCHnfqpEzrtatql4Y6lZw4PJG2qLMs0k0FE/vqv//qSSy754Ac/eMghhwx3I2VraUiBmYuiyPOciBqNxkUXXXTxxRdPTU196lOfGu58VVXOuTRP4Otf//q3v/3thx56KMa4du3aI4888qUvfen4+PjuCZX3Pr1QioNT8G2tHU5x2b0aNp3B4YyC1Cxpa8PmGg59pBB8uNnUet77r371q5dddlmWZW9729sOPPDANGnhz//8z7ds2TIyMvLRj3602WzefPPNn/70p2OMq1atet/73pdlWTpNl19++Ve+8pW99trr3e9+d7PZPP/886+++uoNGza85S1vybJsdnb2Xe96V1EUExMTH/nIRxqNRhqNIaIrr7zyM5/5TJ7ny5Yt+9CHPjTMFm699dYvfelL99xzz+zsrHNuw4YNL3/5y4844ggADzzwwMc+9rHZ2dm08+lg06H90R/90bHHHotdIw86vUEp9aS2sLAw7ETZfcaYUkr9V83Pz4+Ojo6NjU1MTPzN3/xNCGFmZkZEyrI8++yzO51Op9P5wAc+kN5qer1eWucnhZtlWabvZ2dnY4wXX3zx+Pj4ihUrbrzxxuFP09eqqtLLlWXZ7XbTe9cwZq3ruiiKtOVut9vr9dL7W1VV6cGqqlKIn1a8SdtM33S73bTDc3Nz6fF3vvOdrVZrfHx8MBgsLCykNXbSDpRlmQqBUroiIgceeOD09PQnP/nJoijSKj39fr/f76dJt2mDjz766PCd9sILL2w2m2vWrPnBD36Q9nz3mbjbtm1LB9XtdncvAIsx7ty503sfQkjbnJubG+5VjHF+fn7FihV/93d/t3PnzpTLpSNNm01fU7uFENJZOPXUU5ctWwZgZmYmNU566cFgICJvf/vbAXQ6nb322qvVaq1YscIYc8ABB8zPz6fdnp2dTTufhiOGDVLXdWrPdILquvbez8zMDE9Wes7wXAzPbHrdoiiqqkpnMP03TRhI/w0hvP/97+90Oq1W69///d+HG9x///1HR0fb7fbCwoKIXHbZZVNTU51OJ8uyK664YthcH/zgB5ctW3bkkUemvX3DG94wMjJyyimnDFu40+mMjY1Za7/85S+nLadffPWrX22tHR8f32uvvdLj/X7/K1/5yj777DM5OQlgdHR0cnJyfHzcWnvOOed472+//fbUgJOTk3mep/1ZtWrVxMTEpZdemq6lYV2ZUko9CcUYi6LQ0Qal1C9Nqgapqspa+5d/+ZdnnnnmmjVrqqrasmXLN77xjT2e3Gq1UqhUVVWj0Uh96kQ0NjYWYxwfH48xzs7OGmMGg4FzLlV0pF7nwWCQSkfSg71er9FoDJcD8t43m83BYNBut1N3fuplT4HpsEt7GKcCSN32ItJsNquqGhsbSxnCq1/96pUrVx555JFENDIykrKL3bvGh6MIDfv2AAAgAElEQVQBaTBhbm7OWps67NOLYtfinulp09PTqfZJRLIsc87NzMyk56T+5tT1nvq5U5zdbreHS/2kIYXR0dEUN6eaokaj0e12056nTvqvfe1rhx56aGquRqOxR22YMSbP87Tnzrmqqs4///yLL754zZo1rVYrNZSI9Hq9Vqv1sY997FOf+tTKlSs3bdp0xhlnxBhvvvnmz3/+8w888MDb3va2T37yk8aYkZGRtDZRGvpIF0AaNBgbGyvLMm3TWluWZdqfNGQUQsiybJgvpVGFbrc7Pj6eHvTep1OfhrBS4/9Xr8k01tRoNC644IKNGzd2Op3BYJDGW/7DKe+tVus1r3nNcccdNzU11Wg0br755u985zvNZnO4lFNZlsz8F3/xF1u3bt1vv/0+/OEPp/P4uc997kc/+tFHPvKRF7/4xWNjY5/+9KfTBIb3vOc93W5348aNp512mvd+//33H56dJ5yrrZRSOtqglHq6SR3DzWZzampqZGRk5cqVH/nIR3q9XlVVL3nJSzq7DEcbBoNBCOENb3hD6qM94YQTQgipR/8DH/jAIYccMjIy0m63jzvuuJNPPnlhYWEwGJx55pmvfOUrReRd73rXqlWrzjvvvGOOOeZtb3tb6rSu6/qLX/zi85///DPPPDMFnVu2bPn2t7/NzBMTE3/4h39YVVUqUEnZwmAweMMb3tBsNpl506ZNvV4vdXIPu+2rqjrnnHNOPvnks88+Oz3ovd+6desJJ5wwNja27777Xn/99elXLrnkko0bN05NTbVarQMOOOCkk0665pprUuTtvT/rrLOWL1/ebDYvueSSEEIaA3nnO9952GGHOeemp6d/+7d/+4UvfKGIbN++/WUve9mxxx773e9+9+GHH37+859/9NFHz87O7r5ji4uLb33rW9vtdrPZvPjii4cd1XVdl2W5bdu2I444Is/z44477sc//nEajkg/7ff7f//3f7969epms7lp06aZmZk0/CIin/jEJ0499dSNGzfOzc0Ne/Tn5+cfe+wxAMuWLTPGlGW5uLiYGvaP//iP161bl6LnGONVV1118sknv+xlL3vooYc+9KEPnXXWWddee+0pp5xyyimnpC5/Efn4xz9+0kknveMd70gfN69//et/8zd/87zzztu2bduJJ57Y6XTOOuusNCLxiU984nnPe94ZZ5yRRmZEZGFh4dRTT920adM111zzXx1tuPTSS5ctW9ZoNIwxzWZzeMgf/vCHx8bGDj/88F882jAxMTE5OflXf/VX6beOPfbYkZGRtMENGzakM3LppZe22+3R0dGLLrooXWALCwtXX3312NjY+Pj4i170ot0/WFetWgXg7W9/ewhhMBgM9yeNkunbiFLqyTzaoGWUSqlfjuG01Lquly9fPjMz86UvfYmZr7zyyu9+97vr16/f4/kxxqOOOur888/fsGHDy172suuvv37ZsmX/+q//ysy33HLL5s2bU4f0zTfffOutt6be4quvvvqWW2556Utf+pnPfGZiYmJ+fv7OO+/8whe+kDrsjTE33HDDtddem2pmFhYWPvjBD55++umpt/6SSy6ZmJi45ppr0qTVoiiOOeaYf/iHfzj88MNPO+20G2+8cfny5VdeeWUqOh+uF/TQQw9dd911t9xyCxEVRfHRj3505cqVt9xyy5o1a7Zv337CCSe84x3vGAwGDz/88O23357GHH7yk5/cdNNNO3bsSMMs69evv+SSS3q9njHmda973fHHH799+/ZWq3X33Xffe++9o6OjRVFceeWV3//+96uqmp6evuaaa2699daPfvSjBx988PXXX/+jH/1o7733TjObiei73/3uUUcdde6554qItfb3fu/3TjrppPvuuy8Fpp/73OfWr19/++23r1279sYbb9y4ceOFF16YypmKonjFK17xxje+cX5+vtVqXXfddc961rPOP//8VMJ0//33X3HFFffdd58xJk2fqOt6dHT0W9/61tTUVFmWl19++fCOBDHG3/3d333d61737ne/O9ViPfjgg9ddd93ll1/+xje+8X3ve18IYceOHdddd92VV145NzeXtnb//fffcMMNd9xxR+qkv/7666+//vpzzz33tNNOu+2229IIyemnn87Mp5566l133XXNNddcffXVqdzry1/+8pVXXnnjjTfut99+/43LsizLdrt92mmnMfOGDRsWFhbSYFEaqPnFv7569Wrv/Te+8Y2yLL/+9a/fdNNNz3nOc/r9fhpSSJNM7rvvPufc+Pj4ySefnIZ0ms3mscceOzExEUK44oorHn744WH9VRq2EhFmds6lWRNpiCndZUIppZ60NG1QSv2S3k2Yd+zYkZa4Ofvss0dHR++8884LLrjgoosuarVar371q/d4/mWXXXbXXXetXLnyX/7lX774xS++9rWvnZ+fv+KKK5xz5557bioKHxkZ+epXv3rVVVd1Oh0AWZZt2bLlyiuv/NjHPvbNb37zVa96lfd+YWEhhfVEdNddd61YseIFL3iBMeYf//EfL7300hjjxz/+8S1btmzatMkYc84556Tios9+9rMPPvjg1NTUVVdddcEFF5x55pnOue9973upVmT3tXdk1xqyjUbjwgsvHB0dfec733nbbbddfPHF09PT5513XpZlr3vd6+6///6JiQlr7fve977bb7/9xBNPzLLs85///COPPHLooYdu3rz5hz/8IRHdfvvtn/vc52KMn/3sZ88555wUgKamcM4NBoNUhHPddddddtllN954Y4opv/WtbwEoy/Kss87avHnz6tWrH3jggc2bN3c6ndtvv/2cc87Jsmx+fv4973lPjPGUU065++673/ve9+7cufNb3/pWmob7hS984Tvf+U6r1frbv/3bO++880//9E/n5uY+97nPpVnRaVb6cEklEUkHvmXLltTDdMQRR6TJ0+lEH3/88e9973vf8Y53LC4uMnOqjxofH7/xxhv/6Z/+KU0ULooiHRF2FWj1+/0UxKcqrzzP77vvvk2bNj3yyCNvfvOb5+bmrr322pmZmf3222/t2rUpZ0vVa29961vzPD/qqKOWL1/+X70svfepyO3zn/98mt593nnnDYu75D9anfa1r33tYDD44Q9/eO2111500UXW2le+8pV5nqfZ52lkZuvWrSJy0EH/H3t3HqZXVSWMfq299xneoeZKZajMcwhhlEkICWDTKFyG9gu2gICCAgq290NUUGi1nbov2mg7XRXFK4I03SLQSiOKTZAhXAgJhkASCGQilVRS4zucae/1/bGqDiUqICSaVK3fk4enqFS9wz4n593r7LXWPrClpQURi8Ui16+fdtppAMCR5MhcLBregByGG0PlG9LJZUQIIWGDEGL049R2RKxUKp7nfec73wmC4Jprrrnnnnuste985ztfsUfYSSedtG7duieffNL3/TiOx48fXywW+/r6AKC5uZlnYGmatra2zpgxgysHeO7+5JNPnnvuuVOmTBk/fnxnZ6fv+1/84hcRsVqtrlu3rru7e8GCBVrrzZs3Dw4OHnPMMRdeeGG5XL766qu/9rWvnXrqqTwtXrZs2VNPPbVixQprbalUamtrQ8Tu7m4OKnh+zPeSOeeehps1hWH46KOPbty48cQTT1y9evVLL73E32xra+MmRcViceLEib7vJ0nyi1/8olgs/uAHP2hqapo8efLFF19sreUVFU6k4QqHtra2pqYmIuLJqLX24x//+LHHHjt//vwFCxb4vh9Fke/7y5cv7+7uRsQ77riDf+WKK66IoujBBx/kDHtOSdqwYcNTTz112WWXdXV1ffe73+V8ni996Uta6+bm5ve9733Nzc0XXnjht771rQ9/+MOe5+Wdi/ImuVxHwZXTvNdyGIa8avHLX/7yRz/60de//vVvfOMbP/jBDyqVCq8v8X+/+93vnnnmmZMmTeLKExruqsSPXy6X+SfzNlCdnZ1XX311lmWXX355a2trmqYrV6601p5wwgm1Wm3FihVJknDqThzH1113HR8Lzh8DgLwRVr6PtbU2bznFpyW/EqVUqVS67LLLBgcH77rrriiK+HFes+1pS0vL97///SAI3vWud917773t7e2nnXYaz/t5eY2Idu3alabplClTOPMtf3kzZ87kUa3X61mWcWw2clg4LuUCGJC93oQQEjYIIcbK1WQY512cddZZ8+bN6+3trdVq11xzzbRp0/JZEU/Bx40b19HRsWPHji996Uuf+MQnfvazn43cmje/x58Xy3JtdFtb25QpU2B4365PfvKTxpgHH3ywv79//fr1O3bssNb+7d/+bZZljz76aENDw/z58zkh5PDDD7/gggvOO+88bkM0fvz4tra2arX62c9+9h//8R//sGL7FXhGuHjx4h07dtx7773z5s37m7/5m5deeon7w/Jsm2fD/MJ45trb29vc3MwJWlzKrLXmmbExhvcw5v++4ukmT57M08r29vZ87+Hnn39ea10sFhcuXMi3q7myee3atfzgZ511ljFm/fr1S5cuveSSS+r1elNTEwB0d3dv375da/22t73NOef7/ty5c9/97nefc845f6rIOF924Gl3tVrlRJqf/vSnH/zgBz/5yU9ef/31V1555caNG7MsC4KA3+/UqVPr9XreQJaXbjjvi+OEkU1UuQNsQ0MDIra1tfX19eXv8YQTTrDWckjJqzTlcvnwww/P+5NytMPLF7yPBGeIcVE1r3Jw/MBpV3wOXHTRRUEQrF279he/+AWXFuTta/8Ua+155503efJkbqP06U9/evr06bwoxB1m89HjovC85p7rv2F4l7e8Ea0QQkjYIIQY66y1nKlvjAmCIEmSCy+8sL29febMmZdccgkAcHZ+3oDhnnvueetb33rooYfedttt3d3d+eycgwpeXshjDP4+38LnaSIARFF0/vnnG2PK5fLatWt/8pOfeJ535pln8gtwzg0MDPANXU5D5yR7TiX66U9/euKJJ86bN+/uu+/mBKFXf3c8Fb766quvu+66+fPnNzQ0PPnkk0ceeeRnPvOZfKvg/MUTEc9rBwYGSqUSzxf5Rnu9Xg/DcHBwMN9O+4/ufMftYnmenWUZBwk8Ay4Wi9bafD2koaHB9/1t27Yppb7zne9cddVVBx98MBH96le/mj9//k033eSc45k0ALS3t+cT9yAI/lQ+fb59RHNzM/eZ5afu7+8/9thjL7roolNOOYWrpTs7O/kngyDgEmTuIpWvNnAjI55S8/jw951zXNWd7+3AnaP4xvzhhx9eKBR27Nixbt263/72t5x5VSwWacRODkTEyzW80MFNXXkXtrzqgN87n0hxHM+ZM+fKK6+s1+sXXXTRjh07SqXSa+6Fx8f9Ax/4gO/78+bNW7ZsGXd/4tp0Psrjx4/naM0519TUxDs8ZFn22GOPcW+u5uZma+1rnmNCCCFhgxBiTOAbvVzoybe03//+93d3dz/yyCPcjjOfjAJAb2/vsmXLNmzYcNxxx61evfrGG2/8X//rf718YVKK5535FBxG7PnFHTy5lWcURccff3ytVlu1ahXXrX7605/mB2lubuasGBhulAnDd6n7+vrOO++8NWvWnHXWWY888sjtt9/+jne849Xfndaac5k+85nPPPHEE7/5zW/mzp3b0dHxL//yL7VajRcc+K523kjUOdfQ0FCpVHjqyQktxWKRG7zm7Vb/VFVuGIZcFI6I+YyTc7F4Is6hWhRF9Xq9s7OT5+hXXXXVihUrli9fzm2OvvzlL3PdLb+krVu3criVLw1xF9Q/ejQRkW/wa61vuukmY0xTU9MFF1xwww03nHHGGbxOMnfuXF6H4XauPAj8XLxIwhk43Ok1DEMun+D3zhFC3l+Vm+1y4fXEiRMXL16stf7Upz7F7YZ4xYZv5OdB2iGHHMIlCrt37+b3yIPPT81xZl6jwt+56qqrOIXs+9//PpdKv/px51Dk0ksvrVQqv/3tb/MiEADIk4smT54cRdGzzz7b3d2dJyAh4qOPPsrdtGbPns3BklwlhBASNgghxNC0nmte+dYv7xrGt2Y5IyUPCTZu3Mhlsh/60IeSJCkWi9VqdeSElWefvF2aG8bTXE5H4dUD3/eXLFmilLrzzjs3btw4efLkBQsW8LTysMMOq1arq1atqlarSqn//M//POuss7iK+plnnuFb15deemmeMPPq7457mG7YsGHlypU9PT0HHXTQN77xjd7e3jAMe3p6eFrPL4kn9PxSJ06c2Nvb+7vf/Y5zabq7u5MkOf7443mC29jYyI13BgcHX3lpVoonrByJ8a16njrXarVHH32UH4FLC4488kiOH5577rm1a9emacq7HRNRV1eXtbatrW3mzJnGmPvuu48H7Z577lm2bBmHan+YpJRv5HzMMcfwBhr//M//vHr1at5wLY7jW2+9Ncsyfj08IeagKK8xCMOwWCzGcczFGGmabtu2rVKpBEHAQ8TtUHfv3r1r1y7n3LZt28IwNMYsXLgQAJxz1157rXNuxYoVDz/8sO/7S5cuzR88n9Afe+yxPEd/8MEHOVB5+umn+XDkG1BwqMlxHf/ihz/8YX4lSZJwVPnq4SLvB8IlFnygOUTJ6yuWLl1aKpW4xJzDRWvtLbfcwtvhXXfddXyySdgghJCwQQghhqb7eV47z8U9z+PZv+/7YRhyBjz3k2lsbOT70/fee68xZsOGDf/2b//G88JarZYkycKFCzkOufXWW7u6uvJb43Ec80yRk+aVUkcccUS1Wn3kkUdaWloOO+ywfGY5f/78pqamtWvXnn/++Zs2bfrUpz710EMPNTY28jYOvEPcww8/TESrVq266aabYMRt7HwnuDzdhd/X6aeffvLJJ3Nj2c2bN3Nr17a2Nu6o09bWBgC33Xbbiy++yBPWs88+GwAWL168du3aVatWcZn4kUceySN2/PHHR1HU2Nh400038Y1qjohg+CY3J//woCHi4sWLJ06c6Jw7+eSTn3zyyXXr1n31q19FxBNPPNFau3Xr1iVLlixZsuTmm2/mTbg9z5s6dSoHHjfccAMiDg4Ofvazn63Vap/97GfvvPPObdu28WByUFepVPJyXp4xh2G4Zs0arfXg4ODb3/72a6+99sYbb5w6deqvf/3rUql00UUXcUiQ5x3xDBsADjjgAI6pzjzzzF//+tcnnHDCPffcUygU+Ifz8ui+vr5PfOIT27dv/8IXvsBVAUcccQS/4Le85S1TpkypVCqPPfYYABxxxBFc852Xp/P5cMABBwwODv7whz886aSTvvzlL5911lm8Ifedd96ZxyfVajVPmlJKXXHFFbzZRaFQ4CPLwUNDQwMvvNRqtdbWVl6H4VfLa1x5TMvbceR5YjNmzDj66KO11l/4whcWL1583XXXnXHGGZzXNH369Isuuoj/FXBuXr5PH29EKIQQEjYIIcYcay1PvHhCn7eYzA0ODub5GzNmzLjwwgsB4JZbbmlpaVmyZMlRRx2V539rrVtbW0877bSOjo4f//jH8+bNq9fr9Xo9CALP86rVKk/CeB1j0aJFc+fORcRdu3YtXbqUb/cCwNlnn/3BD36wWCw+9NBDBx54YE9Pz4EHHnjxxRcrpWbOnHnuuedmWfaVr3xl/Pjxp5566sEHH8ypMvzrvJrBM3guGubC30svvTSKoquuuqqpqeniiy/euXPne9/7Xt/3OYB5z3veAwCrV68+/PDDf/7znxcKhTPPPHPu3LnGmKOOOurkk09WSp177rlXXnklBwalUumd73xnX1/fLbfccsABB/CUlN8Xzyx5F7AgCHifMkT80Y9+tGjRIkR829ve9ta3vtU5t2zZsssuu0xrPX369M9//vOlUumjH/3ouHHjrr/+ek7K5/Dj2GOPveSSS7TWX/nKVyZPnrx27doZM2Z8/vOf5y6inufVarWOjo58NsyMMaVS6cYbb2xsbBwYGPjGN75x9dVXR1EUhuHHP/5xbgzFOWmcxM9l0Ly+8YEPfIB3ajv77LOTJHnb297GwQm/NZ73Nzc3r1mz5uijj/7JT35ijLn44ovL5XJeb3DcccfxytV5553HBQwcROW1Ih0dHf/0T/80b968KIpWrlz5uc997qWXXvI877LLLjv00EO5ZIILLQCAC1145O+8804+pmmactIXAFQqFS6NKJVKW7duzbf65rMChpdluOAkX1lKkiQIgi9+8Ysnn3xyGIZPP/301772tV//+tfFYnHWrFnf+c532tvboyjiAIZztPgBR5ZqCCHE/nF/cGBgoFwu5zcI+aIv4yKEeGORw1133YWICxcunDNnziv+9rbbbvM8b86cOYsWLeLUkfvuu+/6668//fTTL7jggm3btj399NOTJ0/Ob8ZHUcT9kZ599tmLL76Y9zfwff+UU06B4eab3d3d48ePP/PMM5cvX26tvfvuu48//ngA4NT5kakjZ5999owZM3jGmSRJGIb33Xff5z73ufPOO+/CCy/k9J7Ozs6jjz46fy9a6zVr1jzzzDOtra0nnXQST9z7+/vvvvvuH//4x8cff/w111zDiStcLtzU1FSr1dauXfvkk0+eccYZLS0tfGt506ZNN9xwQ2dn5znnnDNr1qze3l7eCIznkVu2bNm2bdtLL73093//99Vq9d577+3r6zvhhBOmT5+eZdmKFSt27Nhx0EEHTZ8+ncujPc9buXLl9773vba2tvPOO493QONwq6enxxjzhS98YdOmTUuXLl22bBlPzXn2nCTJzp0777777hdeeOFd73rXokWLuCraWrt69eqNGzdqrc866yx++yM/C+r1eqFQWL58+R133LF169bFixd/6EMfyosuoijq7e195JFHoih6xzve0dzcnCQJN6Vdvnz5XXfddcYZZyxevHjVqlU7d+4MgmDJkiUAcOCBBz799NOnnHLKnXfeef3112/cuPGjH/3o7NmzuSqGV5xuvvnmf/iHf+BRSpIk7+UKw91+eRIfRdHy5ct//vOfP/vssxdddNFpp51WLBa5ZMLzvM2bNz/11FNZlp155pk8CLxVxa9+9at6vd7S0nLcccdZa3/3u99t2LBhypQpfAKkaZqfybNmzeIwMu/r+sMf/rC9vT2O41NPPbW/v7+jo4Ofa/369f/xH//x8MMPH3zwwWefffaiRYs41Mnz67TWd9xxh+/7kyZNOvTQQ+UDVwixv+DyOQkbhBB77JrCt1T5MpJXP4/Ed23zauC88z23y+Rk9Lz1PieH1Gq1YrGY9+7k+/p8CzlNU94o+vzzz9+9e/fkyZNXrlzJ98v5hi7vscU/yUkpeSJQ/iCc0xIEQd6vk+/x8016To7KN43mCTr/Lafl8FYVPLHmqyg/Ps+q+UH4LeSthPKNBfJuofyLSZLwC/Y8L09oyfeA4yWIvBlRnj8zMDCQd47ifCouGuFnH5nTxY/P98h5TLhkOY5jfhc8Vnmzo5FHltN78koADhi4fxGXHfP45AeOv+bv8451XDDN40ZEhx566NatWxcsWPDAAw/wy+bh5fLlwcHBjRs3fuxjH3viiSfmzJnDuWQjAwZu2MUrM9ysiQckf3k8y+e3zF/zC+YliPzRuOA733eCXzOfGJxwNXKVI98ggs9k7n7Li0Ijzwp+MfxeeIh493Qu+OEhys/MvOJCCCH2/bDByEAIIfbUNSXf0C2f3Y78AZ7Y5bsQ8OyW55TcVJQnW/nMlfNneKOxPL0k/4KDk4MOOmhgYMD3/ZkzZ/J93DzDhx8/bxnEU+F8cskzPM7j5xKFvIAhD3v4O/lby9uY8t+O7CUaBAFPZHnSn78LnouXy+WR9dwwXD7B01O+j55nJfGUlGeinKIThiH/Yt7elF8tR1xcN5I3L3rFQeHGRFynkc+POTzjqCOPfHiinx/K/I1zvTjvA53fwuejybN2pRTvRsfRDg8sjOicCwD8YwDA/a945DkIybN9eGrOv3Ldddd973vf4/PkM5/5DB+UPB7gFYO8hCaf/edHkIMQ3r565JPmQcXILbH5lOC99vi38hIajjH4ffHRybuBcbIcn7d55frILLv8dOUIgV8Vh1j8RDCivFsIIfYLstoghNhfoxRr7QUXXFCtVg855JD3v//9nZ2dMiz7hTiOP/axjz3//POTJk369re/PfKOO6+EfPOb37z99tuPOeaYK664YuLEiTJiQgjxV//MlSQlIcT+ipNhBgYGWlpaKpVKuVyWMdlfYgZeluFt70ql0siwgRcW+G95EUPSeIQQYh8JGyRJSQixX+LZJNcWy82O/Qhv38H7ezQ0NPzhYeVtH7hsQGIGIYTYhz55ZQiEEPujfGsF7mQqaeL7Cy5o4boOzvh/xWHlym/e7kM2NxBCCAkbhBDiTanVavlWXDzRlDHZL3AJMlczc635yL/lFKa8K1SxWJQRE0IICRuEEOKN4/2eYbjbj2Sz7C84SSlvSfSK1QbufQTD7ape8bdCCCH+iqS2QQixv+I2l390gwixL8tjvD914PImuTJWQgixD129ZQiEEEIIIYQQEjYIIYQQQgghJGwQQgghhBBCSNgghBBCCCGEkLBBCCGEEEIIIWGDEEIIIYQQQsIGIYQQQgghhIQNQgghhBBCCAkbhBBCCCGEEELCBiGEEEIIIYSEDUIIIYQQQggJG4QQQgghhBASNgghhBBCCCEkbBBCCCGEEELsZ4wMgRBCiH2XdQAAgAAIOPxNAiAAAFIACpAIwIIjAABEAE0KUwACCEbxyLihQQBwL38TR3wNGsAC8c85QADUhCYBlQKUX+vhk+GRfgU+CL6cmUJI2CCEEELsW3Dov5RPZPH3wgeFgISoaOgnEIDA8GwaR/fI0MghIgAARS8PEgJoRI4rcPgPqNf32e+TBUAHSAg0NI6kAJD4G1pOTCEkbBBCCCH2GXpoFuxG/Hd4ijw0ESZARK0AFToABYRIgJyGO4rDBjW85gLqD8eH37riyAEAAXE4vDCv78s2KlMAACAASURBVLM/RWcAlAOwCJafB0ABaUoBPJCwQQgJG4QQQoh9hh0xD6ahIOHlsEERGF5zQHCgCFDlkYIbnumOUiOHhV7O23o5UFIEwwsFBsAhkALQvGrj4DWn/RGAD+Aj/8LwYyNkABGAJ6emEBI2CCGEEPtU2MCTfwTQI7Jy8qx+pKFFB6fyXJrRnpv0exTmwRH9fkgxtPQCbiim+iOFCq+iwWlQkKBLDWRm6Cj4gB5gg0PpqCKEhA17EREBACLKoAshhHidHJFBpQgUAFgaKnHILGoFiGCH6xk8VACEL+ctgabRHkAM1Sog0dB6gBt+y44AeYGB0FMaAMChUcMBBeHryd9KFRhwAKTRgnPgfDAECA4gk5poISRsEEIIIfYlGhVZ6ywp7Q3FDHEEoe+yBJ1DzwOlhqp/HaVp6oc+IBA6nkjr0Rs2IIC1TgEAIiABEGiCJAEA8DwAAOUBIFgHiNoorosmBEKwQOa1RqYagHJQAAV1C86B1gAEBq2Giv/ajZiEEBI2vIkLHCIvOAghhBCv91OKkEArA4DkyFmXuhLWskrmY6aIKPXQKAcqcwXjB6EHAEB8T5wISI/iZBoHGhUgWCQHFEMMiDYkB9ZBllLqWT8wvmeUJsSUtPFgeBHCvo6PfxtlfqBrWaw0pMaqJFNeoJRBUh4pSVISQsKGvR45yIgLIYT4Mz44UkCNBFS3sTXYp+oxqLqH93f99pHfrQSFi+YuWDLlqPF+QwOk7aANDFUBI4z2G1WWADEFlxiog6sh1sH+rvrsvY/9ZnvvjnkHzD92xiHTzZRxUPbRtfihHi5uwJcLy19NY5JSSJu86PYtv31405qdvbv/7tiTT2o9aB40NvQ5aC7JySnEmLsgDwwMlMtlRHTOKaWIaM9O7qWkQQghxBuXAChIwMYGeiF6unfTfzx13/3PP9FbyBLPWqACmaaaPnbCAe855LS3dsxpRJ93PCPlCECN4lxcC0QQK1dV9Hx9x33PPfpfT/3PxlqXbQ9iW61pnFotTWvoWHbY3/7tlKNarWlRBXQIAKQgQ+e91nrBY/0b/nP1fXc+t+KlhqgeZplBv67GDZqTJhz4kcXnHFqcLuemEGMHESVJIrUNQggh9mEpQYCAKgO7rn/z52/5t5eK0dYwyoIEGgx4OumpUHPzis1ra5t3L3zPJxrDZiAFAEgw+m9YOUCjerOBn/72F3eueaCnhbrLGYUOCgoo2eGSSnV7990/sktr7zzgxCYg7r6KBApfO8fo9Ae/0lvpxWYX2wqSCr0w6t29u6X9toGnHnmif/3if5ZzU4ix5s9ebSAiay0AVCqV66+/vrOzMwiCLMvOOecc3/e11mmaep5HRNdff/348eN37tzped773ve+5ubmBx988Pbbbz/kkEMee+yx97znPUceeaTnvVbr54wv/MTJqkOvLW/Ap6RYYmycpr9/TkqRjJwGchqMoePe66BMXX70HPR/7P6vPdb/gsUYFIA2yiKBI3Q6Js/pggrfPvnoTxx9zkwKS3WdhYW6gpIbvSND1mHSo7LP/f8//vozP3etRidZax0AVW8JsxJ6gybFCEPT3qc+d/T550w/ybe+0r4iUHGSBr5xgA6shroCR1QEhDSpe7S23vfZu795n7fKITgEGtoh2oHS6Agy6yv9zvD4q9723vl+g4kJfb+KoABCB8aBU5Aq8PbqyL9iniIXg7FBOec0ZUiec5gSEEGge9AC6VbwwBIYyW3ZW97gagMiImKWZc65hQsXvvvd706SRGvtnPM8L8uyMAzr9foDDzwwceLEd73rXYh4xRVXPPPMMwsXLnzggQeuvfbacePGnX766V/96lePOeaY13GOcIs5BODAZsTEgcChXCrGyun6ah8YQk4DMXrpQFfrfZnv//TpXz7z/DrVqq2P4KihPw1jyjSApiAlRVYDrF/5SHTg0pI3FSIwlDUUDKTpKI4bMpVudTuWP/5gc0exP4v8zIJDBFARAOHEiqp5GmpJYVe88rcPvG/6CYYQIgeQAZFnU8gALGoNZQ8ACOIMNJnawHMbHtv14np/hhv5r46IFFpEdKlDclueX/XitCcOmHGwwRJErtHXgAgJgAOlKTAAmZy8Yk9zoBz4xkHmIAPIMsjiQrlAqMHCcIAr9qI/O2xwzvHSRL1ed86tWrVKKTVp0qTW1tY0TXm9IgiCn/70p4sXLw7DMMuyBQsWvPjii295y1u2b99eLpettS0tLTt37kySJAzDV3+6FMGRVYCICpWy3JWb8j1AJWwQQojRDH1bDArPw+Adj/+PKfnGxilSoZZO3FwrVm3dJ1LOd0ioUkKs6bu//Z2meUvb42KkddWoMtZG68h4YHap+N+fvM/v2Tq1EvbV+wqojUMk1Y7KKhWmWatPQFmQqJc2rf7vptvnBVP8ilOeinVi0IaZCjLIFNYNEIJnMwTb7ccPPX6PqnVPW19XBPkf5xwggkJCcERJtb7iV3fMP7C3cRCVCWKlAKCQggaKNUTGFSRsEHv8auD82FCiybdQTNES1JoKU447Co0BK/eS9smwIU3TIAgQsVar3X///Tt37tyyZUscx9dcc83EiRM5x6ler1cqlXHjxsVxbIyZOHFimqY7d+4sFouFQiHLMmNMGIavJ8eAEDVqR6m1qae04XTM4UUGlLBBCCFGtdSAH6fP9W7cbeJQQ2BdHcmPks5t1aaKG2xAh6kGTDTWERsSf+eOtcGEw6KunX5LW1+9CuGoXW3AmmtqLnQ9vnLOjMaBTf1TXEYusQo1+cVUhVbtKNcDBJfF2gsgStevWTVzsin0g1fw+0ytTAllClNQqIwBS7bgmWpS89q8gW2bmtpN67aaITAWjAPjwKBKnCUFzqhMQaXF9Lz4nDftUNdVK4SlJEmNMioDBEceOM9BshdbtP7h/EE6r4yRsIEMgAbnIEsxctRXCWaCciTzwX01bPA8zzkXBEFzc/O1117b2dmZZdn111//8MMPL1u2LEmSOI5930fE/v7+IAiSJOnt7S2VSkEQ8AIFERFRlmVcI/Hqtm7e2NTQCI5cnHpaKQJehZKVqDHFud9LklVKGobLaSCnwVgRa2qvpv21LkcW0zRAhwoLjiZEMCHzd1lXtzEQxJ72PAid9dJksLtrnC30dW3VpULUNzhaRyYh2F4frDZQzVZqUX+zF6SKrGc0qNCZ5kwP2lrJOZdkibWgyzu7tyWNs93OFEtBGtZrQJACpkiAiUFQUHXOatuT1l0cx/Uk9MASaAXKgrJQKhYwjuo2tcpZhVkc1wbiXS9tm1D3+3uq1hiHiiwhUN2jmgc62Yvv/RVhAwKAhA1jgGcxM5BocE6pTGXKG4wGo8qgbjJKSY+ffTJs4EwkrXV7e3tzczPXNB900EFdXV3OOd/3fd8f+e/Z9/1KpdLS0tLc3Mw7vnF1BEcXr/l0ykJbYwsQ9m3doh3ooUd2vBTl5CoxNvT19LS3t3OCnBTCjlkasbe3t6mpSW4rjinKWoyhnGTNGagkBZNRPfMUFh0WEmo2QZZUeeaYECDZer3S3NYI3UlTU2PNwzBrGrWBNDpsSBNNVpHvG+2pTFE9S0DrYrHkRalVVI/qJd9znqrHcUNTuRz6k9sbo6TeWi4QeoVUFTIAUFqDJRsqTCltbij6fkGDraqa7yAh65Qper7XXMp6YwQvSeNMqTRxnim2t48v7MrCclgjQlRBBgAOPADfFeO9GzZUKpWmpib5XBhTilkaGEi00g6CTMfaby16UVwvqHZZbdhHw4YgCKy11to77rijubn5+OOPJ6IHHnjgxBNPdM499dRTc+fO9Tzv/e9//xNPPOGc27Vr1wsvvHDccccppSZMmPDUU08deOCBK1asmDVr1mu3UQJQDsABkPMseJY0EJIDdAQAQABaDuGYuFKkFKZEjhClf87YhQhRSoWUJGoYUzzlQ1/PoilTxvXZlGxSIC92KoU6ZRZ9MF5qDDqKUmtR+U5Pmjgxs7ZYDOvG1RQq5Y3WkfFd1pbRwrB9c99O0BrSTBullNZx6lMysdS4VldMuVRJozRJC7ph3pQZCjAhC5424GrKMwq1Agcq1gBoNJDLCBwWdVHbWkumFYGvPM+CrUa7a12tLa21ek2lijJwYdg5bnJlIG70ytWUYs9DRCJQ4FIFFmhv5igBESXKS5RHQCCfC2NGgKlFsEiInK1OFsAqsuCs0lrOgn0wbKhUKuVyWWt9yimnXH755bfeeisAFAqFxYsXG2Nuvvnmjo6Oj3zkI0uXLn3ooYcuvPDCJEmOOOKIo48+OsuyU0899dprr502bVpPT8/HP/7xLMteT+Qw9EKJDJEiC0QADhQAEDfnFqOedqQcgSNAAPl4GLtxA2hHhk8DMXYOu1OAZjwGRzdMWd/zYh/YlgwbESONdbQOVYToa+0hWEcFDA6Zv4hSZ7wgA5cqdDhqPyYSVMbqt849eGDV8h6sZgVdg8xoT1nqj6sDjeUSFPsHdpXLRVWPml0wp3mi6dGxpwlIg0ZSBGBRpQpiAwqggAbS1M9wdlvnlm1PO58yazOlFIApemDdzvpAW1ML1XR9sOoNxNOmjTcJoQLwTKaREBWBdtqBI8C9mg5AQA6VQ+XQISLJreaxIdPKKrAKtFOEKk9NIymH3mfDhnK5nCSJMaZYLH7ta1978cUXi8Xi7NmznXNJkhx55JFz5szxPK9arV555ZWbNm0qFAodHR1cxrBo0aJbbrnlhRdemDZtGtc/vObTOQ2gCBxZBI1OEQA6AAdIBIDk5BCOkYkDgAN0AEhS2DKGzwNu0o+A8iExdigCKHiFxH3opHd+4T++VY36ymlawiD2TQTkgcnQeA4NKZ0mU1rGLZgwo9CVImXoaeNrPXo/JhKtInJzps5ZuWX9c7uerYdehK5ItqhNBZNd6c454cQUay5yYaSOnb2wuc8FqW89r04WET3rjANFxP+grLNao5dlKoO3dE5/oevFZ1QNfR+MrsWRMhRo30VxPRpsKzVQmh2gxs1vap/qN9qBGIvFQbB8rDSR54gc7NVbv0SkyWlySA5BkpTGCkfaAQAhECiHGkFz1T44JCUfC/ti2FCr1YwxvDdcuVyeN2+eMYZ3cjDGzJ8/f+HChWmalkola+3MmTO11kmSICLXL5bL5QULFnB5w+v5d54iOE0KIVOgCBCcAiAkAiJ0WpKUxsiVAgEUkQNAko+HMRw1ACniHsxyEoyhf/6p0w1FLxmYWW5+7/+17P999G7avT20ZLV2yiEpRE871Kmd2dZ5wqKjmhKvwSLUrN9gtMXAJqN1ZLzMtKeeGUz/fv6xuAkfHdhY9LxSzXpRRIFfSZPSYNpZaqlhvPjQRW8tzWyvKKt0D1oXeL5zBZsYi5rQKtSASlHS39sOGjKYXigsO+LY/1r/2NYd212gyjpwFoxCnXjeQBLi4JzmcW9dcNgMv4A9PY1eaXv/7qCtMSFniDxHmkgDmb0ZrxFRapPAJk7ChrE1GfB4YUkRaIeEyrPgOfIIkBuwSg7K3v4c/nN3if4Le/GFTdOnTgZylS1bAms9l2/VIDHlGNLT09Pa3k7DpW9y7Mfq5Qp7e3ubm5o4q1VOgzEzU7AAAKishqoHSQF/+JMfbdjwLNVrOoobiqXqQNVkNGvC5CPmHzipoQWzoekqAe9FMGoHxnegCVNlY+3qxq3ZuuGJ59b2JIORsVZjSm7WYNvMyVPnTZ0xoak1JKVpaLnWAjgF+rWm9dtM/+oNzz655bmdtu41lVJrXS0uxu6waXOOmrvopUfWcfoxt0zk7up/sfcuJdFjU2PitpfBd1COVM1TvjVVzyuecXx7S6dxijz5XNi7/+jeyC7RQgghxF8wXHz5S+MgjdJTl5zkjjn20V/fDwODpLAws6GjsWVCQ0uD8rEWG1BAnMUwyjMaLSINNRZE5eCAGfMmTZq0addL/VEFPIVaTdOdLkpcZotBaGsRjrgT+3pm2RNUqWHOQXOnztxe6++NKplzzWGpo9DQWW4ppDDx8MNffPHFWbNmWWuLxSKnFcjZKsToJmGDEEKIfRcpQFIAoB36QEW/ZG1/R1t7OGOhHycvvLRtwuwZOnNUT1SWBPblCmiLAAh29E5lLaJFINRI6BNmA7WihUM7ZoSFMEmTelQrlicM9PT2dnW7NPOUAV6uf90D0lihkLBsGme0tanAR61slECUFCPlO9yNtr29fe3atXPnzo2iSGvJGRZCwgYhhBDirzk5BgPciRsMIVTjQuSgTkFf3GqCbQOxGoy0Q0htgMYHJEfASTgEDkZzNpsFIFQIhKQ8iy1egzLO1lNVS4oKW7Bhd6XeGpYT3b97+47x7eP+3H5D5FRgPE+pLHa2nhCQJvB1gM5lqdW+bmxsjKJox44d48aNM8ZIppAQo54UjwghhNh3DaXWcL4RAWS2HBbACyCxWE9M5lQ9DUE1BcWCH/AvcIaSw9Hfdo0IAJQCpcCoDI3TDapQxkKQGhO5kFRRex0trYN9/VGt/vJvvb5hSZpK/Rp6o6gSJaklbYKMMCKoGpW1NDQ0NMRxPGfOHKXUwMBAHMdyrgohYYMQQgjx1/uUcgCWKxUUAILS/fU6xHVX8KuadBD4nu+cqydRlCYx2VQB/8kUpKP6I04RaALlAAmIyAEmjipZVrE2Vsr6gUeY1urlQjH0g2qlAgBKIRGBe117Kux2ceRrbCyackmHQeKc80wWenVP7crqtVotCIK+vr4JEybU6/Wenp58wUFqlIWQsEEIIYT4SxveNkwBAim0BhMPwddVDwcVRRpQoUPIEDIF1qhUw9AfBXZ0hw0AHoEhQgCHkCnMDCa+jgNTC3TFUwYVArrMtrW1DVYqmbPK6DhNlVL4Omb1BrQmVBaUJZWBR8qQgtRphwaNtZa7L2qtJ06ciIgbNmzQWsdxTCSdsoWQsEEIIYT4yyP+qFKEmKGyqAgxU2ANOgBLjhAcglWQITmEl++lj+q5qyJCIgACIgAidBw7pRoSBbGGzFqldepsQ3NjWCp2796VOeec00qTfe1dFcqJKyWulLhC6sLMhZkrpK6UulLiyonjzqcAkKap53ltbW1Kqa6urqamJmutdFUSQsIGIYQQ4i8cMiAoAERAIECFqAjQgXHgkzGEaEk50ICKgP9oAk1gCMyoDhsIidACWlAWhjZjcENvH8AQZOQycsozqXNtHeO6du6s1mpBELjXl6TkO+c7p8gpcICO0CE6Rc4j5zvHG79yeMD7vc6ZM6dSqezatUspxRu8CiFGGemkJIQQYt+VaOQdYRUAEhgHvgVIoZiosqUgI2WdRqUIEAAcKAQE4CQchNFc3uDQIRIAIKAayuZCBDfcZBWtZ5xz2qh6knjGNLe39vb3TemcnMSxVuo1Q6pEDW2uySXmPJ5DA0uglOKwgeMH59zg4ODUqVPXr1/f2dnZ2NgoCw5CjD5yP0AIIcS+K1PgFHDqkQJAQs8iOAgtFCz6FtGSdmAI+Ua7caAdaALPgXGjeWQIwQ0lKjkkUEAeOeMgtBBYCCxZchYoc84PgtTa6TNmVOs1ACAi9Trm9JFHkUdVf+hPJRj6ou5R5JHWmpcU4jjmrKQgCLTWBx988Pbt2+W8FWJUktUGIYQQ+65iZpEQiACQEEhR7LmysbUC2TipGNtaCqM09TzPOcddl8YIJMVVHzT8rl/x3g0hAIIDcDZAnVTrzeXGrVu3Tpgwwb6Oxw+yV7uxmEE29CzGcCiCiIhorZ0yZcrzzz/f2dlZLBYBABGdc3ImCzEKyGqDEEKI/cbIFj15Ggx/Id17Xp0xhvd15vyiPRzDIHLfVWttsVicPHny9u3b0zRFxDiOpdRBCAkbhBBCiL+0PEjgLzjDXpp+viatNREdeuihL7300h4vPCCi/EAgYrlcHjdu3NatW2u1WhiGWZbJ+AshYYMQQgjxFw8bEAGA72H/0fUH8YeMMWmaTps2ra+vb2/c/ueAQWttrbXWNjU1dXR0dHV1WWuDIJDxF0LCBiGEEOIvJw8S8tWGkV/I+LyKJEmCIKhWqy0tLQMDA3t4MqEUDK/85NlK5XK5qalp06ZN1WpVxl8ICRuEEEKIvyhrLRijlIqiSKHyPC/LMu4EKpHDq+DSZERsbW0dGBjg+f3Iif6bDOeUUvyAHEJYa6MoamtrC4Jg165dLS0tlUqFVzxoWP7CACCO4yAI4jg2xvT398vxEkLCBiGEEGIP+KPLDjIsr4In9EmScHxVqVSUUlmWKaX2xr7OWutisUhEHR0dWuvHH3+8tbW1Wq0GQfCHz4WIxWJxcHCwqakpjuO2tjY5XkJI2CCEEEK8qWghDxJGJsZI2PDan/dKWWuNMbzgsGnTpiRJ8lKEPV7tgIhpmkZR5HnehAkTmpub169fXyqVuL0Sy48pEWVZtnXrVt5kWkqohZCwQQghhNgD81FAzMOGP1x2EH9q3JxzvKlzY2Oj1rqvr8/3fY4l9njQZa0FgFKpVK/XsyxraWkpl8tbtmwpFArw+8XrRJQkyX333XfDt789MDDgeZ40bBVCwgYhhBBiD+NoQZYaXhOXDdTrdWNMkiSzZ88eGBjgcQvDkGf5e5DWOsuyLMuCIFBKEdG4ceOSJOnp6eEnHblGtGrVKgB4y6JFSZI45+I4luMlhIQNQgjx12GtzbKsxv/D7SCNAWOstaCUtZaIgO+5KlWv12XE9k28+QAQ5dW3e3y+O4qHjv/L49bQ0KC1rlarvOXC3nhGz/NgxAbSaZpOmDBh+/btlUrFOce10Z7nIeIRRxxx4oknNjc1NTY2xnHML1UIIWGDEEL8FaREplTynINisd7fT0SZc5SmqXPgeQkRFQpJrYaFQpYkheZmGTExuiVJ0tHRsW7dOqUU1xvs1afjPKiGhobJkyf39PRs3ry5q6urr68vjmOOAMMwNL4/ODjo+74cHSH2TUaGQAgxFniFQtTfb8Lw/eeeu2XLlokTJ379618novL48Wlf303f+96FF17ohSFEkfF9kBwJMdrFcVwsFseNG9fT09PW1sZ5RHvv6ZRSYRjW6/VyudzS0sKhQl4MbYwZGBiIkoSI0jTlFrFyjITY18hqgxBiTMji2IXh12+44cADD/zmt7514oknfvlf/7VQLv/2vl9ecskl/3XPL3ShoDzPOgdKJUkiIyZGeSDteVmWTZs2raenp1Ao7KU8pVytVuNmrwBQr9fr9XoURXEcczEDt8MqF4uctrRz5045QELsg2S1QQgxRq52pgjw7ne/u7293SK+o7HxX//1XynLJk2Y+P3vf//zn/+8yrIkioIgyLLMLxRAMubFaMfpSU1NTVu3bm1vb9+rz9XR0dHX18fNXnmRIU+LUkpt2bLlJz/5ydZdu2auXTtt2rTTTz9djo4QEjYIIcRf6WLnHCG2d3Ro3//SZz79xONPXPmxj2nPmzF7dsaN5JXySyVKU2etVUpKMvcj0kbpDeB93xCxpaVl/fr1zc3NI9uwchFzHMee51lrtdZcS819b/O9Ml6/3t5eADDGvGKPCA4h2tvbzz77bH4WpdTezpgSQrzBew0yBEKIsUAbUx0cdM7t7ur64IcuX7JkyV0/uwONcWlqwjBJEu15NoqccyYMtefJiO0fcGjqydNcmWv+GYG0MdyWSmvd0tLS29vLTY201ohojMmybMKECcaYQqFQKBT6+/t5k2n+mT/7QA0foFfsycDhRxiGU6dO7ezsnDBhQkdHhxxHISRsEEKIvxqbpuWWlh/ceGPbhAmFcvlDl1/e19uXVKtoTH1gwAsDACC+n2ptkqYyYmJ049v8vAHc+PHjBwcHsyzjAMxai4ie5/X29iZJsnXr1tWrV/OmbNxTdW8XQggh9tHbDTIEQoixQCHWBwY2b968csWKgw8+uLu72xmDiAqgUC7XBiuV/v6wsbFerTb4flyt+sWiDJoYxbTWaZr6vp9lWUNDg+d5PT09zc3N3NoIAKy1AwMDK1euvOuuuzhaeO9737tgwYIkSYIgkO0yhJCwQQghRqcMwDQ0vOf885cvX37/b34DSn3sqqu8IHhh48a77/tlR0fHD26+ecHs2cefemqWpqHEDGLUB9JKGWN43aBer7e3t2/fvr1YLBYKBd/3OSoYN27cmjVrvvzlL/u+v2LFiqeeeuqQQw6RLfaEkLBBCCFGMwQY7O6efcABc2bPBq2V76eVymB//4wFC85taGibNKl/586m8ePTwUH0vDSOA95JWohRqlarFYvFSqVSLpejKGpqatq4cWOlUvE8z/O8arVaLBattZdffjnv6Ox5ng4CIorjOAgCyVMSYizebpAhEEKMBQagpaVFZxl3aYE41lqXGhrSwcG2jg6KoqamJogiz/M0gMQM+81nGA7tcMxtPbno1jnneV7e4jP/phTajsTpSWEY8m5rSZLMmjUrjuMXXnhh06ZNtVqNAwNrre/7mzdvvv3224887LBarSYZSkKM5U9SIYQYc6y12pgsTRUiyGxyv6W1NsZwv07u8MPT3N/85jezZs0aP368MSaPHKSt56sgokKhMGXKlHz/Zudcb29va2srEd18882XX375nDlzarUaInLzVhk0ISRsEEKI0c85p5WKoqjc1AREzrk30FNS7AvHke9882Q3y7Lu7u5bb7318MMPv/feewcGBi699FLf97np5xvYbWDs4CHKmylxoNXY2Pj000//7Gc/O/vssydMmNDf32+M4YQlCcCEkLBBCCHGBK9QSOr1jRs3zp8/3y+VNJGsOeyPuItoPuuN4/jxxx9/+9vfPnXq1EMOOeQjV17J98V5LwIJG149AAMA3m2NVxt4r4avf/ObkydNuuOOO4wxU6ZMOfXUU0ulklRFCyFhgxBCjJnpZpYlcTw4OMiLDO73d64V+81xBErTtFarcV8g3/fPOuusgYGBdevWrV27dtnf/V0Yhkopvokuw/UqOKDi1quIqJRK0zTLso98+MPWAhj4VwAAIABJREFUWl5e8DyvXC6naaqUkgBMCAkbhBBibEySALIsKxQKiAhZprSW1Yb9USEsbO/qiuM4DMPx48cXCoUgCLTWK1eufO6555YuXaqGxXEskeFryoeIl3HK5XK5XB75A5LOJ4SEDUIIMdbiBqzX662trfw1SDfJ/VNLa0tTe2s+zUXE+++/f8GCBRdffHEcx//wv//3rFmz5syZU6/XwzCUvBohhHhTdxZkCIQQYxHR4OBgZ2cnIPKkU4Zkv4z+AAHAOcep+UQURdFP/v3ft2zZsnr1ag3Q1NTEtQ0AIGGDEEK8GbLaIIQYm1EDOee8IADnZKlh/5XZLLNDnX84L/+UU04plUpf+tKXFi5c+JWvfMX3/Wq1qrXOskySlIQQQsIGIYT481hrlVI2TZUxZK3Ud+6nlFIaAYareLkH6xFHHLFkyZJqtcpdRPng8pYOMmJCCPHGL7kyBEKIsTndzLJMex4SKd+XAdnf5bUNRKS1juOYt4FzzsmmDUIIIWGDEEK80Wsf73HrHAFIkpIQQgghYYMQQvwxwzehiQjkPrQQQgghYYMQQvyhXbt2BcUip7U4WW0QQgghJGwQQog/1NXV1VguAwAqJd1XhRBCCAkbhBACAIC4bT8i/7evry8MAgDI62hliIQQQggJG4QQYz5s4GSk4ZSkJEk8z+P2O9LOXwghhJCwQQghAACGip6JtNZplhGR9jzHe71JnpIQQgghYYMQQgAAEimliEgZU6vVyuWy1npoLzBpoySEEEJI2CCEEJDXMCACYmVwcNy4cbzCQIhkLUqekhBCCCFhgxBCwIgahqheb21tdfwdpUj2bRBCCCEkbBBCCAAAxDiOFQBYm2VZc3OzBtBaK973TWobXrcsyxyAtdYRAaIjyogiIqeUdQ54+20hhBASNgghxP56vVOKAEDarb45plDgPbaV1qBUmmVm0qRtGze6JMmIagMDMkRCCCFhgxBC7K8QQFYV9giXpqgUep6z1iZJEIbrli+/6KKL7rjjDs8YLJVkiIQQQsIGIYTYn6933GhVVhve9McGKmXjmJzTQUBEn77uunnz5hljHKKOYxkiIYQYlSQJVQgxNiAigIQNb16WZSYInHMmCOqDgzfeeOPixYvJ9xFROaeCQJZ0hBBiVJLVBiHEWJGmKW/RINtCvxm82XaWZQSQpumWLVs+ePnlPlGlUkGlaoODMkRCCCFhgxBC7LdwSNe2bSXJv38T/IaGuFYrtLYmtdqZZy8rNzT8fzfdtHrN79asWbN+3bpSY6MMkRBCjEqSpCSEGCuUUoC4du3ao446SkbjDaM49owBImPMl//l/0nqdVUorH/uuWIYNra0pFHk+76MkhBCSNgghBD7Jeec0hqcq1arYRjKgLxhCADGZJUKIs6eMQONKbe07Ni8ubOzs7WhwW9thUpFRkkIISRsEEKI/VJmre95mbW+78ue0G9GkmWe74NSqTGl1laXpmkcn3zaaWm16hcKdmBAS+mIEEKMRnJxF0KMCcYYl2U2TYMgkLDhzfCNQeeMUqFzKk2NUlmt5gEUCgUkkpEVQggJG4QQYn9mrdJ6sFIZP368hA17ElEQBNyiylmrtJYhEUIICRuEEGL/ndwSKNXX1zd16lTZVmDPjqzSOqrVuOJcxkMIISRsEEKI/flip7VN0zRJSg0NEjbs2XiMnNu5cycBgNay15sQQkjYIIQQ+/Ps1pioXtdak7Uytd2z0JhKpWKzjLIMJElJCCEkbBBCiP2XyzJdKBBRlmWSS7NHgwa01iqlaJgMiRBCSNgghBD7K7I2DALnnOd5cuHbo1EDonNKKc/zlFLonIyJEEJI2CCEEPsrrXVaq2mtAdHJ1HYPxmPOqSAAgDRNOYyQMRFCCAkbhBBif4UAaZqiMTbLpAHrngwbiEApz/MGBwcVooQNQgghYYMQQuzPs1uAarXqG4PSJ3TPxmNKuSgqlUrd3d2EKOXmQgghYYMQQuzPFzvESqWilVJhKClKezZsSOK4UCgMDAxI2CCEEBI2CCHEPq1mvD6/UNc+kAZLYC24DMiCI8gUpCZDu2n71ob2ZoLMorWKrCJAAiAAksnuG1Z3GY5rts3lFwZ2V42tGhcZssoCWKAMXLZXn50QHAIfPEWK/xAYiyZTJlGG15UIwCFYBZkCq8AqcAg0/ItCCCFeDyNDIIQYDdcy5wCccQRAoAAQCNGhAgKtAByCo8H+/oZSGawj69AM3zRBAAKQrKU3KnCoatZkarwOw0rqeT4AAai/zJQcCRABEAggX0RCcJqGXgD/AAEQDQUPebyBEjQIIYSEDUKIsRc2kHZWgQO0DskpsAgOAUghKaVAJc4lmVKGksRTGmlEpMCRg3hDFADEiSYYX2zKBupekw+gOHJzCghA7+3BJYChNQeHgApQOdDkeDEpUwB55ADDBxrBATgEBAkehBDiz7ngCyHEfn8tI6ddhmSdgkyRVeBQAQx19iHEqB61t7RCmiGBAjWUnTScvkKy2vCGacwoBU+VmxtrUR20AYWkdGp0bHTd37ubRiOhpqFsM6fAKXLoAJwm51kXWIcwFBsoAkWghz/25IALIYSEDUKIMYkIyBE6i44QgJRnwc/Az8Cz5FlXr1YnT57srAWtwTkYETaQLDa8CZnBfpVlIVJjWHUJaAIFVpFFyBTYvdy0aujRCUccSs5XcogWwY48uEiADpBkhUEIISRsEEKMXQ6Q3FBijDIOdEI6JpU6lWUKqa9WmTZzhjIa0hT08C1wGlpnkGnkGw8brLUIjmjSlMnVehWMsmlslDZZ1oDai2JrLXDT2yBwezqKoJeDB6UArE21UaSp7mIKdKQyMsohZWQBABwNrTxIbpIQQkjYIIQYoxBBgVNoQQGAtoikwAFQ5oxLTRLZNAZLGjPnwNqXf49eLpMVb0CovBZnVGRVlGjnyFnlG8gik6VQqxW10cYAkc0yW6vthY+cofm/dqAdhMbUa5XEZbqx0EP1etlUXRopUoGfuAy0yqMNqWoQQggJG4QQYxIhkOI/ijSQAgAIMQ6zgXb6751P9too83U9S3S54BT+kYmneGMS50XOoE7RddvqA797uKcQDZTiX619oMvtHLQ7bZZlaao8TynlRgRse4RDsKgUgecgsKQTWwzD1KMeHXf58f0vrq55lIVmwMYqDCwScKkDDKUqyaEXQojXTzopCSFGBwUOlUIERAJABxot1avN6p5Nj//w4bvf5b/l4MMPC00YR0mgNNihCSNKdeybhASh74rmhb6Bx+sv3ffEQ28fFxGk//3Ef03f/sTH/uH/btgYUpJkcez5/h7fH4OQW6midqQJPKP66nVo8mPfPfT0UyvXrUkGaPFRx4BztSQpa4/IDQUMKMddCCH+3A9aIYQYBQiBFBIqUpyBkkEWB/jghlU3/eauTV6tu6/njrvv6qsOGs/L7Cv3IJMZ5BuWIdULak3Ptu/df/fK6vbdU0s/ePp/vv7kf2+fVXhE77j8tq/s7urCQkFpDUrt8Zv7NFQODYrAOKA0K5VKg1H1fx59eO2W51VzacOmFx56bEU9TVCrJMvk808IISRsEEKMadWS7Q4rlNSC3sjvrgCk3c3JbdHvPrP6/7B352F+VvXd+D+fc869fJfZJ5NksicEyAJhk0BYVAQVAUHEraDVal1aW7F9Hm29tE8X7XLVp7bWPqK/Vi30qaQVURAIgoiIgoJgBEIWyEYmyySzz/f7ve/7LJ/fH99JwEcUW5JhMnm/rly5QgLM97o/mXOf91m/tqF1eKwtf3hh9nf99/zthm+OdbmIAjWEMkfldDg4rUvsEBx+RSJrXqrNRIZcTDVDeZmGmcaJrMpK+YNtO//k6f+4Zf+PqraxYNTaxvhQ2Q65oboae2p86xsHrn84eVpzg4YylRX1WAZLZJUiy1Qnsi/qs0Wso6DYBeLQiMNwT/Rkafjr2x+4d/DxfS314WrjoYUH7mz85L7tPzQVoURGIjeY0mjZOOZSoUoeL0EAgF8XFikBwLRoyzzHnlUSk82lqkdN7YFdm6//7n+4tGghpYXrerSlmv5s82NftPymU17RW22LLHOj0Ral4q0oTDj8Us2jhybuYOZAEVPIqT22UfDsttT2rb3/1qf6t3bM6Bysj7X1zvC1ncZLwppFxovC7dz5f4dubj/pdUvKM72JSKTkyAQiJoqY9IuagXDWKh3pSNtgcyN9Iwd+uHX903t3llrLDV/YvAisMx827trW6pPTlp5cjqveBQ4hMsZba314dp80AAD8SmguAWA6SMQkBQdvR+N8sNN/L9/6j/euPZDkyqhyLSwKrZ7zohjNYvsfm3/4j5u/82SXbXREXGuozPusUBHGUH45URya3ftATIVrUEc8QCND5eKx0P+VB+/48e6NIaHcNYZCvWgxFKlqUKlTxNoncazk21t+8n8eu3NDW32shTRJqSAOgTQXKVvzovJarHWkufBFjewIF+t3PbVh7/bcSBFcsLY1TjSJLsVD2j6wY8OPtm7wCcdGcWGDsxxpjvASBABAbACAY0oeUlWlJMk743U7f/Kp2/5lV0s2mNqCXVni1kyNZQOl9nifjAzPSb62+9F/WX/3tvH9nKbkA5OXg4Pp8HyxgYh44jY19lFLMu7GXUf0ZGPPDT/81v0HNo60SE5F0K5RDvUWtmTLuUQN7wOFJAk2k4Wdt49u+uvv/8fGsb06BHJEgaymhiH34t5CLMHmdRUxt8Trdz31wNbH62XlUpUXecKK6jk7N+rq4xXem9if7Nr84GOPNGrjrUkiwdWlsIy6AwAgNgDAMYUjajgi2lsf+tfb1prZ1fGkqGtbqDDSqHG5kruxYRmXmaV9XMtL+pZ1tz2xcQNpRSK6UsGFb7/y2f7cqUOs2YtzOtx5310/fPwh25GMGBcnmjjszobyNhNISgW1J5U0LmdWokTvagzuL8n9Tz/+wE9+bISIhDR5RVpe5BolouAjzXEp3rjzqYe3/Cy0l8aUa4jVRqesW6O0pJRorkdi29NaLN/94f19O3aKLZhFYg4aa9MAAKZRbBDvScQYE0JoHsQRQiCtg+A1DwAHWUvViitsZ6l64Znn5HsGK5lUSAetbWf5yWzAhWKEGkMuK3PUM+QunnfSsp4FZFi0Jw4+t3iEv7RnrijwxIFFFISsj10oFbJmxcnLZ83NR8bICzcsa6U7yo9sfDxiMjYsnLswUnEsxoXQVqq2BL2o0vWypSsokGgqDJFQKaf4xT14pVRe5OP18Tlz5yxYtChrZMFLpGMtWlma1d5DXpIott5Z8YWzK5cvn9XTo0mJUCASxEUAgGkTG0IIbIw0MmNMnKZFlnEUWefIGGfxmgeAgzRTsJq5g9LXrTj7mtMumj0az7AlX7jRhJ5Jcm3icke7FKF1f34u9X70vDevnLWYmIqIyDmjMPX6S3lFXh28S1uYbCiJaSnorHknvullFyxOu+YnndG4T006kjfiNDU2tFdbHNPY8EiHrqiCuxpm3oj5+3f/z5O65pOQN5wb0kLaErkX99kkREmkmKtJ6eSly2dXO1ooSZySmks4JkfsiBqu5JUas4t75p6+fFVXe1cQYqWZlQ+IDQAAv64pvwuQiULgNHnwO3fv27YtNBrBea21Urp7xozzzz8fJQQAIhLtiUSzSjNaYnp6VryGRtw31n9fzyr3SWbL7Ia0G7IzbWl1y4L3nX7F4tLcMJrbShy0IevJRIQe5C+hRIR4YraBiawQm6hetJM5b9GqvBJ95d6bC18ZzoJJE2nYSlBJS2njru2xjuNxXypKrVb/j8vfOX9Qt4WUmK0iImIJFF7s4JUnUjrS4uxoMafS8qrlZ97/xCN7hvqTpKqFmaJIRbHXkdOLu+aed9wpc9JOVai8sCqOKDAHjyO0AACmSWxQzKTUwN49X/rSl0xRtJdKFMR7X6vVV591FmIDAByMDeKDNaSV1cmYjeLkXWddWTLVf334tgUndm4rDuiopb1BJ5qZf3jBNSvMLBoPKq0qw8oVJJasJY3DlJ6f9kRKPLHXpEmT0eQdidJ1qqbx+TNX9FxY/dI3b6xJnYKr6ijJspYFHXsOPNOWtnZk3GYrn3rXtXNqSUuWEumgiIkSR1qIIiGmF3PbnmjlFSurUu9jkVWtc82S8MCGRw+Mj1CkAmnxXHbqxPY5rzrhrJlRG437oLToSAIrYRaN2AAAME1ig3OeiLY8uZGZ//AP/7Cjo+Pr//ffr3zzm2+/5dZ58+ejfgBwcIxBSAexxCFRUbsSSseyq858TcPkNz52Z3er5J5WVHo/dM6bjzczrGMbsdGKx3NNgaKYgscj/OUNcSCtWJMjJYo0KeaI2LAO7HxbiM5sXTx6/iWffviblVgVA8OtqrJvZFC3VUzBbVZ94NK3z85K1TwODaEk+NREnrQPwpInwkKx/+/33AOR86EUuIVSyf2oK07pWaRZ3bv+4QbZwgUmPbd95vnHnbJQWpIae4mtjnzM3jrjSGuFQ7QAAH7dN+0U/3xaa5/nHJkkSbpnzOjp6HDOVZLkiiuu2LJlC+oHABM9W2+VJhVFRIqCoVpIqGTG3MVnnv+a085uyV13T+9vXvaWla1zowY5Vr6zNVMUmVhxTIUlHLHwq/vmE6evkmflmg+LlXPiPZmc0xq/7MRT3vEb7wg2zGzvnt3d0zN79rjLFavfe/d7T+xZ2Ba3c0aqtUOZSFhxIPIkRPVYshc3eCVKCWsSUkVILbdSnO0fOW7WggvOOT+OUlZRZ2fXK88+b15rd7WgcsGxaFvYzDlipZVWOE4QAODXNtVnG0IIOklWLF9RrVbvXLfubW98Y57nX/nKV4aHRzo6O1E/AGiKQ0INIgnEBZmC2igwlVQ6dzy9duk7Ttm7cPXME3rdYl+vk+E0OB4efnbwBPuhf7VEE5Eiib0jImIiTURkNBExRbpRG+uutVwtS1ct+a2fbXpyzqy5Sxed8LINbWeeeebibEFnjYhyqmqSMVIU++b90KSIO+r6RX407QMxFYYHDRGRiFTiKg36U/WMmbPP3Llz54knru4c7bTWDnHQJSGyhshQIKKAsgMATKfYYJ0l5yrVykc+8pEDO3dymr785S//6le/2tXV/YqLLkL9AGACP89viAgFKqXJha+8oMUZchN3izEzphcOmxBKpUqwgbw9deXJs2fN2r1nz4xy69uvfLP3PprcxV/MTEQhhBBCqVSaP39+Z2en956I4jh2zjX/BQAAmIaxoZSmRMQmIqIlxx3nsuzU005bdtJJkYl0kpDHcmQAIDp0W9tz7iULISjFEam81mCjQ+GJWUVRsJZCUJhhOFx8oChWrjCs84GRLY8+duqpp6aFKKWFWPIwyathmVkpZa0tisIYUxSFiCilQsAeBgCAaR0bsiz33muiSqXyxKOPbly/vrO9I4oiEYqT5Nxzz0UJAYCIpHkfmRATKSEiYqXJO8WcKMPCzZgg1nrnTJIQOpGHi1LkHDmv21obOweqJinr2Diqj42UKhVyjuJ48v4aiIiI1toYw8zGGCKK45iIiqJgZsw2AABM29gQRZGOorHBgY//0R9JrZYQsVBRFFEUL1u+HLEBACb6i0SBSRGJkGdiIiExURScN1p56wIrYpYQojQN3qPzePievJAEibTK8339/ctPXmVMJCLl9naxjktl8m7SPgwzN5ckhRC890qp5sxDMz8AAMB0jg0hBOfczm3bi6J405VXrl61SnwI3us4wQoDAHi2v3hwkqG5SkmEmIh90MzkRfHB4/m1Ju/RehzOVprFJ1qss9m4RCptKVNumYm8I0XiLU/izQgiYoxpTjiISLlcJqLmCiWtNYoFAPBiTPW3ZxxH4v2KU09NksQVRblUqnZ2VtvaKl1d0SROfAPAVG/LhHQglmdjxM9tecb+5yPH6EbW4Nj89Gc/m9XbW9TrQVFQ5BUFRQ59dQCAadPeT/HPVxQFa/3M9m1z5879zne+s/XJJ2MTiYgIzZ0377WvfS1KCACHgoESEqbAE3MOgQ9OQcARE5xraWsb3LvP1hvtrW3sA4eJEgQiwWowAADEhsmhtTHG1Ov1p556qjNNd+zY4QorIvV6w2NHIwD8QnI4tOVVDq1WQs/1SFJCyoaB3XvXnLGabGBmElJMpIiYAmIbAABiw+RoHpm3dPGSv/iLv6B6vRJFtrAsIlEc4/xEAHhuZpCJSQaWiYOVGH3WI0+zpkYumU3SsghRYckYUkQB1+gBAEwrU75RZyKlWDERJUmimNtmzCi1t5eNGR4bQ/0A4NnGTE80aYpIB4o86XBwNy4mHA5ns8zNQCBKWWtJ69379kXVCsVGODjDZJgUEzML68CT+9HYe9+8qIGIcDsHAMAxFBuMNiSy9emnP/rRj37+85//6WOP5bWaZNndd9/9zZtuQv0AACZZ8F5CCCGQ99oYVxRbt26d1dsbrBWlXvKLEZofoHmBA4oFAHAMxYYsy4jZFkVLS8v+/fu/8i//8m9f+UpcrTYajSiKUD8AgJeqdy5EKor29/dXKpVKe7uzlqfM6H4zM+DQVQCAw2iq721I0yQ4p+Mky7Kr3/a2fTt3/uiBB6/77GdFyCA2AABMOmWMiLBSwXvxvr+//6QzzghZRkT8Uo/wi0hztiGEcOjXAABweNr/Kf75sjxXxjjviqJobW296KKLPvwHf/Dkk09u3LjRWov6AQBM+ntDiQgxi0hWr0dRZESYKI5j8V6/1AM6z12khL0NAACH0VSfbYhMFIpi5syZl112WUdnZ9rWppX+yB//8Q/u+35nVxfqBwAw+R1z772KohDC9u3bO2fMqI2NVVpaiIhe6nOxlVLW2iiKAk7oBgA41mKD1lrFcWfPzIsvvtiPj5Nzypj2lpY3v/WtpBR5jxICAEyqEJpj+K4o9u3bd/zxx2utm4FBKfXSJgdmds5FUcTMWKEEAHB4TfUJXOcdEZGEO+6448tf+hIRsch3vvOdL153Xd+uXagfAMBL8OaIotrw8J79+5cuXarNFBp+OrQwSWuNCQcAgGMrNjSNHThwzz33jIyMiHNsTGdn54YNGx7+8Y9RPwCAyRYCi5TL5ZGBgTnHHx+m2Kyv1lpEjDE4gBUA4PCa6ouUJAQi2rR5Swjhije8wXuvWJ25Zs3AwOAzzzyD+gEATH6z7EJoZFm1tdXXalNq23Hz9CQRaYYHHKYEAHAYTfnr3kxE3pNWQ0NDe/fsMaUSOees3bRpE14GAACTj5PEK/XA/ff3zpmT1Wo8xe5GUEo1lyphtgEA4DB3y6f453POkdZnnHb68uXLb7311nXf/GZsoqIoROia171OREgpJpIQJq4ZwnsCAODwZwVutq4iQnneGBlpa2srV6vZ2JiEMKWGcJqZwVqLXdEAAIfXVJ9tKFfKttGgJP7whz/82te+Nk3TsbGx+fPnf+hDHzpl1aoQQnCOiNgYOriiCQAAjkRmIGbWmrXes3v38uXL2ftyW5vHFToAAMeGqT7bUBsf753RPbSvf/MTT5y9Zs2rLrqIG5kyRrES73WSiPfPjnVhYAkA4AgrsqwoitaOjmAtNw9dBQAAxIaXXJqWgvf79u374he/2FOtzu7svPyy1y9YtCg4T8x0cG1S8F5pzYeGxAAA4HARmRiUEQne79mzp6ura+J+BmuV1mh4AQAQG156hS1Y65m9sy+44IKBZ54Z3rfvc5/73Jw5c+bPX9A7f/6JS5e2tLbqOCbvm8kBFQUAONypYeI8Iu+9tXbbtm1nrVkzceGm1sFaTDgAACA2TIHPZwwzd3R2XXHFFdo5yvPdO3befPPNDz74oPvBD5h5xYoV11xzTRTHRBRCUFinBABweCmVWxvFcQihb9++lStXGmMoBBER7/kIZwZhCs6Lju6489sP3n+fJ9/e2vLR3/u9EMKTTz754wd/lHt30kknveIVr6jX60qpKIqcc957Y0ye50mSoIAAAMdEbLDWklL58PDQ0NC6r399z/btQwODzrlqteVVF1740EMPbd++3TkXtE67u2lwEBUFADjskvb2fGAgaWkZGxpasnAhaS3WEtEkjNM4kbhUemb7zg9+6Hcf/N73Z/bO/PP/9Sdbn3oqz/P/9dnP/stf/U1cKV133XVr1qxxzpXLZSLSWjvnRCSOY9QOAOBYiQ1GayLatWfPJz/xiapSi+fMOeOMl51y8smz587zIZz7qld9+lOfCiGU03Rs585qayuW2AIAHF4hBB4djeJ4aN++ltZWEZGiICJlTHOP2RH96kxMznW0tt629qauGTM80fDomFNq//79c9K0paXFlJIZs2dv2rRp2bJlzrkQQvMAVq11HMcWBz0BABwjsYGIyXuX51ddddWrzz03IqI4yUZGqFRSWaYajY/+6Z+mIlmWtXR2EhHhDQEAcFgpIi6XfaPx6KOPvuyss5goiGhjRMRZq5Q6onsbWPH48Ei1d+4JJrr561//y7/5y9/7nQ+ccNJJj6y7U2utte7r66uWy3v37j3hhBPyPO/r68vz3HtfLpfr9XoURaggAMCxERuYhChKk29961snzJs3f+5cGh6OK5V/u+66IPKWq6/WIqR1qlReq8VRhMt9AAAOd25QYu3+/v45c+aU07R5DzMxB++JiI/wSUqKOS2X3dBQVC5f/oYrX3nhKz/153924z//c0tLS5bnxDRr1iwW6e7uZuYoiubPny8i3vs0TXFRNADAMRQbbGE//rGPNYaHrLVf/vKXe9raRoaGoyh65pldL3/FK5Lm0UneE1GCNawAAEdGXquNDA8vWrSIlaIQmJlC0EqRUkd8aag2Rsu377jzW9+67e+u+3xra+uaNWu+fsMN177zXUbrPM+TSnnfgQNnn3221jrLsufuZ8BAEgDAYTTVT80TkeHh4eaxGEVR7N27V0SyLFu6dOmKU05B/QAAjrQQQlqpWGujJDnSOxme56s760M4+dRTn3766S8kuOdbAAAgAElEQVR8/vN33XXXunXrfveDH+zq6pqzcOHt6+74wQ9+4PK8s7MT5yYBABxRU322wXv/2c9+dvNjj/3z5/7xnW9967LFi5XSzloTxUWeo34AAEeaUmrXjh3VapXjONTrk/zVrXPSyGcuWnTb97//n9d/ZdeuXb/927+9euXK3Rue/B8f+tCPHnhweHj4yiuvjKKoXq9XKpVGo4GSAQAci7GhXC4JUVt7++LFi5VSmbWxFp0kzjqcrAcAMBkd9zzfvHnzmnPOaV78NslfPTLGdJRtva6JX3/lG5Whof59XK02Go22KDpnzTk6jZv30JXL5bGxMWMMSgYAcCzGBhExSdLI84ceeuipn/0sFnn5eeefe+65URRzpaKx3Q0A4Ajbu3fv4sWL4yQh7yf/Qugiy7zPoihR1RYaHc7yolqphLGxcrk8vGdvS6VaLZUGBgbyPCeiOI7DpC+jAgBAbJgyvJ85a9Y111yTDQ7u3bHj/vvvv//++2fOnLXkuONOOOGEBYsWxcY03xPKGMILAwDgxREiEnHOKaV0qTQyMnLSKae4PFdaM/MkX49TKpXJehdIWRvFcZxWBnf3ldvaGo1GV1eXzYqhoSFjjDGGmb332AYNAHDMxgYmravVysknn9xeKsXOWes2PP74v//7V3f19d18882XXHLJlVdeqUolyvPg3OSPhAEATDOBmUKIymXvXDY62hyXaS7+Ee95kptZ75k5UkzWMlPzpjlSSimV57lWSh3MCSKCzAAAcCzHBhFr88Lu2LHjJzt37t2xY9vTWxuNRm/vnIVLltg8/+53v3vxxRcnRDbP4zTFLdEAAC8SE4kIRZFrNNavX7/kuONIKV8UmogxNAMAgNgwNRXWchT1bdl8ww03+LExZe3555538cUXV7tnFLVakWWbNm3SWksIWmuMMgEAHAYiOoqK4eHxet1a2z1rFlkrIqQ1OUcY0QcAQGyYguIo9taGEBYsWLD6tNNOXrKkXK6wUmStNqbU2vrb739/XCrZPI/iGIuUAAAOS2wgImXM6PDwypUrQ55773UcE3MIQTfv2QQAgGPM1O9ki9a6Nl7bs2eP8r6UpkZr9t4XBTNLUczo7LRZFpVKRZYpnLsHAPDiXwzGuKIwbW37+/vbZ81ScRzFMYdgGw2OIjwfAIBj09S/7i2QUiccv3TOnDlbt25dtnhxXlgSqZQrbmyso6ODiLTWZG0cxzhGCQDgxQveE3P/0093d3eTc+QcETFzFEVoZgEAEBumKKUVEe3d17979+4n+vp+cM893Z1deZ6PjY2fuXr1u971LpQQAOAwN7xKeecee+yxNWvW+DzHqiQAADgKYoMEIaJquXTccce1nnhiSams3oiiqF5vLFi4EPUDADj8Da/IwIEDs2bNikslxvQCAAAcFbGhKHIi6pw586qrrqoqlY2MVFrbfJYl1ZbG2BjqBwBw+GNDCAMDAytOOslaGxmDg60BAICm/pbon/50/d3r1iltyuVyIGrp7NQiKo4ffuCBe+65B/UDADjsfAhaa+ec1to7hwcCAAA09WcbhoaGbv/mzT+673svX736jJUrbb2+q2/3f9544+jo2MmrVqF+AADP0+9XKlhLUcTOUZqy9yHLTBwHIvLeEymlTByHPFfGeO91kthazRgjRBLCM319s3p7WYRFFGYbAADgqIgNF1544XlnnfmpP/nEgV27dm3ePKe7+5ZvfFNELrvs9WevWYP6AQD8InFOGRPy3CTJfXff/dWvfnXGjBnv/9CHZra3q0rl2zfffOutty5fvvxd73pXURSV1tbmpZkcx8XYWJKm9dHRub29WmshIqXIezxSAACY6ouUlFYnLFv295/73PLlyx988MGvfe1rs2fP/v1rrz33vPM4SVA/AIDnway0dt7f9/3vf/rTn778iitOP/30P/vYx1Qcf+2GG+644463XHMNEf3d3/2drlR0qWRHR1Uc26IwcTw2Ph5FURTH3nvBfmgAADhoym+JzvMtmzYlRK961au6y+WtTz556SWX2jzv37cvLZWa9zYAAMDPtexK+TyPo0gRffzjHz/9jDN0HH/rW9/KxsfXP/bYJz7xidaOjpdfeOHvvPOdrWnq6nWjNZdKxciIbm19+N57V51yChMRkRDhogYAADg6YsMtt9z6xE8fSUik0UhDUNZed911SqkoiucvWPCBD3wAJQQA+H9474OIJMlZZ5+ttA7e79u718RRWip1dHY89NBDL7/oov2bN+/dt29gcLC9pcUbs+WRR5IkqdVqLS0tbe3tznsTx0HEW4t7GwAA4CiIDbNnzxrq721Lk3xkpEXrstZZvWGMybK8t7cX9QMA+EVMxHEc6nWJIqX18MDA617zmk9+8pNcrb7+kkvf/e53/8FH/mdLqbxsxQqX57qnh4pi2bJlvxg+FBEhMwAAwFERG84+e807rv4NsnZ8757E+ygEb51OU58XhPM9AACeNzbEsTQaVCppoqe3bv3Hv//MX/31X1948cXF4OD8xYvvuu8+n2Xljo73vv3tnbNmuUbDIBsAAMALmepboqM4IqXEuyiKQghEpJQKea7jGHeXAgA8r7HBwai9PdF66+bNV1xyyQfe9/7zzj1XMcel0j/8/WfW//jHJk3vv+uuEEJkjElTPDEAAHhBU322Ifgg3lMcE5EXCSIqioJzFAIzo34AAL+otasrHxxM2ts3btx41W/8xk033VStVkdGRn73wx9+45vf8tXrr1+7du3s2bP/x0c+4kQoy4wxeGgAAHB0x4YoilhrahSjo6NVrYlImheXFlaI8KoDAPhFRa2WdHQM9fVdeuWVF1xwgdaamePW1vEDB5YsXfrxP/9zspa0ttYa5wgNKQAA/Bqm+iKloihIhOK4Wq1qpVQUiQiFoLU2UYT6AQD8ojhJfK3W0dHhGo1SqZSkaZymPssqlYqv1cg5F0JRq0VaNxoNUgpPDAAAXtBUH2SaOPiPyXtvmMl71XzDMWM/NADA8xPRzEQ0sddZhEQ0ETFrrcl7Q0RxTN6XSiXczAAAAL8ODDIBAAAAAABiAwAAAAAAIDYAAAAAAABiAwAAAAAAIDYAAAAAAABiAwAAAAAAIDYAAAAAAABiAwAAAAAAIDYAAAAAAAAgNgAAAAAAAGIDAAAAAAAgNgAAAAAAAGIDAAAAAAAgNgAAAAAAAGIDAAAAAAAgNgAAAAAAAGIDAAAAAAAAYgMAAAAAACA2AAAAAADAVIoNzjki8t6HEERERLz3RCQizT9q/uYv/ofP+5sAAAAAADANY4PWOssyrTURhRCYuflrZjbGNH/BzCGEZoqw1lprm0kDBQAAAAAAmP6xwXt/KB5kWaaUCiE0E0IzFTjnQgjNXzfjRBRFURQ1kwMAAAAAAEz/2KC1rtfrWmvnXLlcFhFmVkoZY0RkfHy8uXhJa62UOjTb0AwPzbABAAAAAADTPDY454wxWZYx86E9DCEEa61SqlwuR1GklDoUHohIKdUMDyEEFAAAAAAAYOp7seP9xph169bdd999f/zHfxxFUZqmzWVLURTdd999a9eu7erquuqqq0466SRmrtVqX/jCF7Zs2XLqqae+5S1vqVQqzQgBAAAAAADTKjY0ty40ZxiSJOnv77/99tv7+/vjOE6SxHvvvY+iaNu2bXfdddfVV189Ojr6D//wDx/72MfmzJmzdu3aarX6vve977777rvpppve8Y53vOCXEwkUNFlNWatiJ5QR5cRBKCLSXrsX+u81ajwNeBMXgUyU5HlujMEJXNOSMAkTN6srxEREEz8TEQtpGTbaExsbFEcsnBNZJuEQs0RMQuzwGKcfdknQYk2w2gsHdlaRJW9LzkeFD2Xd0GgSpqFfXVWdO6WkkdXSUolVcNYxCRMxEYsQSaESPMNp2BkQrmbSiKQW2YolYV+w73W+0JIrKREzntFUiw1KqeZKpDiOG43Gxz/+8eOPP354eLh5nlKapnmex3F8/fXXL1u2bM2aNdbadevWbdq0acGCBU899dRHP/rRtra25cuXX3vttb/1W7/1wi8M5UgTCWnjSXJx44pyYc+khYyWF1rmJPgrNC3eH25UOWLRylkWrdAyTEeBJ75flUzkhEOB4aAsuMzZzAbmwEmim+8IJmJiInlOyoDplBtEEWkhERbhUloe4RHSuh5CqjVlvhJhm9x0LPsLdEViT0UpSlQgCszEzIpFiEg1mxFcSzUtOwOKtBKjRBNpRc6LIiYhRaSYBS+BKRgbnHPNhGCMue222175yld2d3c/8cQTzrk0TUMI5XI5z/MtW7asWLGi0WhorVeuXDk8PDw6Ojo0NNTW1ua9j+NYRBqNRqlUeoFuv8pF6kw66Jp3meJxogaxI9FERr3w7gg0HNNBrGqGlQQy5JkN48aP6dk5pInO/6GW/7l1FvJUMBVGB60jjiIJOXEgEvJCEoiEGNulpiOxFEQJRUGIxBW5OCEveRSZSlIad+UG6j4NqV/ZzLtWNZo7lTCHoJlFmCZmG+Rge4LXxHQUiEQmfgTSpCOlXV5oCYo1IzZMwdjQvIEhTdPNmzcfOHDg7W9/+/r16wcHB+M4HhkZqVarE+28iIiUSqXmv1yv15k5juOiKLTW3vvm9ugXNF4fHxoZ0EGP1wYjV1N+2FBNiWViEsMv2CwIYsN00GjUtWl4a4mYtRKPXsJ07BwejAv884Hh0Le5jjmv54qSwhlShg0TeSLFwbBEgkVK0zZQeiJiYSYiYaNN3rDDMto6b37h/dgcPaDRIEzTcYRfbvbOA7v27E4GBzgEJSIi6tmGQ4iIJcIznIZ91kCNSBqRGB+qlnxQw5XELZm3eOES8hMTTTC1YkOz0++9v+22297znvdUq9VardbT01Or1ZozCbVaLU3T5omrzbOSRkZGOjs7Ozo6rLVxHOd5niTJ6OhomqYv+OVaW7uqLZ0mUBivxSGi3GkiQwWLItGCxSrHBqd8UkmKgpvH+zLqPk1jg/CzQ4zNTsNzRxyZcpeqajUlKUmUMgUiIWESTSEmDqRwg+S07D8WJIpCcxiIyXsbF3G52n7aqdTIQmsSIsSGY6/vsmHnrOHBxJhIsWEl3qqJyUoJTESkA5auTUOJezY2tFjSOt2nhHXEIsELGfQNpl5sICIRKYpi0aJFX//615VSO3bsaDQa995776tf/erx8fFKpSIiF1988dDQkPe+KIotW7a8/vWvz7Kss7PzwIED7e3t/f398+bNa17y8Ku/VlFwFJUl99XWGVIMU+QUGSUFC5Nor4iIDv1PMCU5XYVAoVw1VSXOscY292naOXzuBuiJwosoFbzX2tTHxvRYf73uTDQegpByobmJWoTFsBhhEUZsmJ6xgYWVKA5MpFib0bHxtkpF7dotUUQHBqOAtv8Y+FvALCEQM4moKKJI1djpOGFiImKORIRYhCSwEJMErDWYhtJApISVKCL25IOPksQ6y6w0xhOnbGyw1pbL5SuuuKK51ujBBx985JFHXve61/X19f3rv/7rrFmz3vOe97ztbW/7wAc+UBTF6Ohonuenn356HMdnnHHGtdde+9rXvvb+++9/5Stfaa1Nkhc660AMEbMxUUs7UUINIkpJchJFokysnptmnq+lwetkOoiUMm1txEzeE2LD9CbP/VlIKeU9GRNpE/N4YJu2tJFUhWPWitiTCIkmMURCCqPO05IjomabT0QURa3OlSsV1saKKBKN3sKxM65w6IQ1zVarQhMRs7ASz8xCFBQJN/c8wTQUFAV+9gcLBX72LwhMxdggInEcN8ND83LoefPmvfvd7w4h9Pb2Ll68uFqteu+NMX/0R3+0YcOGNE3f/e53N6cgXv3qV8+bN2/37t1vetObzj///F/nujelmIiCCAuxIkekWVTzr4ewsCJpfqhfFhzQdEwHltgTs5AnVijp9A0M/PMnrgoxC4lQs/Qk7AOTKAoszExCLESBhEiEmAijztM4SZIQBSIi75x48l4pFRN7pgIHsE7LDuLPdwOZKQRRTEEkisQEEiIWxcQcmltf5GC7cehsBZhuPD+bHKT588EjMwPjDJwpGRuYubmbuZkZ4jieOXPmJZdc4pyz1g4PD7/hDW9oXh29YMGC3t7e5tREs2tfLpdPP/30pUuXtra2/jorlIiIQtHsQYgWVhIiIlYszKIoaNaqGRdYROT5siYmraYFpVlpJiLFzDh+dVrHhuf2FFmIlGIJpBVrJh2xIlKGOGGO6NCQ4qE+AjbETc+egmoGSmESZqU1RVozs/MspJ6/6YejH//CPwYhJhKhIGRICWkhI2xEVGAt4pmF2E8MKMD0DJP+0GwDTSSH5psAJZ+isaF5CXRzPiGKIu/9od+P4/id73xnHMfM3Gg0kiRpnp7k3LPHmyilKpWKc05EmtumXyileCJH3GwwvGcn7ImCIiLlNSsSIRKR8PyLlAhrnadFf1K8BMdKSXDMWKQ0jQv980evilBQIp4DU/DkSURRYBIRJmImbp63KCQsGGCcrr3HoEhRIHJMQqQpCDEzU5DmHwpugJyewwj/T2eAJAgpoiAqEuVYB9aBtFAUWAVhUYqDFzp4fwNMz9jQvBh0YpJBJn4hzxs1YSrEhuZUw6Hu/qFzVJu7FCqVSvMfmxcyvGAqeEGKUvFGMxFpCUXkIsW5YubAE2OMEsT7Xzp3gQNYp0dL4UTp2FtrTCIB69enbTeBDx7D2vzGlSBaaQ5EpCkwkRdyxJ44kBKZGGxqXgavWWhiEQtMMzoQkSKKw8TfE+VdIK+MIsUqCK71PEbyowhzYBHiwKSUEGuhKHjmYHVwWjwpJqUCa1EBt7hMR7kxKoTWPLCQZyoiESVJIdoFx+wxrDgFY8MU62cIEbHWHAId2uIAAAAAAACH1VE+GB8CiRAzMTcvmENFAQAAAAAOu6N7tiF4z8zNa8aRGQAAAAAAEBueBzOLyMRSJZyvAwAAAABwZBzli5SYm2mBmXHWKgAAAAAAYsPzee48AxYpAQAAAAAgNgAAAAAAAGIDAAAAAAAgNgAAAAAAAGIDAAAAAABMPwaPAABeEszsvddaBxEJQZsoFIVoRUJeRCn18EMPkfMnnbxKEY5KAwAAQGwAgGOS915HkXgfvNdae1votrZsaDAyZrRW+533/nalXPF5MbN7xt9+7p/y0VE8MQAAAMQGADgWiffN8MBKsYiMj8dxwlr17+7btGnL/T/8QUtX90ff/wEqCu8cHhcAAABiAwAcc3Qci3MmSepjY+Pj4xSEleromeEbjXkLFrz+9Zd++m//thonbW1tmbU64GIWAACAlxK2RAPAS8T7EAIR9fX1bdmyZWBwoFGr+SwTkbGxsXvuuWfmjO5Vq1Y98pOfpCKisLcBAADgpYTZBgCYPMwsIiLCSuV5btJ057ZtSqmzzzuPQvBZruIo9+EH3//+Oeec8/7f/aC17vGfPblp06ZFixbh6QEAALyEMNsAAJOdHJjZO5dUKvXR0W3bts1ZsMBlmWI2xvgg5TRpbW3duHHj+MiIZFkUMREVRYFHBwAA8BLCbAMATFZg0Fq8JyJWSjMHa/fs2XPSSSdpoihN83o9qbYY5+q12ppzz9uxY8enPvWpcpzMmzPvhFNOqY+NUw2PEAAAALEBAKZ/buAQAjOzUhzC8NBQCKGlpUVrLd4naUpF4a0td3YWoyPv/f1rfaPGhSNiYg6NBp4fAADASwiLlABgkkxMNWgt3o+PjW3cuHHOvHkqiogohBCEvFKstR0ZIa0bI0NMLCJkDIlESYIHCAAAgNjwS4UQlKLgKVjPSkdRVNgiaG2LgrRG/QCOInmW6SSx3ksIu3fvXrVqVRrHmllprbVmCToErZQxxjAnUSTe6zhW3pOIhIAHCAAAgNjwq2IDUXORApMEa20cJ1IUUankrUX9AI4iabVqi0IpNVyrOeeMMcwsIVAIIriWAQAAALHhRWBmIvLOs1FFozE4ODg4OJBl2b6+vizLUD+Ao4kIMYv3P7j33kWLFsVxrLUWkYnRAcLNDAAAAFPXVN8SzczeS1HYL173+QceuGtub1vww97VtOiTTz716ndcjRICHDWpIQTNvHX79tWrVydpSsz0nEkGZiJMOQAAACA2/Dc/nzHey6ZNm7/97W9ffvmr5s/tePSR7y097rSBfQOzZs1C/QCOIqxUUa9njcZxS5d6a5sZQamDc55YpwQAAIDY8N9mrdWaR0dH2tra3vobV5eifNu29ZdeccXPfvzIM7v2oH4AU1lzxwIzE7OEkNdq+/bvnzN3risKZYyEwMzPZgXBKiUAAICpa6rvbYiiKM/tnLm9/f39N3/tawcOHNi9e/fjP/3prl27tmzejPoBTO0GRimlhMg7p4xJkmRoYKC1tTWEwCLNnUskMvEDAAAAprCpPtvgnEvTeO6cudf+wYeLbKCts3PxosVr166tj9Yvu+wK1A9gKgshNGODMqawdsNjj82eO1dC0MY0/wiPCAAAALHh8NBaj4/XW1vKr7no1YHG2Y9e8/Zrtm89o5JUurtnon4AU5liJiIWUZXK3o0bi6Lo6OoiEa11wD0MAAAAR9drfYp/PudckkRFYYWkv39/Zq0XMsZE1SoxFkIDTO32ResQAms91Nc3Njb2sjVryHtWylmL718AAADEhsP6+ZRKkkhrc9u3bvurT36SvOcQ1q9f/7n//b939/WhfgBTmbe2KAo2Ztu2bS3t7fn4uIpi670plwtc1wgAAIDYcBiFEPLcDhwYWLt27eLFi1UUNWzRM2t2HMcPPfQQ6gcwmbiwHJxVUouoUJq94TpxYdgxOydW2GkmZhL2gQsr5Bsl3jqw2wjPr/YmSaKDT5SSPE+MwfMEAAA4ikz1N7dSamystn37DiK66i1vTisV8sWqk1baWrZ589OoH8DkjzMwkQ6kRYiE0piCDcbbRDNRYRvDsRQ6pIXtoVhTzHl9z44d55x2BtUJ17kBAAAgNhwp1tru7va9u8tpmt797W+fvXple7vaufPpBx54YPbsuagfwKRiJmYlFAnpQCJBtAvGj0dhkIs9+/o27tu+TdXqkbQXfIrpPmXWwvEDozNmdDZ8kaYxnh8AAABiw5HSvC5q6fHHXXHFFXeuu+mhH91TqXjNdn7v/JdfcAHqBzCp349aEZEORIGIAkWqxlmtpB7at/kbD3+3b7Cvlvj9VSoibhtzPxuNfpz2dMXtl1x46UhUKB3F2M4AAACA2HCEVKvVRsNqVpe+/rJLL38VhbEnH//hicuWjPQPts/sFZuhhACTxilWQjowBSKW3NZti9mS7b3+/ls2jPS193aMUJ6xDy7EJm4Y25gRf3fzE0M/0r9z0dt94Yk0niEAAMBRaqpviS6KIkkiY1QIocjzvX19s2bNHh4YUEkysn9/YLYh5N47IWttwJGOAEc2NpAQkRAJEYuUzO5s6HP/+eU9fjRv1QNcdzokIfRYbs393DmzNtf2Dc0p3z/w1H/+5A5LmGsAAAA4ik312YY8z5UiYr7+y9d/797bemaUjKmPjx7o6ezp7Jzxrve86/bbbz/jjDNmz1+gK2U7OqpwPAvAEfPcZC6Kxin/ydYNtdiP6VzKSmI1fmBoTrU1Hq33tvUoJf1+/ECqy2Vz9/ofXLhoRWuyAM8QAADgKDXVZxvSNM1zt2Xz1ttuu23FyhWLFy8upaXVq1cPDQ0R0dq1azds2KC1Jlvkw8PKRKgowBEkSkgRMbE4FSSOnx7cNSwNTpXzuas3eqpdtuHKlZa4XN65uy8ocsoXOuQl3nLgGTw/AACAo9dUH5v33ieJ2fLUZmPMBz/4wbhC/+czf3b5VW9aNG/R2Fh97oK5CxYs6Ozs1NWWev8+pRRmGwCOPCamoKlOdtfQvnrIgjImSIVNQqamTPui+Tt29HlD3hY9Xd0jAyPW6N1jo3hwAAAAR6+pPtvAzEQ0f97CEMJPHnkkGxkZGxvbtWP76Ojoli1blixZctY558Slkh0dKVcqOsJsA8BkRXoWIT1eNCqt1Syrt7VUtZVstMHl9In+vkHlCkUpm2z/YInYim2U8MwAAACOYlN9bJ6ZGw17wglLly9fvuGJJ1acOK+np+f/+8IXVFBnnnm2ac4teD/xC8FlUgBHcpiBbVAcjFLeKK/bSB1Xnv1M/2PUkwyWKR7xC0KiDmRBF2NJ6K/KeKLLcUu0uzE36mmtYSYQAAAAseFIiuNIEX34D/+gUetvbSude+65Pd2tsUlPXnUa6gcwqTFeSAmxEJFoEWuzhbPmd45tHy1G8vHcKxpOyQRiVpkOljl4ycYbnXF5aNf+xefMxwMEAABAbDhSnHMiVDgbm6g6u7cY37v4uKWLF8+V3AdRqB/AZCcHIhYiISXUFlXmzZhpHxidMa/ixkZdbAaNREG0kFMqKEo4SpwpZWpupef4nvlUw/MDAAA4Wk31nrfWWinq27X7M5/5zI3/doOIeOckhNtvv33tjTeifgCT2l7IRGYgIhXINeonzz3uivNeXR7286RN5dQwlGtlWZPo2JlyQ6sD2Vzd/r5Lr2ktYjxAAACAo9dUn20QEREaHh558sknH3985EcP3P3e9771hOXHGWOyDFdEA0x2bCDi5ncmE6WsxzP3llWXjo+P3vPoAzPnlPdaG3tKvNZeG2Gd85LOJZevfPkpXcfx6DguiQYAAEBsOGKfzxilKEniJEnOOeei/fu23nDDDa84/ywiinBuEsCkBwdunjvAQkLsQrup9I8fePPqS7rT9h/v2VQa3hsFNoHEukjMikUnnr/irFO6l9jhkZKkogOeIAAAAGLDEZFlGTNprcbGxs5ac87i+Zfd9LUv33333Vr06aefifoBTGpoeO5ZZUzsRDN1Ra1e8+tOOf/8lauH/cgzO59xeT6je8aC3oXa8YyoQ2U21iXKPR4gAAAAYsMR+3zGEFEcJ8uWLSuliYhcfvnls2Z3fv8738vzHPUDmHzCwr1hMcsAACAASURBVEREHEIwFJEXm4V2U25X8RxJVi6ZTUpZ51WhYjKqbskKRSxaJhY4AQAAAGLDkdBo2Pnz533iT/+EOBvZv63aVjrvnHNWn/oyTsqoH8BkYxImEmIRHRnxQSujRIkV1rHixGeZJymnJRUllBWkNRlP4oLyinB1AwAAwNHqKLglWmtWirdt3fb1/1hbqlZtkT/66KMPP/ywxZZogMkVDh6kFJgCExkVhJi10rHmhL2ioMikZBIR7eqFBCFrg7MFOaogMwAAACA2HLnPp1Qcm3o9+8Lnr1u3bl2klMuL3bt333jjjY+vX4/6AUwyIRImYQqKSGtWmoQkd2S9Fw7MQWurdEHcsAVrQ0qpNFGRrgesKgQAAEBsOGKstfV6sW37tgMHDrzxqjex1troNeedd/zxx2/evBn1A5hMWkgL6zDxQ6xjJcKWYi+J08YyFSYUZXFpsNXEiFihIM5py1Wb4AECAAAgNhwpcRyXy/H+/v7R0dG5vb2NWs0Y09baesIJJxRFgfoBAAAAAEyCqb7a2FpLRKtWndrV1XXdddedtXpFV3e87akNT296+nWvuwz1AwAAAABAbKAoiooitLZV/+zP/+y+790+PPjMlk3bZ3R3XH311UtXnIz6AQAAAAAgNhARxbEqstAza+aVV70pFIMiIyy5KbUUI+OoHwAAAAAAYgOJSFE4pdXuZ/oeeui7RjWK4oCiQovumdn7stVnoIQAAPDrvlOYiVlCoBBYKS8izqlKJeS5CsET6SjiEAKRcy4qlzU20QEAHC2xwVobAhGFD3/4w0rV21pUWysz5eTo5JNPRWwAAID/ghBYa++cThJWirPMlEqDe/d2dncPDg11LlpEeW4bjcgYVkrlOTGuNgcAOEpig9Y6Tc399/3QGPOB3/ng3Nmtt9zyb698+dkPP/jwwoULUT8AAPj1CbM4Z9I0eO+LQmnti6K1u9uLVNraisHBuFQionqWpVHkmXFJIQDAIWrqf0QR0lpba89as2bhokWltLR02bILLrjgqaeeQv0AAOC/8M5LUxERazkEY4wTYaI7b701OJeUSp5Z8twkyf7duzc8/rhJcNkIAMDRExtCCEQ0b/68Uqn079ffkGfZ/v37b7/lljvuuCPLMtQPAAB+fW58XMWxtZbjeHxs7Iv/9E9/+em/7e/v//3f//1grSHKrH1qy5bf/M3f/MY3vhGwsQEA4DmOgi3RjUYxd07v3/zN3zz99HpjzBlnnHHnum+y5ze/+W2oHwAA/BfeeWla1OtxteqyrFKpzJw584Nv+v/Zu9M4u6oyX/zPs9ba0xlqSmWe54kAEpBB4aJB4MJFIjighKBXu1uhFYVGmqt8pPXeP8PVllEB2wFlUEQbmdOoCChgQAgZISSEpJKQmk9VnXP2sIbn/2KHXCSIJpJKUnm+L7BM6lRV9jq19/7ttdbzfERr3d3dndRqYRQpz7vtBz/4/Oc/v3z5coHonBNKkTEoJQAAotNahCFlGSICER9SxhjHhn1FEASFgp+lZtTY0cNGFHXa/d/e975582YUo3IYFnn8GGOM/e1MkqhCIavVlFIgxAc/9KGac7+46656HCOi8LwlDzzQ2Ng4d+7c1WvWkLVCqSxJKr29xhgCUFKOHDs2q1ZVEDhrAUAKwUeVMcaxYZ8QxzEA+L4CgvpA/6ZX1zpXKUayp727sbFl7ISxPISMMcb+RlrrIAwFIkoJ1gZRhLWaQly5YgUArF29+vLLL/+v3/xm4yuvCEQMQxfHWZomSaK1BoDXXnuNiEaNHUvWIiIqBdbyUWWMcWzYJ/i+TwT9fQM33XjjiuVPNTXKUsmRjcHA3LkHn/PJc3gIGWOM/Y2icjmr1/3GRl2rCSGef+qpeYce+tFzztm07bWHHnpozZo1xx133C9/8Yu2jRtXr1lz789/ftrChaWmpkKxiEIA4rjJk9euWuWXSuUoIiGk1jzbwBjj2LCvCIKgXk9fevHl3//+9+9976GzZ45raVY6G1CgisUGHj/GGGO7wDm/WMz6+iiKsv7+G2+88aabbhLW9nR3zzjxpAkTJmit+/r6Bvr6Ro0fP2nSJJtlyvMQABEB0QMYNXHi83/843Hvf39Wq5Wam0FrPqiMMY4N+4QkScaMDkaOHD569Ojj3ve+ow6fndTb/Ui4eibDIpDhIWSMMfa3IrJJ4pdKNo6DhoZFixZddtllzrmWlpaDDjnEZpkRwkc8eOvWe371q4MPPRSIAJGIyBhEBCGaSqV3HXbY6uXLD37ve7Pubr9Q0HHsRZGOY6UUcns4xhjHhr3FGAMAEyaM/8QnPrHsT8+MH1UuFR05R5o8El7o8RAyxhj722ODlBKyTEoJ1i445ZQFJ59MWYZRBNYKIQIhkjgeM2PGxxctslpLKYFIvL4SKU8FLaNGVXp7H7vvvuNPOMGmqVcu13t6CqNGUV8fH2DGGMeGvffzKWWMe3HNSzfddJPvZ2tf/JPvJQIzSXL69FmLP7WYh5AxxtjucXGcf2DiWCICEXpegJj29zc2Nbk0fdPn6yyTYVjv7R07ZYrWeuOrr44aPtzVamGplFUq6vVcwRhjHBv2Aq21UmLC+ImXXnppHHeCG1Cy7inroRdFJR4/xhhjuw3zkkqILk1TrVUQYJpa52yaSqWU74Nzb/x8Lwzjer0wenS8bdvMefOe/+MfR48YAZ5HWgsioRQfUsYYx4a9xvO8gYFasRQdfMjBIBLKeggGTDbQ2d0XSp/HjzHG2O7HBiGcMdY56fuB71tjHAAqFQCQtfRWswd+ECSdnWGp5JJk+syZzz777LQZM5pbWlSeGbgBHGNs6NrXK8fdc889X//6/37wgSXkCAG01ggUFArXXn31g/ffz+PHGGNst5FzQinP90lrtNaTUhaLLssQUQWB3aknQ1KrSSnDYlHHMQCUmpoOOeSQzZs2SaV0mtKfT00wxtgQs6/PNlhr161b1/5a+7NLn1r4oQ/MnTWeAHQcSymJH+owxhj7OyBivgxJSgkAQAT1uud5AABZpnZadBSGIVgL1vq+DwAmjgvDho0ZO3bThg2Tpk41xpDWKopskqCUQMRdHRhjQ8m+fkbLsmzkyJFjx45dvXr1Nd/+9p133jlQq8kgzLKMB48xxthepKIorVRGjR9f6e3tfO01AMgnLqSUSCR5qwNjbIid9Pb1n0+p/v7+Sy6+ZKC/575771y2bNnmttULTz85iqK8NitjjDG2V1CahsViVq3OmDPnxZUrQYjho0aZWs1vaHD1OkgJvGyJMcaxYTBjg7XWkZ130Ly5B01Z/9Kfnnpqya233uoLX/DkL2OMsb0HhTBp6hcKmCSHzJ+/ctkysrZ11Kisv98vFl2WCa7HyhgbQvb1O2/nnDGmVCoaY5BoypQpixYtOuaYY5IkUTz/yxhjbO8h51SxmNZqXrGY1evTZs1qa2vr6+31C4W0WhUeNyRljA0p+/qd90c+8pGLLrxYIAAAkSZNCHD66acvPO1DAJKA538ZY4ztHYgIaRoEAaRpFEWAOGHChG1btzY0N3u+T9YionOOnJO+b7XmHdKMsf0an8IYY4yxdwLR8PHjm5ubH7r3XgJAIcg5IYT0PLB2e7Emxhjj2MAYY4wd0KkBQNfrw0ePnjVnzrr1602aAqLRmrheOGOMYwNjjDHGctYYr7nZJMm0WbNslrW3t6OUKgwRAIWwXP2PMcaxgTHGGGPK89KODhWGlKYTp0xpb2/ftmULKOWcAyLkRUqMMY4NjDHGGAOiIAgkESIWw/Cwww7bsmVL1t9vnIMoQl6pxBjj2MAYY4yxnU2ZOnXp0qVEVO/tNdzDgTHGsYExxhhjO2seNuyII45Y/vzzhXJZcsdoxhjHBsYYY4ztzGZZUC4PGzbsxeXLgfc2MMY4NjDGGGNsZy4IurZunTJ7dpZlba++ygeEMcaxgTHGGGNvpoxpHTPGxPHcgw+uVCodHR1EBEIQEXietZYPEWOMYwNjjDF2oEMpIcvAORkEkyZNWrduXS1J6tUqel5Pe7sMQz5EjDGODYwxxtiBjqwFROl5oHVjc/Pcgw56+cUXw6amLI5bRo92acqHiDHGsYExxhg74GMDkbMWpSRrdZo2Nje3Dh++9PHHZRC4OBa8SZoxxrGBMcYYY0IpAHBZhkJ4QaCTZNy4cU1NTZs3bKjX68CdHBhjHBsYY4wxZo0RUYRCACI55xUKKMS0adPq9brWmnhLNGOMYwNjjDHGJCKkKQKAcwjgssw5h543bvz4tra2rm0bwaXghXWItFc2AAAJuAGixCiv5pUykVmftNBWOgcOiMARWAADYAC4fRxjjGMDY4wxNvSQc4AIRKXGxtkHH9zZ1Verpzqph4pMMiCEtKScjED6aGKl+3wKMSZlFKZO5NdrAU6B9cB6wgle48QY49jAGGOMDTmyVCJjZBQl1aonxJTZ815a96rXUE4HeqKG0kBqK65QE41alYxDn4ypOkEBqkgIBdYCgkMwAjKJsQdGcmxgjHFsYIwxxoYcW6sJKaleD8tlABDKbxzW+uzvHg1Kxd6OHtE4ugNbnm+3T2+srqu4AdWki8Od15ilRCoiqQAAgACIAIAE8QFljA0uxYeAMcYYGwxEKCU4p7Msrdf9ptYJkyZKm61a9dKcYz5ww88feXT5pq6atrrupZURJe+Dxx53+iknSM/L0r4QpQInCHwHAsAJkLy3gTHGsYExxhgbeqSUYC0AeEJ4pZIxmZWqefyUF1946e7v/OSJl7p6VUsdSxQ0+8GoPtA/fOyZ363d8IlT33f4tHEmqyjjwFkAUPlEgwDgZUqMsUHEi5QYY4yxvUB5MtWu4gq3PfKsGDXXlEYaVdDCr4tStTBmo2npKY793dqt37rtP1/trWUisKiAAByAc+AcV1JijHFsYIwxxg4A5Poz+D+3/Gx9Uv7PP6wcPnZSo+eKprdRZXFSD5tH9VKTN2x6RYdXXntLTYMFCYiABAiAAMi7GxhjHBsYY4yxIZ8arFu+fvO6CnV7I+XwKe2dHQeNa5gU1fzKhgaR6Fqvds31NNKumNnwmWWrLSonECSBAlCO+ALOGBtcvLeBMcYY2wu0pQ1bu3q0X4saa33J8LQCkZ3eLNKBKriBGH1tgobSSBqo9VXr27Z1OZxuhBAADskhSkcer1NijHFsYIwxxoY2G5S3VmqR54quLyU/8wpPb+2eMLK1cdb0rVt6PbJlWNvXl1KpGNumNipXVbkli5V1AALQJ3CAhg8jY4xjA2OMMTaUZdo4lE4oJ7x6RkpJJNndNyBjbTIHiAZlVCqDM8WCjyaTZAQ5gO1bGogLKTHGBhcvjWSMMcb2yhVYFoplawlVYGXgvCKEjQMZVvprSghfUga+HxadM5DUCtL5TiOYHbGBQwNjjGMDY4wxNvQFEiePGSGddjqTUqXgpaqkVdHIAgmPHFj0nLXSpDIbmDam2aNE0PbY4DgzMMY4NjDGGGMHAmnid88aN21EIbIDERrnKDYiwcioUmKVRQ8BhTOBjWeNa3nXzIm+y4AcwI55Bi7Ayhgb0rGBiJxz+QdaayLKPwCAer3O48EY2zcREQCAlNba/CTG2N8bG2x9apP4H4dNnRgmhaS7SVkBjkBpVBoQlF/CLDLVVl+fdPQh45ojSRowv3AjguXYwBgbZIO9Jdpaq7WOoqivry8IgjRNhRBSyizLCoWCtVZKyaPCGNvnYoMQCGDSVHke+D6kKR8T9ncSLoWk86PHH+Kkf9O9v9/yWmdYGibDoucFBoUAKypbQFf+57kfPPmwKabeHSAAKkDIYwMvU2KMDfHYoJT6p3/6px/96EdBEBhjnHNSyoMOOujpp58mIkQ+DTLG9kXWuUwpTykrpUmSgE9W7J24IoJOhOw99d3TR7Q0/fq5tcvWb+lP+imTxhoA+sDh0xYcedC8cY2NMrHCEQCBcoASHJIBQAB+0MYYG7qxYePGjbfddtusWbMaGxvb29vL5fLWrVs/+clPKqUQkWMDY2zf5Pk+xrEMw6Ralb4PfLJi70AYFeAVMa6XhH3/nBHHHDKls+YqcYbS95QIPNkkXHNAtr8dqlWhAodSo49A6DIJFkgAcmxgjA3d2BAEwcSJE1euXHnbbbdt2bLlwgsv/MY3vrFixQprLQAIIYTgXdqMsX3OA/fdt3HTpiRNQqnOOPvsUY2NfEzY38mokgPw/UyRplpHKHtGgxpZ8JWSNktQO8TQ1muCEvSlM8bKQKOHBBI0UL63wePDyBgbNIN9j56m6YYNG770pS9NmjTp3nvvdc719PT88Ic/zLcbcmZgjO2bfvvII4s/8YlzP3H24sWLRzY08AFh70BsEH5MPggPyCLEEpPA9ke626u3h1lHIPp8iD0zIBVBXEVrCdGhckIQAoDjLdGMsUE22LMNo0ePXrRo0ZIlS66++upXXnmlXC5baz/zmc8IIbTWSnHXasb2GxYRiCxBX1fn8tWr33PUUUpKGQQdW7euWLlSIB5y2GFN5TJKlSWxXyhIIazWKAQ4R4j71kMCxCSOVRgqKcnaLE2DMHTOoRCISM4ppbIsA4CwVDKIHvEdG/t7hbYWAoAFwAgwAvf6ozwEEGWwAADgNwEB+CUBENg0sK/vxccSH0DG2CAb7Au3tfbCCy9cvny5c+7ZZ5+96667nnrqqRtvvNFaG4ZhXomVMbZ/nD6kBGtvvuH6yy677Iv/fLEjMMY8t3TpmWeeGQaBUuqiL37ROocC/WIJndPGEIBDIXx/n6thSuR5ngQga621q1evXrN69ZrVq7s7OwGAAHp6en7605/+5LaffOzMM9esXs2jzxhj7EAz2E/34zieP38+AFx22WWLFy8+7rjjCoWC53kAYIzJP2CM7R+xgcg4N3fu3IULFy5Y8D90mhQKhaZhw2699dZpBx1U7+n58Y9/HERRXK3mldOEEFmWEZEql70goH3sMYGUkhCt1vV6va+v7+CDDzbGKKWAiKz9zo9+lPT0lBobPeU9+dhjB8+ezW8AxhhjB9Z1f5C/XxAEl1566YIFC6677rrZs2efcsopF1988Q033JCmaRzHPB6M7Ud0mhoUxx13XLVeBwAVBCjExIkTR48e/duH/+u73/3uggULQCkppQiC9s7OF198sb2jI8kyS2T3vb4HOwozxFk2btw4h6iCAKUkIul599xxR3nMmCRNjTEqinj0GWOMHWgGe7bB9/3LL7+8VquVSqW2traLLrro5ptvnj59+nnnnRcEgXOOd0Uztr/wgiBLEiElEkUROK29piZdrRabm48+6t2BJ7/zne984AMfGD52LGg9ZsyY8ZMmxbVaR0dHIQyDYhGs3af+OURkAcja6sDAsGHDPN8HInAOiKzW3/3ud0ePHp2m6be++53fPryER58xxhjHhj0rTdOrrrqqXq/ffffd69ata2lpOeuss2bPno2IWmtepMTYfiSp1wulUlargZSIEqXUSfLMM8+0jhw5bcqUo48++o/PPN/Z2Tls1CgyBoRwaepLmdbr/ujR+DfsbXBCSKWMNgoAgKwQ1lpCBECyFuU72TmBAKRSBICel8Zx0+TJYMyOv5VS/uDHP374/vst0e8eXjJh2rQ3/i1jjDHGsWEP3GckyeWXXx6G4Xe+851TTz112LBh1lopJQDEccyxgbH9SNjQUOvtLQ4fka5dWyiESb1ebm5eu3bttddee9tPf+pF0ROP/eYjZ56eDAwUmptBa7eLt9ouS02agSOQSiml63WBApUCklL5zr6TWyMQEYQgrdH3rbWo1JuCwajW1s9eeKGp14VzyGWUGGOMHXjkpZde6vs+IhJR3qR5j7ZqTpKkUqlIKW+//fYHH3zwpZdeWrt2bU9Pz+TJk6Mosta+aZFSpVJpbGx6/SfSztQRM0SLhAACkC/eB4Q4jgvFIuVr2PiObZ+RZZkKo+uuvuqVdetGjx69atWqOXPmzDvkkL7e3t/99rePP/roB0466d1HHukFARljrc1/j3t7e1taWvCtliPijv9BAAAhpVSeVCobGDCOQsqy1HmqkWRkjUMEAIdAeblKAPh7TghEhEIAESrV1d4+vLX1TedBVAqNAedQSmeM4C7RewtiXK+HYYiIgMgnhANn3GHHXYqUALT15XUF5XkEAskBOQEEiIBIKACJbw+GIicEEkkgBAIAi2Ckko2NTRMnORQokJe571HW2sGebWhsbLzyyisLhUKWZU8++eRXv/rVpUuXHn744SeccAIR5dMOjLH9gi9lrTrwpS99yTmXJEmhsVHX68r3z7vwwmpXV2nECF2v1wYGlFJhc7Or13f1Ds8YGzSUoH8AAJySfd3dQpZQKbQ2TW0QBe/k1cg5SYRCpNVqFEU2r6H0xpsWInIO8mb2QQBJwm8AxhhjB5TBjg3GmDvvvHPNmjVr1qx54YUXent7p0yZcuihh0K+H9Fa7vjG2H4DsVAuG60tUaGpKa3XCUAQJd3dxYaGrK8PhfCiSEppkhScg118Qt/d0/Prn9z2icXn+uWy7uvr6u197pknho/YdNSxpwTFBnDv5O6CfJ7TOdfZ2ekVCn/pMwjRGWO19rh4A2OMsQPMYF/5qtXq5z73uRtvvHHp0qVnn3321q1bV61a9b3vfY+IhBBcRomx/QkROiel9JWiNPWlDJQSRIVCAaz1lFJC+EJIIumsFEIIgUIYY6RStPOWaCmzNEWBcRwLKdeuXfv58z537bXXSiGgUHh13frPn/dl5Xk//elPr//2t9073fMBhagNDFilNm7c2NTYuPO5SBDl/16ByJmBMcYYx4Y9rlgsXn/99Y888simTZuuuOKKUqlERHm/2IQn/Rk7ILLGWy9VsmmqfN+h8H2/Uqs/+OCDixefSwTgXNbe3lOrnn/+ue9bsOAfP/vZe++9F9/pBY1EFBWLQus4jgOlBC+YZIwxxv7cYK8IyrLss5/9bHt7+8c//vFqtXrEEUdceumlQoh8W3beR5ZHhbEhDN+wtfGNZKGQVCpeFGmtKUsv/F9f2bhuXbFYcFnmjxz5rjlzS9PHdmzt7eroaG5uBs8D/Y42jCMSvl/t7Y2iSEnJe20ZY4yxNxnse/SGhoZPf/rTkyZNWrJkyVNPPXXjjTfOnz9/6dKl1to4jjkzMHYgeOsJhzT1CwUUiL5famxK+yoCqLe3KoKA6nXlKQeQZdn99z/4g1tvNe90U3lEJK0HBgbGjx/vEB23ZWCMMcb2bmzo7e296667TjrppM7Ozq6urkcffRQRv/zlLzvnoiji2MDYEA8Mb/N3UpokyeI4LDd4gR80NNQGBpqbS2QMFgpGa0qSW2655YIvfmFYU1PQ0PCO/2wIEMdxU1MTCkE81cAYY4zt3dgwMDCgtf7lL39ZLpcLhcJRRx112mmntbW15aVXrbU8JIwNYZgvT8K3rqkulAqLRdPfl9brplYrlMq1Wp2kdH1923p6v/a1y9/znvdMmTkTEXWttgdOhyLLsqBQAOcEl3RjjDHG9m5sKBaL1toTTjhh1apVHR0d11133X333Tdz5sw0TfNiSjwkjA3d0ICAKITAt2oq6Yz2fJ8QrbWZsd/61rdOOfmMWs0ed/TRLsueeux3Tz/94ve///3pMw6bP3/+8ueee2d/NCICImttEEWQt35jjDHG2BsM9hO1YcOGXXLJJVddddURRxwBAFrrefPmXXvttVEUIaJzDrn3KmND3lstARLKS+t1FYZSqcjz/vG8888//3zpwGRaFIsfPPPMj59wTE93vbllZpoFYbnl7Vc87U6kIQIAl2UgJe+HZowxxvZybHDOff3rXz/77LN/8IMfdHZ2Lliw4JRTTomiiIjiOC68ZZclxthQSw20c6kiMiYIQ1DK6szpjHRWHD4irfSVx45Ntr4WhmFtSzVoapFBUPJLFASUvZMlm1HKLI6lUmmSBHwiYowxxnYy2BPxQog0TVtaWr75zW9+4xvfKJVKPT09QRAYY4D3NjA25APD29y4C3QAJktJSidkc2urzVIhhO3rC5uaSOvGsWNtrYbWEoB5x9u8ONfe3l5qaBBCIBHPNjDGGGNvshe2/V1wwQVxHN9xxx3HHnvsli1bgiB4+umn582b5/s+jwdjB0R4eKu+DaCUsM4Y6xeLENeRyBIF5TJpk/X3aymDyoAqFEAI9H1Xy2TgvYM/ktG6o6Nj2owZ+d4GHiPGGGPsTQZ7tqGnp+cnP/nJwoULf/GLX/T19V1++eWHHXbYueeem5c7zNtFM8aGJGctEkkpsyyjnX/ZjQUiz/cpSYQQzloP0dRqAOBH0UBHJyJCliEAZJkXBML3rXNOSodotLZSJtY6KZ1zIGUtTfMO9NsXRO2cUoR44x9KpTZv3lyMIkB0PO3JGGOM7fXYoLUul8uHH374rbfe+uEPf/iSSy754Ac/2NHRkWUZ5O1jGWMMID8hYN55Tcru7u43n0yyTEjprLXWqnLZ1utBsejSVDQ0JPV6saUFAPLibM7anZMAWbs9uiAC4kB///Dhw4UQIAT3bWCMMcZ2NtiLlBoaGtI0nTlzJgDcfvvtYRhefvnlp5xySqFQSNPU8zxODoyxnHOEiCgEBIEQbz4zeEppo00cRw3N4JxfLNpaDYXobWtrHjMm7elRSkmlAIDeqkQbvd5BIl+S1NfXN2bMGBEEkOeQIABuFM0YY4y9wWDPNnie9+Mf/3jRokXnn3/+woUL6/X6xz/+8RtuuMEYo5TizMAY2wEREBGJII53PjlkWYaIUVPTimXLvnzBBRtefpkApFLNw4f/6cknv/AvF5k33Pfv/PLtgQSAiKy1cRyPGjWKnAPnAIB4nRJjjDH25wZ7tkEIcfrpp59xxhn5suP+/v7vfe97SqkkScIwtNbm7aIZYwwAUAhCgWmmouhNf+WMISUv+ed/XrlidVdHzz987nNxvS6j6LJLLlm5cmVbW5tzLp9J2J4Q/nzd0faGbogA0tFFPAAAIABJREFU4Jyz1oYNDS5JUCmJqNOUizQwxhhjezM2AMDjjz9+3333dXd3K6W01p7nlcvlf//3fzfGcGZgbChnAEQSwjn3NxY/ICIgcNbIQkEQDQxUpSwBEShJ1imlHMLxxx9/4UVfPv30Dzlrw0IBpHzPe95z4YUXfuC/nyyUAsRMa0RUAIBI1grPA2uBCIhQqVp/f6FcRms9z6tXKoVSiaxFKZVSPF6MMcbY3owNvb29J510Ur54IAxDY4xzbsaMGUIIXqHE2NBHJKVM0zQMw78laACAQAQi3/fjSlehUNhe/ohINZST3o7TFi7UqXGZSWo1TykS4owzzojT1GRZGsdBGAblMiBue+WVWq3meV4URa2trYhIRORcFEVkLRERUaFUcs45a5WU+V5qxhhjjO212JAkCRHdcsstEydOlFIKIbIsa2xsBABeocTYgcDzvFqt1tjU9NdDAyI5hyjA2iiK+tsGgrB5x1qjWldXUC4AEkhJRF4QgFJpraaiyDlHUvmFgiWiWk0pJaT0fR8Ru7u7W1pa8jVL5JwMApdlWZZhXo813zxN5Jzj5MAYY4ztzdgwcuTI1tbWxYsXK6Xykup59aS+vr4gCDg2MDaE5c/4Pc/r7+/fUcLobV+w/WV5bNjc398yzNHrf1wsl62JrdVKBVEUISJoHXge+r5TSlij4zj0fYdotW4dNkwUi2DM2lWrpOeRtdt/AERE7OzsLBWLZAwiCim53RtjjDG292NDtVqdMWNGa2vr+eefn5dOsta2trZecMEF+S0FL1VibGjLFyn9LbGBACE/JzjneX4cx+Tcjh5tca3mB6Krq+v3v3+KBCx56CEhaOqMGeuXLXv++edJqYcffvjoo48eO3myi2P0PN3fr6IoSRJApLylA5FLU3Kura1t/vz5eYQAIiLi8MAYY4zt5diQJMkTTzzR2tp69dVX+75vrTXGHHfcceedd14QBJwZGBvCtNZeGPq+T0Rk7V//fXdOeB4YC75P9bhUKllrLYACsM75vo+Suru7t2zefOrJpxhjOjo6pk+f3tvbu2nTps8sPnfz5s2VSmVUmirfB+eslChlEAQmTYWUAIBS2jQlov7+/kKhAAA7Ki8NdmYQIi/5ikJYY6RSoBQYY50D52SxCEnC7x/GGGMHVmxobGxcvnx5V1dXS0tLXjqJiKSUYRgSrydmbEjLb8ellFrr3Tt7WOckADgnpUKBYLNZc+bMmDNPkBQAFmxm7eFHHnnkUUcRUb5dgZxzxqAQUggwZsdJJu8BJ4Tor1ZbW1v37pGxWssgcEQ6STzfd4igNQAQkQwCmyS8fJMxxtgBFxt83585c+a8efPq9XpeFj1PCwDQ29vb0tLCQ8LYUJWvC8r7tIhdn1psbW3t7U0IAJxDJY1OpSSJQMZYY0gIWQyl50GauiwTUuosQ0Tl++B5LstQSrAWEZ1zUilyDoiEEH0DA+PGjdvrR8ZlmXPOD0PwfdQ6SxK/oYHSFAGyOI52alvBGGOMDfHYIKW84oor7r777jRNjTGe5xHR+PHjH3rooXz+gculMzZU5ZWR8kpKu/HyQrHY0TGQP2sgIun7SJl1RgiBngQpKctsva48T3ie0xo9T+Zd4bTesVchCIKBgYHm5uZ8ERIRpfX6mEmT9vLGKkRAlEIYYyBNUUoVRbZeB0QHoIKA3zyMMcb2usFeEdTW1vZv//ZvtVqtv7+/Vqulabpp06bx48cTUR4qeEgYG7KxQQgikp6Xpint1suNtQJRCIFEYK3OMrIWPU94HhiDiCqKgMikKQAoITAMRaEgfZ+cs8aAlIVCoaenh16PMc45a4xXKtFe3QBNzgkprTEqCGSp9Mq6dXfceuszS5c6pXSW2SzjNw9jjLEDLjYIIWbMmLFy5cqvf/3r//Iv//Lyyy//4z/+4+TJkxFx9x5AMsb2F845QCQipZS1dtdvrilvxwaeR84RkR8EyvdtlrksE0KQcy4PDJ6HiGStrdVcvQ7OCaXykFAsFnt7e8k5FMI6h1ISEfxtXavfyZxA5BCzLMsLQyEiCIFSgnN3/+Qn11xzDQA88sgjP/zud/0wDItFfvMwxhjb6wZ7RZBzbt26dcuWLZs6deott9ySpumoUaOuueaaf/3Xfy3ypZGxIS2/WQfngiBw1sKuzi4iOmuBCIQAsEIIchrBSSGARH7zja/3kM4/2D6BSQREUghnbRAE1WqViAQivL69AYwZ5GIMKCUi+kGgidAYa62N47Bc1nF8zz33XH/99S1jxkCStLW1kbXEtSIYY4wdgLFh5MiRxxxzzDnnnPPHP/7xwQcfLBaLiHjkkUdaa4UQzjne28AY+0vy+QHQGnGXFzTm3RgckTGGAJy1Qqnerq4gCGB7O+rB29tgAZzWwvNefeklREyNKRaL44LAep4QYsljj7W9/LKU8tSFC0EIqzXHBsYYY3vdYF+KfN//zW9+s3LlylKpdOWVVxLR+973vieffDIIgjw28JAwxv6SvHgr7cYCp9ehEM65fI0TAXR1dUWFAgz6TblLUyWEFIKcmzB+/Mw5cyZNnUrOhUqtWb+upNQXv/SlqVOn3nzDDTZNPd4SzRhj7ACMDdZarXXeH3rx4sVZli1ZsgQAtNZaa94SzRj7S8jaQqFQrdVg96YFEJ21KES+yUFICdZ2dnaWisV8x8Vg/luU74MQ/d3dqJTyfciyrFbzoihLknkzZy048UQvDE899dS2tjYUAngOljHG2AEYG6SUjz/++Pz586dOnTpnzpyZM2dOnTr12GOPzSuxcmxgjP3F2EAUhWESx4i4G8mBEO3rhZjyZnDkXLVazRcpDfK/BT0v07qvr6+pXBZKKd+XiGRMliSTZ87csmmTMaa7u7tYLKogqPb08Ogzxhjb6wb7IValUvnYxz6WpmmxWNRah2GYpmmWZVrrPDm8aXmxtdY5QkQUAICEaKzxPQQiQh4+xvYnUimTt1AA2I2n+0KpMAy7Kyl4nkusULv21EMQoVIGYPz48ZVKZVQYVmu1xsZGL4qS/v4wimAwJxyMUYi9vb3jxo0DYwhAeJ7NslJLy1lnnnnzzTcDACJ+4QtfSIzxm5rAGH7/MMYYO7BiQ5Zl9Xp93bp1o0aNQkQppbU2/+/2Fk5/PuEgpRQCyQHmNxrW+kFgsqokieSAJycY24+8/lwgiiJjTLCrS/YRAdFqDdZKKQl27S7fOic9TxgzYcKELVu2AGKlUpkyZQrklRj2Rt+GJEnyIhBEBNZKpUjrabNmXfmtbxEAaA1BANZKzgyMMcb2AYO9SKm1tfVTn/rUfffdZ601xvT39+d7HIUQSZLsvEhJay0EIAJYslpLKck6gSh8Hz2Px4+x/So1UF4jtVAoaK134ysgorUWdqujMxGBENa5sKkpyzIAqNdqI0aOhL1U3hQB4jj2fZ+IRBCIfOuFUmitsDYdGAAiz1pFJPhcxxhj7ACMDbVa7fbbbz///PMnTJgwderU6dOnjxo16vjjjzfG5AuO3/T5QRBkmXOOQCIIYYzJsswRVXt7dZry+DG2H9lRKi0Mw92IDWTtjr3LbtcnB1AIsFYg5gt+yDnnHPi+260Q8neHBgSAHc9KXJY55/Je18459P2wVBJBYBEtAHeJZowxti8Y7EVK9Xq9oaEhDMM8JARBoLUOguAtNzYAgDHG8wQ5WPnCiltu/vcw0Mb0+MrpWL/rXYefvfhsHkLG9iP577jv+7vRJZreUKCZiHb1Vl8KAc4hok3T/PwjhNj+hQa3acMbz295bBCIIAQ4l6/LJK2V7wNAWq2qIJC+D5wcGGOMDfnY4JxLksTzvHwDQ3Nz88aNG6WUWZblOxmEENbaJEm2lzf584u3EIII2trarrzyysYGOXHixC1b6qEP1aw6bNgwHj/G9iNCCEQ0zkVRtDtboqUkmxUKhd7u7saWkbCLexuAyDmHUhqtEdERCSFckqCUNPgbG4jq9XpjYyMiolJkzPZTn7Xbw5XWALB9+wdnBsYYYwdCbNBaFwoF51zezc3zvB39GZRSUsokSZxzhULhLV9ujKnV4i1btmzevPmHv/mV52U333jFP33hc/fd8bPmlhYeP8b2LwSAAL7v1+v1XX6tcyiE5/sDAwNNLSN39U7fEQmlrLV+EBBRd1eX7/tCyu1LpxAHeVe0MSaKIkQEa/fKXAdjjDG2S/b43gYpZb1eT9P05ptvnjZt2ubNm8vlcqlUampqKpVKvu+3tLQceuih+aTEW8QapYrFSKCcNGnSqpUrB3p7tdbV7q4RI0a8sGwZjx9j+xFEzCsnh2Fodr06UN7XOYqinp6e3djbkG+Jzk8rALBt27ZisQhS7pUaSkCUZVlDQ0OeH/i9wRhjbN+3x2cbiKhQKKRpesYZZzjnSqXSV77ylTiO8z+MoqhWq02dOjVJkreccMiyTAiYf/hhSZKsWrly2uT3W2svufjigl849ND5PH6M7V+5IV+ImBdg3eWHHEIAmUKh0N+/IZ952LWXIwKiRAQiIUSlUpkxYwbgdoMdHojSPDYgGmOU5+2d9MIYY4ztO7FBKZVlmZRy27ZthxxyiO/7c+bMOfXUUz3PQ0StdV5/kIiMMXkJ8zffKAAg4LXXX1cbaA/C8IQTTgg8aig0HHXU0Tx+jO13sQEApOftxpZokJJc5nlemqa7sxtBCLDWImKWIWKWZV4QgHN5cqBB3xWtjWlsaIC8pOzg5xbGGGNsX4sNebkS59w999zzhz/84fvf//5ZZ53V09OTp4UgCPJ2b865LMv+UmwQUjQ3No0cWXJZ74yZM2fNmCSjshmo8/gxtj9xmSTnBKbaWglGkCCQ5MABkAMUgG/bwdEYKQUKUS6Xa7W43NQAKGxey5Sc+Gt33TElBVWSfTUIZVqA0bMnKetgIMainxWsISjoPRob7OuLQjFPUDbLioXIWVNsKJLWKA7U7pWIgKiNEUQyCLIk8X3fWKsKBRfHWZIExWJWrweFAjhH2w8fY4yxoRgbhBB5HjjmmGOuvvrq448/HgCOPPLIHQUQsyybNm3aPffck9dkfFPHt3y3onP0yoZXli97UslY625PWpe5ceMnHXn0u3kIGduP7hAJEQCFQCBAyp8s5P9H/NUbQlJoiQBg2LDhcRyXGxvyVxAAADoA8ba1lVApSFNQEhCMIyEEeAqkBiDt3J7e6JXXi0X6fw9UAIC2F6RFwgP3btgaI6NIEpExaZpKpayUzjldq4FSEATGGC+K0iTxlcr7BfIvEmOMDc3YkKZpGIYAsGDBgo9+9KP33nuvc65SqSCilLJarZZKpTiO8yJLb/HzKQUAld6+W26+pb9va6lInoqVNCYxSaI5NjC2H3GAICQQeUKhIwEIALT9Zh+R3nBX/ZYvlzIjTUKMHjPmtfbekQBAQAgACIj0+r34X3yEIb0srft+5Mhq40AQKYXKEgIJhW7PrhGyKBBAUP5vxv+XkYRwACQEHKhrlBARpEz7+qKmJletCqWE59V7esojRtT7+wulUteWLa0HHxz09IDvU63Gq7kYY2zIxoa8LYMxxvf9733ve9/61rc+8pGPPPDAA0SklMqnF/JdDfmkhPjzbY7WWufg1Vc3rF+//mNnnTZ1UmuxRFlc8YQfFRt4/Bjbj5BDRETnQElpCB0AACE6QEIQQPKv3HlLCwgEpVKZ2tqFA0Cg7XFDIri/ci4iCagAJThCDZVqv5lInpQgpA8CwMJf+wp/X2R6fRESERAAuTxFIcjMWoUCDtTcIDwv6+sLCoVaT89ZZ5116LsOTaz99OJzp5ZKaO0N1133szvvWPLgQ34Yuv5+VShwbGCMsSEbG/KGbkRUr9ellE1NTffee6/v+wCQZVn+gZRSa/2WexxrtZoQcOihh8yYMWPCuHFHHnkIiSplVeFFppbw+DG2H5FWgBBgCUAIR+gAEBAQAB0ignv7G3fhQKEAR4AoHAG4fKUTgoDtX+btvjtmpLwQLAhCX0PWV3PWgZBI6GskR3t0nZAkIckB7YgNJIgEIBIKh0LmueVAZLPMj6Isy6y1J5988mc++9nA88DzQKmvXHJJpVI5aPacQrkMRKBUVq/7Yci/Sowxtt/EBnpdvpU5n0/Y8XH+CYi4o8VbHhvy+qpa63zN0sDAQLFYtNbmr5VSKqV2XrTa1NREBL29faNHj354ycNp0mVNrxTak0FL07C5B8/lIWRsvyF8MAYQwRgEIqdR+eCcAIEkgdzb7y+QKYUgyRIq69BqHXtRAJkBFODyB/d/9vnOOaHUjhJJ0jhASVajUqEFlWgkp531VAipQ3Dg78HcgNqBpxxptAZ9BQTOGUQCR0oFlMWo9uB3JyIMAlOvq2LxlTVrisVi64gRUogkTfsrlfxYlcrlQhQZ5/wwBGNICEQka+n1E/ueClS+D69fTVasXv2TH/5w5JgxH1iwQAXB/3fllVbr8847j4wxznlKSaX414gxxvab2KC1FkLkG5eNMVLKHYUU80LsO6oh5bMH+QVba+15Xr6BIV+MVC6X+/v7825H+VeL49j3/TdtibbWIkJ7+7YVK1YYXbl/YJtzlcAj0jRt2kyODYztT1INEp3TZKz2yQijhESpICEEAiXefrYBpaIkFq1eUqvWMfGmjetft7ahYZip1NXwEdD1Gsg/u/MWngfWGq3zJxeOnO/7aYi2Y1vgCyGck9YIJ1wshQ92zxbpESghSQxqvzFK6gN+GNiQIPIgtmgAgwBctue+u3Mu6+sLgmDG5EnDR47c3N7+1Yv+5Ywzzti0adNpHz9reFSoxfXPn//Pn7/4YiVl3NUVRpEzJk2SIAj2aGbILxWVnp5SqdTW1kbGHHvssR/60IeSK6/8yMKFaZYFYej7fn7t0GnqlUqgNf8mMcbY/hEbPM/bMduglMorHQkh8g4M8PpUQz6HYK0lovy/+TIkIvrDH/5w00033XzzzU1NTRdffHFTU9MFF1xQKpWklDvPNhCRMW7SpAn/+r8utbpPQFVgVQoNBkqNLTx+jO1PfElojS8HbPIaDYxv8GKdeZkOpY/GgaW/ckLKNEqMswFoaYq7xK+feGD21KmBSryCdN3tIgwA/uzO22ntnFNBgEREVC+Ziqlv3rAx6+2fMm6CqIdPt62cefBcEdvCQB3Enn2M7WwmIkWKOnUlDcyaNc83RA01qgdhpAZSMN4ereTkpIyKxbt++tPFi8659KtfzbLs3EWL/uHzn1++cuVnzvr4V772NZdlslDQtRoRBWGYhy5TrYYNDc6YPVoa1mRZ45gxabU6ddq0a2680fe8Bx988Lrrrz/ztNOU7ztEIkqSRPq+tRayzONKSowxtpfs8pUqTdP85t45l6ZpvkJpx+1+PuHgnHPO7VjIJKV87rnnvv3tb3ueFwTBySef/POf/zz/tKVLl1511VXXXHNNkiS+7+/8WIuItLZBUJg4fsKcgw6aOnXqjLlzp8ycNX78+JbmZh4/xvYnHmQ+tVP1wRVPPrF55ZJ1S7sw1UVlFIGHQH9tR7JOwkimgU2a1TrT9aPH7vnln35db1Q9EIumyGTxm89uUkopyZgsTZ2161TPNb++/ZtLbl3j2s34wsu2/Y7nHrpr5W83BwMwTACmezY2CJsJ3QM1Gtfwi+d/+x+P/ucG16NbvNjVIZSg9uwTfRkE4HlnfvjDX73ySmtMXK2OHTsWrH1ty5ZSqXTP3XevW7eu2t3tBQEKIaIIAMhapZQAALtnN11IKRFACHHSiSc++thjgsjzPCWliCJrDBhTq9WKw4f7xoC1nBkYY2wvkpdeeqnv+4iYzxLA68uK3uYUn9/xK6UqlcpLL72ktS4UCvkygHzGwBjjeV5vb29fX19PT08YhkmSnHPOOWmatrS03HLLLQ8//PD06dOVUh/96EdXrVr161//+otf/GIcxztvb+jt7R0+vHXDKxuuuvLK9etWjRk9rBBJa5IH7r3/maXPHvquQ3kIDwRxHBeKxe1rrLmOyv47jorqwj7wwmMPPv94WhZLX3rBK4ajm0f6KHwLKOT2Cqw7NjcTiHwPtBAmSZVLKrVqvbnxl0uf+MOrq+WI8or1a3oq3dMnTQ+sUEK+qeMbIZJz1lq/WLTG/PuaX/1u7fO6wXeRXPbSyvX97ZtV/NTGVUHkTx85OrQeuj044eAUDYisUjA//s0vf7t6aTi6aUtnu7Vu/MgxyuaFWffgDXGmtU1TFYYuSX75859/5Stfef/73z9vzpyOSuXRX/96+syZy55//qH/+q//9p73oOdlSbJ+7drOjo44jpM4Ljc27uk2eCbLhHNHHnXUrf/xHy+99NINN9zwD//wD+MnTHhm6dJb77hjxYoV29o2ZWk286CDYq09IeJ6PQxDROTu2gcQRNhxlyIlAG19eV1BeR6BQHJATgDlvQMJBSAhvzGGICcEEkkgBAIAi2Ckko2NTRMnORQoUPAx2qOna2uxv7+/VCrt2MG8Izy8zWvyz9mwYcPdd999xBFHdHZ2/ulPf/r0pz89a9as/ItkWeacu/rqq+fOndvX1/fiiy9edNFFDQ0NV1xxRXd390033TRlypTLLrvs8MMPf+aZZ6699lpjzAsvvLBjadMbv923v/3tYqHx6KOO+r9XXjFmTINOe+bMHnf6B0966omnKpWBRecu4lE8EPT09DS3tOR7W7nZ0z58RrcAjoTQEh0iklCAQlsEBOcAoKshuW3Zb+988feC3CEjJ/Zu6+hy2ZyDDl500PvebZpFDcD3KE+GnqIsAxRCCJtp6ftxtRp1vPIyDXxn4wtPv7I+cGr6hMlrXl2nBcxqHX/eiR+dUW9oplIM1nq+jXUDeaSdoNQ0yfWy7+e/f/jHfc8oFFN0oehFbdWegEQ4onF972sjNR40btInjv7QPDdWairKEDLnLIEnHYJFyEujKnq7h+5IAEgOwSEAgHQgHEhHzjkRBGkSY5Q9Fw3836f+c9mW9U1OjGsYVgfb0dF92rTDPzXrvZMKoyT4oC0IZVONvmcQrACCvOASIf1dV0OHIkuTto0bJ4yfIINAEJ1//hf+z//+N6VUWCz6ShqlPnHGmbfffhtKCQACEYiMNhs2bpw1aya5PViaFghACAAi50iIuFotlMvWWCSXNwYEiQiA5HSWCc93AD09fcNbRtm6wQzAWRSOf/kOkNiw/WMhgrS+5vHHS57vA5KzhNtjA+SxgQA5Tw5FNc/H7ZnBIaFD0KgK48ePf897jJSiqWGP78U6gBFRlmW7/HTNWptngxdffHH+/PkLFiyw1q5cufLll18ePXp0Y2NjmqZBEPzoRz+aOHHiwoULrbVf+9rXli1bdtJJJ9Xr9RtvvLG7u/tnP/vZJz/5SQAQQvi+/9xzz+UTFG/KDABQqVQ62ntOPOEDxpjFixdvWL/8iSceuPnmV8eOHOscOsdXiwOCECK/ccl34fMB2Ucv684KsBaFAWFBICEYF0qRxYkfBrHL7nzq7vu2rGgfIVpjz9M27e5zU1vu2fIcSjd75okNQQM5Ep5HceJ0IsOQEMA52VDSSazKETS0PrvshT/iRj0tKnfqiaOb2uphX4u3srr5eyvu+szs/35UeWaa6abWkZA6cAG2d0JjQ5fX/t0n7njGb7OjvZZYHuJaXuzvjseFrTUxprHYF5VkEv8heTF47YnJ7/rwCCibSuKrgpAhxAlJEEiEBOA8J9/+hApAToAVAADKAUofLAkpQSfBuNYNfSu++cTtT/h9DTMbhrfTuydPuX/NUu+w4b/tXNn4Svw/jz1jmBfYSiqbm2RqICqoWh8IIHTKOUGA9Pe97RGDaNhjd/+wZX3Lxz71KSAqj/ShaO+4687JkyefeuaZKkm0FxdGl8DzIE0BEYQIjAn7pWqS28PQHn775Itmg2EtgAjOQR4gpXRZXRABkAJFCBhGpYD8ESOpM8YqQRYDpfzbd8DZthWtpsAzUliLQsg35lAL4Dl+wDQESSEckkUCEJLAE8oXnqqn0NOrykWgEgDHhj1rl2NDkiSlUgkATjzxxHw90tatWzds2LBo0aJSqZRPRGitlyxZsnDhQiJyzk2dOrWzs3NgYKBarTrnvvnNb86aNetXv/rVscceWywW3//+98+aNWvHpog3JcVPfvKTkydNXrl8tRDCC8ITTjpp9uyxv/rPn61evXru3IMF30EeMBmXiPISXkIpXpawjw6TBIsSESMSYFGQcEAWXa2otoXmgT8+et/6Z5MGvxQbr5Yl5SRoLQ1UKw0t0dMvv3Bd1Zxz6KkjvGFoU8+XpEko6XRGAnVaR89PbfbIpj88sm21hdTz0AXQT/WCxLhSE6F8ofvVu1b/JjosmNI8Pql3KCOlJT1S9vmVHz55/7LutboJU08Nq6mip7pVUiv42K9Da2siTRplUFfLX3r+R6k6+V3vndk4WmaxRAchIaLasdThr8SG7b2e8x4SRIA2I0nWk3GIHQNtVzx/z1rqGxaEUV/SkArsH5hYaHilt7/Ptw/R5oFn7/+fR35wzPBhLun//9k77zi9yjLvX9ddTnvK9MmkTjqZJAQILRAISZAAgovAqijSUVm7oi4v6gffXVHfXdxVsYBIcUURBYQlUpQuJdRQkpCQkJAyk2QmM/PMU885d7neP87MkBCkmIRPgPP9PJ/wMPPUc5+5z/W7qkBhyxFzHYGEgGiTaPwu7XWR0W5UXXTSiYtvuvnrn/+8tXrukYePaB/7T6ecdN011z762GP9/b3f/rdLjI6M1Y4jwVjgAARcMqMj7r6ToxIItCLOEJF0jMxBKQEIyAISICOyBiwgEQIyBMHfgQFEKXsdM2eMaWnONjYOnjPv4znr7y80QDLhMxGIhGAxHCgZjiS5SJMR9kLZkM/ntdZE5DiOUurss88OguAHP/jB2LFjAaBSqWQymVqtlslkEFEIkZREJ2GBZPRbW1vbd77znW3btl1yySVNTU1xHCdNmQDg70WXJk6a+INP/sUiAAAgAElEQVQf/GDk6LrKQNeE8RPOO++8hx94mHMnzVd5v5ymQgghCACGevCn7I37OeOWgbTIDAMNYIGRKqHeKCt3vfjMn9cuGWji1qqs4Y41Mu9s21b08kGxVqn68u7yGvPMPV+Y8zEPJBFwzuNKGTlHIcpxLAP52NJnv79qcWNzK5Q12agmYZst5nJe3F/ttzpsdu/Y8oJeas46+NgZ0CwgMD5fx3qvXHLbAxueyo2rK/Vv4V59GJcqXqPNMc0UZKQJKA6NIt3qiRrqe9Y/WbGVc+Z9aIQNvFrFdbIACIgABARv0mqJCIAAgTEABCBQViuJZa7XVwt/fvieJbDJZkRcLjZIv5ahagOr9FU9V1QlrIVypXOZ/4T/T4cfM9LL5QlZRMgAt0/O3rWUXa4MSDlx8qQvff1C4Bwcx5bLwLGtfdwXv/Klhvb2zatWtbW3D3R3148aVenpcT0PFFlrpef2FweaRwbv2FlktQYkhgBWWyBukzEXBASAhMiUJQ0ExmitZGwBLTqpbHjfUdZh2fVcz0+SohkwZDtcGlTqdH4vUmdUIhaALEOwkWYoIwbABQqRyoa9UTYkYYGkgIFzfuWVV27evPmyyy770Ic+NG/ePM/zrLWO45RKJc55tVpN+iN1dXU9++yzSQXF9773Pa211vr0009/5JFHOjo6fv7zn++///7GGNd1X/N21Wp1y5ZuwRzf9wu9fYX+nu6tA65Ds2bNAhS927alS/h+IAzDJHKltU4zF/daFEfNwNXM0yA0MrIRRZUG+cq2Dfc/82g1oIiT0soRGEu7odwd+rZmal7gVpXeHJef7X5paf6FiW1jPIOeASlkFNZijjbjbNy07bFnnqL2TAUVd1gtjkDyF3vXN7Mg5kYLLNsoaM48tXb5TL9ln33mVUrFss+fGFjzyJpnTau/sdCd8Rxfm22+ehF7LUUZgxt5rUgWmc0SWpfXUBHSio0vPbl86Zy2aXWhiMpVoFdrlS05b/DdESygSWobkIARWISIQ8Vnjy9f+tzalTjRglGOL/uiSs3jqLu7/AgkxDqSjLkZ/6k1y0Y1th45ab9aSfuac0QCICQEi0QWnF1ZGqNNMjOHCwFAxhiGDBG54MJ3O19amWtq7N26Wbpu98b1QRAUy8XBwTuCLV+5YtY7aJcbYxzHqVQq1Uq1vr6ecWYRGBEjC0gaGUhnoFTJeaWwXMWKJR0TppMc3ncYlFElLEPZaE2Df4M7EKe5CO9J55TVBskiIZAg4gY9gQqQW4vGuJDKhr1PNgzPanjooYdmz56dz+fHjx//8Y9//Omnn547d66UMmnKNG7cuGq1GgSBtXb9+vWVSuXEE0889thje3t7L7300lNPPbWvr+/ee+8dM2bMihUrzjrrrOXLlw+PlN7+7Xzfb2hoch1+9S9/9eADf25p9qSsgQ1d7k6YMPmsc89Kl/D9QF9fXxK/IiKeJintrVhEAs4ssCS5mKzrMUfEB7TkPlDZfMezjwAj5fn9NvTzXEdFlGAlRjr2LK8j5+DJMw6aNRujuE54pljlwskFWfCd/rA8fcyonkP771/2RNOI3GZdNBLIYaVYa6pUqJTxGlWhkPUa95vQcdSB87JYB8Iit3PaZr/MS7c9e18+yOkociguN4gVtYJfrWXdfKHF3aKLXqlWxwMIhI00lKIZk2ccPWNBvQLPQzAMgBGCTfakNyxKtmiI2WRiHLfALQDjoY0zjpg/a86mrk2dbFW/CWOyzQ05KlQ2926uOYRZrkuYBSEic2DHrAX7Hx7EOgsZDyRYAgaGEYFFtGDdXVkaAhC+T3EchaGU0hjj+D4A1MplKWWmbqxVKvBdo3WuPs8QjdZJ1zyt9TPPLc031L1jZxERiUwm7uxU5WKuqd6RMjaGE3GyAKQYM1woK/yGemk84QOpCFgqG953YI2qFgIvAMZACEgLHd8fkAQDQMwCECPgBiA2kamgIaYB9uzQzhSAf6ABaxiGAKC1Xr169fPPPz9p0qRarXbLLbe0t7dPmzbtiSeeCMMwn8+PHDnyqaeemjp16pYtW+68886TTz65Uqk899xzo0aN+utf//q9733vj3/848yZM5csWSKlfOCBB7761a8m86dfIxv6+voaGppeemn1766/ftq0idOmTaxVC5Mmtndu7DzggNkTJ09Ml/D9QK1Wy+bzZK2QMtUMe++F3CK3CACWITEgQWS1IcPRTGtrr7Owaf26CKg7A7HDuCFPOLU4zgS5/ID98NjZHz3gA1nruhZ5bBgxMAQAYIwQPIa4rXXExDrRu3FLj67WJCgGEZByRZVMgG5DDRe07XvaQcdNCEZizQjuCeIOOBNax5Eym7u6wXISOnJYLCFgArTuc612eUaja4Q10Fh1jp869+QDPtBifU8LZhwgCUwYxi1yQs6B8O9jGRkGhIiAHBAJwYJALgAcTx48Y7/lA+u3Fvt44PJqVFezWeBVpIpEiE2rco+fdNApBywYwQOvZj3mQWSAM+JoGFgGFpGTwF2DtIahHtlJjwGydrDnNQ1+Nc55UkgEANYYRFTGJI2Pc/m8Vkpms3EYCs7f1lsbAGNeDXdYawnAAuBQ2+7kujOMCkMh5YrlyydNnowAdrjIkQEhI8Yr5TCfb9JVjTUNZABTk/H9t9sgRLWKE3iAFkgDWiADsN3NGqD09t67CSAgIrCERMwAGKvCyM1m3SADvgss1Q17EGPM2442eJ5Xq9V831+4cOFPfvKTL3zhC1EUTZw4cf78+dbaBx98kHN+4YUX7rfffkuWLLnkkksKhcJpp502d+7cBQsW/O1vf/vBD35QLBY///nPd3V1nXHGGY7jvPDCC42NjcmVbOcmOVprIWDN6peLxeJF/+fysNpz3XWbTj/jjGemPLV5c3e6hCkpexGWgAxwZhhpZIggibkGnQjqQZ42/Qih1e9e/NvWZndAlT1tsVRqrm8urO/74KyFnzng2IzKWAJhh4zAoc1fWHANcAvHtx8edw288sqTZYhNhoc64sw21Lfkes1U2fDpg09sd9qiMDIkLQlmeKZqJ0Bw9ozjnJg/uPKZbk/Xl22vB2WBDcLNAS8WqjmnrhpVmwbouHH7f/yQE5pMRvUWRSYHtRA8hwAtUFJ598a2KUtKOWConTgAWAQiYbDekmbwtUP/+ds3/3zNQL/rSuBYCEPb4AvDGqrOqeNnf2TmghYnL0ODhoMBQAGABsGiBUjcOe+oZcwYWrKA6EjWPn7sxo0bW0eNYBwgrgmBb/fDxEpl6+vCQsFraKz19wohZCYTlUoikytu25bNZrd3EBKRdDgoa6yyVjEhwAydDtu7EmnwLlJaCvt+RDum6hjXMUMqAmlHj5I06UF6L8pFjRyBA1jEwSp4AkaWEQDYdC94B3jbskEp5XkeAHDOP/e5z4VhaIxpaWlJnEkTJ07cd999k8qHT3/6011dXfl8PtEDcRwffvjht95661lnnXXjjTc2NDScdNJJRHTHHXdcffXVWmtjzM7KwfM8re249rG+7y9d+uzUyW1hLdy4cWNfX193dyobUlL2qh2dAIgYWWSEhhGCtow4ME6lmhB4wgELqlJ2vnSvm8t4zDbXNVFP5bRZC0+beUw+9Cg0fDiHfjjoiAAAwgBDgK3FIyYcsBnNH196ot8V4LusahsK6rCGyZ9d9LHmyMf+mpRC+D7EGgiYYayqWwPv9AOO87W4edO9TEGJU8b3ZW/V0+hhUB/JqvY+MGHWJ/c/Llvl3Co/0wCRBt+3aA0fNP8Z0Ru7sJJBDYaBQTAIyIDZoUuaRYdgQr/80Yc//+MHbn6kb1W/x8IgAOSZXnPa+MPPnbowqzNGKSAHpAORJgTLhEELxDjBm777boeIODIGaIzJ5fJWGxvFYImMZfS2swA44qqlz27btm1yR0dDvk5IqaohWFr74soRra1Jd6Tt3huQcY5GMG5iJYQcbIFLAEN1I7idlBvuqpLyviLkGHOMOW4nG3Z0YqTH6L2IGwOwpEGCJSBEALQWLWESZUr3gr1PNkgpy+VyNptNUpuCIEgaKyW/bWtrmz59ejK6QSk1evRopZSUMumemQTBr7vuut/97neDDgOtV69e3dzcXCwW8/m8Ma/1D1hrhWAdHdMaGxufefrp2Yec4fv+L6+4ghTNnLlfun4pKXsR3CTtLRgAsygNouWgYnA4ej4JUKXih/ddsLJrw5P9a2sC+gd6PzZr/nkHfShbY6QZek6SoEwchuemIQECMAJuAUaMVC+tOv2g46qIN7zyNBdu/UA8y9R/6Z9ObYK8UiGTDmNo4wisRSEBADgXSjcI9tGDF6zqW7mh1CO4thv6pmVHPVvtRdfDTYUT5hx11iHHN1c5B8kYhzACZOC5RseGWU5WWgOWAN+wKNkwtIgCSIBmYBEEkUhCDwjA0GW50cXKNxZ87Iu/vexFKEPecQrRR6cc+ckZC/NhnmItXAcNgI6BcfR9ZTUh52RFcjUU76gVhDTY0RItgTa+45pYcSEQGZB9u2b6fXfedckll8ycOfOBB569/e4bJ48bZ4zZsGHDSSed/tJLz5A2uF1uKgKCsRxZLsioMHI9f3uhwgiIBkXl8DDx1FR4HyK1SG7byYb0PHg/OKcSVwFYBERiZIEbzclyA9wAs7vYqzpl98sGY4zv+0SUBAeGxYAxJo7jo446SimVRAwSDSCEiON4uF5CSmmtrVQqixcvrlar06dPnz17dhzH2Ww2DMMkjrE9L7/8siODES0tP/zv/yr0b4rL5aOPPXbVsmZPePvuf2C6fikpew+GgWEGgCGhsAwNgAXgUhulJKuCydW3qLDyqbkfwscXP9m79pA580/omO8XtaNdFfhaa5+AGGgEzcAyIACWpC0BMIIeWxNekCvBKQcds75B3rvimUPGTvv2nI/VRcIwyxgDskRAxjIhLCnkhAzJGh6aes7OPPyEy5feEUVdFyw4ZX5+7H9vfPSZdS+fsN8RH55xVDbmCAwZkDEkADloU1GcAK2wGsiAJeDyjb68RdAMEYCDAdAMLCeywAiRIQFEjgmUX1es/vSMf/23B65/ovvlD+wz5xPTFzRSNiaFrgSwRJZxyaRbUTFIjgQimVNtCMQ7ahIREFgDRExwMsZYg0DIGVgzXAX31rn1T7c89czThmjtSy/9/oYbvvWd79x1112rlq9YMP+QzZu7Ro4a9VrD32jLWDabibUCsgBsMFMMhoQC7XRLeb/JhkgGkXSiob/K7WdIJ+dIaj2+NyEAMGjtkAuBGBhmDZJB4ulesBfKhuEkomTSQqIEAMBxnO3/FwCGNcDwrxJuuOGGc889NylmsNYeddRR999/v9ba87ydL0hPPfXUdddeL7mcMmn8p//lDCHY5IkTx49ulszRKADS7MWUlL0FbgW3r24pNOQg5yC4Ac8wiiJHeJOw9f9M/+dCoTB+/HgIATgQB2GUwMErvSAYdLFvf61AaKnagrWWe+Mq4r/HfuTRDWP23/egjPYMGEGCGyKGgMAEg6GCACJgKBwQYOAQf59fzBzZ3d09MjfScb0rxk3eLDe3tLQELKuqEZdyMIeeIwAIi8Imc4sF4VvYKQUh14Dg2CTvFggA2GAiDQPwGGjBCLNBCN+f86nHHn30oPbZgfZAGcf1SStgDBgDINBhFgEA4lrVMCY81yptCBzHCePY49xaa4wJwzA3ok0NFGQQqGpVui4AWK2TIuNd9bzidn58zoNstnPr1vbx4wHRxjG+zSbIThAYawlxyrRpy1etIqJFixYtXLjw4osvkZ5nAawxjHMuhI5jxhjjnIgy+XwUx8AYgSUiJAK0FoESi4FZYJYYIRC8i5q1CxGHoeN5lYGBzJQptZdfxiDwGANE0DoZQeD5vtGaZzKV3t5MJrPjoXR0tSry+bhQcFpaTF8fcI7WGs4lgNGac26F0NWqk81WC4UgCN6z241QWigQarDgZSfZkBbGvkcvM4yQAIERMEJmELQQWqJ1kbx08uPeKBt2kWKx+O1vf3vatGmLFi3yfX/Lli233377+eeff+WVV2qth6XIMB0dHZ6bfXn1yytWrPjaV77S1ODM2nf82LGtk9snNbeN9j2ZLmFKyrsFay0aw6VsaGzM19fv4qsdfOihrpexYZT0AnpTM8EQZevquOv6jmOJXN8fNXq047qD4yYZ2y09HGnIHY7DVbwwlIifpOYDEMKcQw/1Xd9G0c7mzuCximO3rk5Xq6VCAR3H5dwoxRgvFovccU0cudls2Nfr+H65vz/I5azWiTXPEvlhdqdLpbGp6ZGHHx7b3m6V+gc6II8ePfqyyy5raW3t6uzs6ekjzpGAcQ6garUaDXmjyFoYyjbB4Wbf77HGmtYyKZUxfn39wLp1ddmsjiJwHKMUMaY5D5qadLGIjmOq1UxdHWi9w9kVRVzKqL/fzWSqmzf72SwiEufGGBtFwvPIWqOUk8nUqtUgl9u9p0FKSkrKOy0b4jju6uqqVqvJAGlE/OIXv3j99df/6le/iqIo+cn2j582bdoHj/8nMiQ5rHzxqceX3PPCC48+83SJWTZ9+r7nf+b8dAlTUt41243jgLVGqUFfON+lNALBWFguO0JyIcCaN3c5E8W1misEWWsAdBg6rkvGGGM457tqnuIOd1+9DRXsMjs4ctomxb3IapWyKySXAozd+cMrAG7MytVrzvz4x+vq8qeccsoX/vUiU+i/5ZZbrrjiikqles45Z3/1W98u93RnGxpUrSalBCJKskOTb7T78LLZMAxVskW//Zygr3/968uXL/c8b9rMmY888kHOeVguCyEcx6mrq0vOiqQh7GCvWCJE9H2/WCpZa+G9NOGRc2FteWDAz2R0uRwx5tbVQa2mrXWlFEEAlQoC8GQ6EuevkQ0oJWntOI6NY8/zlNZf/OxnOzo6zjzzzIa2Nh1Fr7zyys9+9rPm5uZvfPOb6YaTkpLyrpcN1lpEvPHGG4877rh8Pr9u3brly5fX1dVZa1/3Oue6LmPIGKooYoLPmDEjl6OVK57t6+5LpwWnpLy7MEoNd0vb9fpFLgQQQ8bJWrAGOH9jg5YzFhvDXZcJAWEohEhGj3MhEDEZU7B7vicBGwo14I6Z90jAEQgBheAEjHPSFqzd+cNzxKhW+8Nvb/jzX+7O5+suufibfZs2bty48cYbb/zt738/evToX115Zbl7q5/Ph6WS6/uWCIiQMb4HakNtHM+aNauvv39kW5vW+u1qkptvvvnDp5zCOL/z9tvnz59b6u8P6urJaKWwUCgEmYzgHBCtMcmubq1lnAdB0Nvfb63F99BWH2vd3dX12+t/E4dRJpP56GmnPXn33Q/ecw9ypuJYCjl58uQLvvCFJHakKhW5YwQ+LJcd32eua2o1EQSfP/PM0047rVSpfOtb37r88svv/etfr/7N/3z205/p2br1a1/60mX/9V/pNTIlJeXdLRtaW1uPPPLIs88+GxGT6T9SymuuuYYxFkXRzklKmzZt2tzVc/ttt3dtWs+w6rkqn4Mpk8d+5OSPTJg0NV2/lJR3EUnOvTEmsdeH66D+MVQcAzEdKyEEl5LeLFxglHIcB6wFY8gY5jha62TwmdlpPv3bBmG4SerwPIHXqpgkCZ8AAWwYE0L89z88Ibr5Os+TJgzB94vFgtb6+WXLjjrqqFFjxuqw9rkvfxmtJWujKHI9b7iqITG7d2+0AYja29tXrVrV2tKCbz9Jqaen55yzzmpqalqyZMmNf/hDrrX1jptvvummm156aV1//9ZFixadcsopQkpIMpQGDxW4nqeNsda+l0pbhTE33Xhj+9hxH/noR2/9059+8+tff/Xii0/++MdVsSiz2R9deumUKVM4Y9Uw9H1fuu5rsowcx0HOwRirdbWv74gjjlhw4om2VLr26qtZa6sQ4ieX/TCbzWbr6q666ir2d/LfUlJSUt41ssEY85Of/OSqq6564IEHtNajRo067bTTPvnJT2qtX9fV99hjjy157KlskJ00ceKcQ2dOmtjaNirrSWIGiYm0NXNKyrsIIkryTxjnHHEX84KEEEAMGAfGwGhrDBNvZGGyxKWtNQEIx0k+CXJOiZG9azYWwU6aAYDIIjIii0KAtUBA1iIAcM64YAiCcWCM7FCi1Paflqja17vw6KMvvPDCUaNGjRw5sqGpKQ7DDRs2/Pd//L/EFv/P//xP4XmZfH7tyy9Xq1XXdYUQ4ydOFELQbk1qR0SQThzH9A9Vmn72c5878MADAeC73/1uLpfTpdKhhx02rr1da42MNSZVLkSJcktOEgZgiWjX5dw7i7WW+b6uVBIVZLRmjCFjw7O30fOstePHj0fG2traVq9eDXFsBwYYIlUqL65cee655xKR4zjgOGGp5Pi+jiLH94v9/Vu3bgXOwZixEydKxxG+/4kzzvjLn/70yJLHTvrwh6tdXQsWLaqVy3ffe++jDzxwzjnnQBBApZJuOykpKe9i2YCIM2fO/MpXvnL55ZcPj3QwxlhrPc+L4/g1bZcaGxtbW1sLfYWNGze+/PJzkyeOOOigqfPmzcnkG6kapf15U1LeXQx6B4h23Q9KSVoOQCI/2Jv614mGbdNkNBRjDBI7PvntrnyY4eZDiWBA0LEChlIKIkCOFBO6DgKCMaBUMhUhsTRxuw51r27NUvZs3frHP/zhqut+LYF++MMf9m3bVq2Gs2fPPv3MM/1c7sf/8R+33XbbCSee6Eg5YcKEcrlsrV25cmX7hAlJMtjuXjlAROE4Jo7fbrEBQzzssMO2X7iG+vqm5marFBPCDvmMXj03kocZg0Sc83eRc4gJ0b1xY+s++1Q7O70g4L7fv3WrUspaGwRBtq4uLhY//ZnPzDvyyPb29hdeXLHk8SfAWpbJhNXqb669dp99pubr6qwxYRh6jHnNzapcdsaMWX7//b29vQcffDAR+ZkMBoGJouK2bfVjxsyYMeO555677/77zjrzTBvHmZEjp7S3bxgz5qlnnlm0YUNTU1O656SkpLyLZQMAPPnkk3/961/7+/uFEIiolBo5cuSXv/xlrfXOSQvz588/79zzujZ1r161oljeUurftGzZsnv+sriloeWAAw5adPyidAlTUlL2BuxgI0jAZIapK621ERkDFgGEYDauMRqMMOAOgmPo3+0wWo8cPbq3tzfwXGNM28iRd95556RJExYvXnzOeefFpZJSpq2tTXherI3DMJvLAWKhUGCIu72GGBFNreb7fqVY9Hx/V1+NMbKWjEHE11U4+K7NrjFE9aNGRVu2BPX1WzZs6OrqamhoAADOuet5lsjz/f+87LJzzz138vTpa1eu/M0113z5618Pq9Xe7u4f/NcPH/3bwwRgrXUyGS6EGhjo7+9/5Ykn2kaNmtbRwaREIm0MlcugtQiCh+6887Cjjvr817/+f795cWdn59Lnn//AwoX7zJo1c9asf/mXfwle07w1JSUl5d0oGw477DAiSqY0aK0dx5kwYcLXvva1vr6+xsbG17l+AIwa3TpyRDNA2ajCI4/cufh/N3R2do4YMSpdv5SUlL2NpMiBC45carAGrCYLKnallFygIR3Ggm+3975e6k+5Vqtrbhk3bvKdixfvt99+N/7+97/85S/bJ0+++OKLf/7Tn5588sm3337bhRd+xVjrIKCUqLUlSkY6wFCRw25TRERCylwut2HDhmnTpu3yASLgPKrVvCCwWu8sGxhjNBQXepehtQNAmczypUuttTNnznSyWRACtLZhGIehaGh4+KGHbrvrrt6uruNOOumzZ5wBStVKpT/ddtu/fuWr9bkcMiYYA2ujanXz5s2FQuGQuXPjWo1ns1F/v5vLIZHIZKBa7du8+d8vvfSOOXOCbHblihWZTGbp0qUDfX0f/ehHY4DnVyz36+shDNO/x5SUlHexbOjs7GSMffOb3xw5cqSUknMehmFLS4tSamfNAAAvv/zy888tq1XCF5e/0NX5UnOTi1CaOnXquFHjRo0el65fSkrKXogFUFoR8hgsMaGIHM8h5LVYMWVcKd+0LCuXzVZ6ui/65td/+z//s379+h/+8IcTOjpsrbZkyZLrf3fDnxbf9fMrrwzDUAZBVK1KZBzBWtvS0lKrVjPZ7O79OohI1uZyuZUrV06ZMmUXNcnq1aundHTQULr/67wdY8NygujdNM2Ncx5H0cpVq4JMZnx7O5cyDkPOGANARC8ITKUyZdq0q37600PmzLnhppvq6uqMtfWtrc8988zlP/uZ63nWWq11z7ZtA729juNMnzUrma9HlYqTyahKBR0n6u+XrptvabnoX79x0UUXAcCnzv9Upq7uM5/5zP9ce+3F3/ym4Pw/vvf9uFRyZDraKCUl5V0lG5K6w+F/W1paFixYUFdX95nPfEYpJYRIcpPiOE66mrzGw/Tss88+vuTp/WftP3ny5HlHHdgxdXR9PQuyDkQGUVBaEp2SkpJY6tYyKZLUFwIYHAIghFWKiP6BIWVvC8NQW+tai2TIgRKvPd2z7r6Xnl23bUu5UhXIs1KMGzn2kI4D9m+ZVqdtnWKoGCADtIYDGcXJAmOWo0EEYKSVk8uD1eeefx4IVkZWKxUFhy1+bcsk7vqZhpmjnRpybWwuW1VRXnoMoL6psVAt+y2NOo758LBtC+Ds0rdjjBki6bqe5xWLxSTxZvCYv5WYQNJclXNrjCVau3btxKlTpZQ01HH19Z+SrCBje1e6EuJg1TYRIhpGwBDAMgCl1Nq1a7WlSTOnMS+IDRlrM8mscKIk8woBvn/ppUueeGL16tVzDzlk3/PP50L0dXd/7WtfcxyHjNm4YUOhUGgdPXrylClSiKSAR3JO1oJSUkqjteu6WmsX4OiFRy+cvyAZbcGlbGtt/cY3vpEc7dc/57fP/kKkpLntUHOCwbp8xoAIEMkYImJJe0PEpBCFrEUpTRgyITBt05SSksqG3X81NSapYUhcVtVq9dFHH33xxRe/853veJ4npY0OrYcAACAASURBVKzVah0dHffff3/y4NdcRY488sjzz7sgl8kJCYChqmxlWAYdI6YNqVNSUl6Fey4wpqKIMSY8z8YxEalazfE8HOppsyc3Out7nq2UkZsSlRcvf+iP6558QW0TDTmZYT4IpaqrqwOPPbrq2BnzTpo0J4cNPCIgBMEsR2uUsBYYEDLDEAA5cclQxcagFUyqUNfV5TtLm//v7b94xitk83Xlp8OL9z+Z15ix1vVkYstm/SDUWmulOJAFmWgGA7tefi4cR4dhW1tbpVLJ5/OIyBh7i5MuEDGZjwEA2pggCHAohsCFeJ2JGUSMscEl29uiDUlDpKQ6BZExiI1GsgPFwpJH/nbooYc2NLWAcKI45l4WrGVDo68Hv1cQQK02d84ca20yDFtFUX0+3zRiRFwur1mzhnM+raPD9TyyFoXAZNxbojqS85xzsFYkJzMRIg4Gf4YHww3nd72uWT8se6xFRJ2Ias6Z6/JcDqx9/L77rrrqqt7e3gsuuGDRscfWKpV7H3zw11dfLYT47Gc/e+gRRzhak+eZMBQ87UmSkpLKht0NYyyO4+FcVcdx9t1334GBgZaWFgAQQlhrm5qakgfsXBLd0tKSz2et0QC7uaVgSkrKewkbRZaIe15ULmMyJBJRAFhrrTF8DyfKu8ShFFqXmSC4+dl7blr2yNas8epzgOgowihkPpVqZWTZOx76S3PsjJx5VE4gUxEhB0qsUE4MCRi3yC2gsmCNQAYSVBw2cr+7uOWKh/6wghX6crS51s0q5eal3jkHfDBrslTV4EiMzYj65g0b1suYGAdCMAi7xbSz1nJjAGDk6NEvr16dhI6TLX3Y7/6Glvar9qvR2nGcV0dN/73nEjHGpJTlcjnI5fYi1ZDY3sMfXgvHuqWB/t5NvcfPXUS+xw2jWuQjIoUQKXDZa85SIELOhZRABIyBMdbaTatXFwqFhubmUW1tyHkchtJxTBTt5hoVYxLNA4iMMWAsWUpANHEch6GU8uqrrz733HOl637/0ku9TGb6jBm33nzzl770JSnlhRde+Mvrrps4ZowIgnTcakpKKhv2kBPOJD1VrbVKKWPMI488kmgJ13WVUgAQx7EQIrm/s+rgHDkKMIQM0wVLSUl5fQ+FdEjFcaWS7BsIEEeR43lGKen7YC0Nu2P3AEgcC0U7Ovuc2fyH1U90NbCaA2QNq6gMBJygX4eO71Wi2G/N3/n0Q7PGTpnpj/KALFoGjBCIc4uIxIQFtADIoRahx8K4qgVtxfD//e9Vy3EbjvWp3NPg+/1UuXvzC9rYcw49IQOuRIcZAtd3IsOZZEYpDpYBAPDdYuBZC0Qyk6nVatx1SWtrzGAe0VuIBiTmaRJDcF13UDYkT9y5bxJiMrHBdd1isbhXyYZkoDggYjLs3LBSKVq+bNXhhx4IGQ/6t4HroBQAAEYBGoAdjj5pzZORDnGcDD0EIR5/5JHm5ub9Dj+cyuWkCznPZlWlIoMAXu+y+I//jTgOGJOkMAEAl5IjcsRE2glrS7293/jGNyZPmVKL44aGhuLAQF0mc/55582ZNw+Ixo4du2XDhulTpgBivKuJbykpKalseD0SZ0kcx4gohGCMLVq06Kabbsrn81EUMcZ+/OMfL1u27Morr5RS7pwpS0TGEBkSgqUDL1NSUv4eKqzJfJ4huq6rw1BIKRzHGIOcx3GMRGKP5rrEGjK5Mlc3/O0vXUKVXQRjAwUBONyCQXAdGZIyjuwJi+hk/rL0b2PnfZhJwQ0I4ajIaMYAkBGCRbAWrAFfaoy05/RFpX977I8v8O44Q3Fvz0jBoFi1XHRRafHmZweehzNmHT9ac1dyjCMGALFBBpyBYWAYWAKxi3vnUH2aqdWCIIirVSEl43z7cWZv8OzBaAMRIibd8+CNxQaiJUpkw9atW9tGj957TrNknjcyZoyplEqbt/Ur4PsdfkDsAEZFUe+DNWQNaQ2IzJNoX+sIAyJrTNKFtjAwsHXLlo6OjqaWFqpWDWPSdU0cM0TpuiYMd2+0wUQRE4JJaY2Joqins1NprZRyHaeltTXIZutaW7P5/HPPPvs/11/f1tY2d948xtjBhx1GSq1Ytmzt2rX7dHQkIQuOqRcvJSWVDXsAxpgxJqlh+MUvfvH8888/+OCDF198MQBYa0ul0h133DFx4sSkNvo1s96GVAcKiaVCMdeQejdSUlJeH+n5pZ6eu++++4QTTvB8f1t3909/+tPEVdHX13fMMccsWrQnx7wIAcaUTbzslTW6njBUWUuZyEpiFYpkNhPHZfCkQuJ5r1yIH17x5KlHHBPwTGA5CMnCmIAjAaPB4Q/gCmCqn8LuKLziT79+NN/rNAnSMdPKGrRIhiMI3hkWHu9f673wwCdmLGrNZLBQiRiAisCVQIPDqgFhF4sbBl9GiKhadTKZ/v7+hsZGx/NAa2stf2vRhuQ/g9VuQ69JSaLO38nC55xHUbRXnWZJlTYgVkqldevW5ZvzbW31ThAZY0QgKlEEDLkjeBBobayl7I6yATkflk/r1q0rl8sz99vPCQJTrQ4nfXEpkXMbRdx1YbeGyLgQwJhVasuWLatXr54yZUpra6uXyVilAIAhUhxLzvebPfvLI0ace8YZTz3++LwjjvA8T4fh97///euvv37EyJHM88Jy2REi3XNSUlLZsPtJ+ognRVd33XXX/fff77ruFVdckegExlh9ff23vvUtInIcZ7CTw45uquRyk6vPk62kC5aSkjK8t3DGtVJciFipR+9/8JZbb16zZs3JH/mIjmM/CMa1t3PGNLJ169atWbPmmGOOQcZgqDx6hyT1Ybt2+9dPil+3c4Hg0Gjq4WT9wRQdREBrdFgMq4IgbzkZ2YTC45a5DjqwTYccmbZEgkITu4J79ZlaFMug3lSVMJZZ2CFtHkFbVYE4lOLqu27eYmuha22llkPknl9iusoMGp21PPDcnmLPQ11Pj8TmI6YcMK6hviaIOCICAjALCICvNxfi7Xl/kiwjY/xcriGKVqxYMaetzSqFQui3kn9PxIWw1hqljDGZTMZYS9YO1kPvWN6QHGEhhApDz/P6+vqstUDEAQCB3vGYs0UkY5iUSQGAMsZznDWrVkVR1D5pUn2dBKrY2gDnLiFzOCcQANwoIBCMoSEN1iJjTAgTxwxAE23r7e3p6qpraZk4caLgHIaPISIlLaSsBQAbx2+rhCDJGSPOGZElQgBjzHBYhwC29fb29vRoresbGw+fO1cmpv9QJxJrDDB23333zjviyLa2ti9+8YurXnppwfz5Ly5b9p1LLvn0BRdMmDQJAUBrRwiyFtLyhpSUVDbsiUt7EkMQQixevLi7u3vcuHHGmEKhEARBcg1gjAkhYCijKSUlJeVNUUpxz5GOA0RWqdGjR1500UXXXnstKSVdN4qis847j3t+uXvrNVde8fkvfIE5DjCmq9UkBJrsNoNmGWPWmCT/ZLBBEOJg/0prwdrE5KWheWpE1NXVFUVRpVIplUrValUa5tfnt7WyKSPHitGZICe3rl1Lsaowo7hRgFJzBAYEQIRESJbQGKU94UK5ilwAGUAGSACMEAyQDDxjw1ItUgAht3Wel6uZqL88dvzIdYWtgkmmSAphCEtxbWPPVtzXKVMYocWMlxRyMAC0AAS0izsrYrKZM4BcPm+MqZZK2WzWJE173vJQZ0RMgs/bz8V+jWBLGpVaIs45ESmlOOdobVJc8c73Y02+oI6iZHizcN0n77+/tbV1wqRJwnF0qVcgMTcDIKAYEQjhcmtBW8MBOOeMI0pptTZxzH3fhuHzS5dGUTRn7lwdRcLzto8nJE2lOGJyjom36dFnrgvGxLWa4zhMCKuUGArg92zZsnTp0jFjxkyYNMmvr6daDTmHHbuMWGOsUj/50Y+P/uAJoPV111330Y99TNbXn3P22ffdd5+fyaDjhNUqI6KkojolJSWVDXtiz7VDcM5bW1vvvPPOOI7r6+uT60dS9qC1TnZJTDMmU1JS3gJuMmk+VlwIP5udPHkyOrJcLlvGjFLZhgYTRWGh/5577jn00EOnz5hhlNJxvHXrVmJMW8utJYDhHvzaWrJ2+93H7GhUJbtTMlsGEeubmgRjUkophBCCETdIa6H/1hvvG+iLqlSRkllrYgFlh1kGDAQSMQuCwLFINZXnHkQa0QdLgIMGPgEjNAiIKKimcq5z3rEfvfne25+MBnw/E/f2jnYa66seVIM+1MaTUWwC5h45c/ZZh/2zjGKXcc44MJZ8EyQAAth1Q5tosOuOUoyxurq6arWaravD4R6pb/LswSOdbPWZTOY1v9r58UTEEJOaimFp8aYtm/YERikuJTLmBEFPZ+eaNWsmTZrU2NpKRKFSwmvSGplmTEjykCOzOkYyjvQADGgVM0KtgTHBeee6dV1dXWPHj29qbEys/NfEExjnyXfnnBOAfpsFOUYphshd11oLcWwButavLxaLxpigoeGI+fP9bDYOQ10qoeOg1uw1L8658LwvfelLl/37v1er1Q9+8IMnnnTSo3/5ywknnHDFFVdUa1XueYcdfMi8+fPRWm2MTN18KSmpbNhDyqFSqRBRJpNxXXfhwoVnnXXWgw8+WKvVxowZc/nll8+fP18pJdN5likpKW/HlkUAMZRokSSdR1HEibjn6VqNc+7V1y9evPhHP/qRGEoTdxyHc845xx1xfN/1PCAajDAAKKUGdQLngGi1Hpw/wxgAaKWGzVlEROISqdVrGFHfWFCbVcYpMZVkcQjgWUAgjZY4gAPCR7HP2PY6J5ARgkEQHpgqSEOIhACESCg1ONJ1amp6ZsTo4z6+6dFfvbJls/B87vhU0basbZNT5JgJ1YemzDpz/w/y/oHGTJ2oxo1upq9rc76liRAwiRPQrh9pSjqiJtMGxo4dWyqVAAABkLG3ZM0PHSillOd5g4fu73VSSsoxhqqilVKuEIBIlogI3lnhgADAmEVcu3x5GIaHnXhi2NmJxgjfD3t77YhJfareWIPWMBNlHO6KWKiKMFVmYyCNLLBhaBh78J57xowZc/CCBeG2bdL3bRyLXE73928vG4zWSW0DOA4qRVEEb+uyaAwhCtcFpdasWbN69erp06fvs88+XEoVRVwIjGM3mwXGdKGASQfYHYVxYdu2+SeeuPC444DIRpExZt999z1wzhzX92vlsidETWsdhkqpTEMDxHG6CaWkpLJhT1zcKZvNJqPctNannnrqPffcU19f39zcvGbNmlNPPfWaa645/vjjtdbJtTxdlZSUlDffWGCwOQ8RIWMGgaIoCAJrLcYxAChjlj3+eHt7ezafV2HIhXA8r7WtjZKJxTvGFgDADplBiTGVjCdDALKWhtQCECW5TK8moyfPiQ04DlF86rGn/vvdPy9xU5EWOZOa3FALg0YgIDAAAegB++Dhx3BDrsxAiEAIjAEaQmYQGTAwQBYxIokctc07+W8f9OEf/+3WZabXjmlZ/0rnQM7Z4mHZqg/tf9inxs1vqggUAVU1WZZ3g02dnXUtTRaHwhi7vKcmUYIk0gIA9Y2N3d3dJo4BgEv5FjvbDi6TMUKIwaFjw4piO/uVhqaVaa25EL7vx3HscI7DAuYdPs04j8rldevWSSknTJ0adna6QaCjiMVxOY5vuf3eezdEhb5tTNfqPD5xRP3B08fP3W9ycyAorHGBUTXu2bq1VCgcMHt2fX19tVBwgkCHIQLYgQG+o+3OhTBEA4VCX2+v4zj1TU1vy5sWx3FfX19/fz/nvL61ddGiRYxzS5QccwKItRblcmytlJKsfc2ZobXONjXpcllKqeNYCIGM+Z7HiMKBAS+TAQAXkQshiHS1KtKq6JSUVDbsdoZdKckW09fXt3jx4sWLFx9zzDGc81qtduyxx1500UUnnHBCuhgpKSlvw5YdMjMH81eUlnV5a630vCiKXMeJarUvXHDBT3/6U3AcDoDGJA9OGoayv29N4+v+5HUN1uTdAUBIMCxD3vTsqHOmHPeL//1N25Smfj8e8OK+ZiirWkUGDTEfW3OdVT2fXPjPB/qjgkiANSAIMHlpD4c6pRK3yIfUCwgi6BATvzPv/BufvPv59RsLmjU6uczL/SfOmvfJKR9sNr4xikihKzkAs17vmuJUSw4TREZbLXfyK/8DsmH7wjMyJo5jnsvr4sBbfD4gJgd8UHsQcc6T0udEhm1/yUg6cXPOjdbNzc3VOPJcRzLOpMuMMQSMAAgsAEOwIBAAwSBoAAOQjFVmAByAASFAEqAwgGaopIIDcAJBwBEMwqvZaMYYns2aSkXFsZfNmigq9q18fEXP+AMXNjfW+WYrx8gq3pOf9sDa3p9c/+TWGJUTuNTqgeqswouviFuXr/lwlzx/0ayJ0srq1meeeXnMmDEdHR3S80jrQAjYvphYKyCEIKet2wf5B1Z13/TQshc7+2PmGGOF6D9g/46zT5w+MwtNlQ1e2A2qBk4A3DckDfc4GWYjlLJaLK5atapSqYwfP75j5kzOmFGKOw4YM9znCgGS9kfe35m9LRDBmGQCnUxWByCpf/A8L7nDAUBrBsBSzZCSksqGd4BqtSqlPOywwxIfYSaTOfDAA2+99dZkRPTOnZRSUlJS3grPP//c4j//GVFc8q1vLTj66MOPOGLN2rUnnHDC1GkdcbHIHWfPxjHJgkUGxkex/+SOT570z3c//7CqaQayaCJfevWxzClRV6YPfeBDh+9zIB8KdRACIcGb9TpC5K3Zxunjp3S9VNjS2x2Z0jGHHLlov6Mcy3SkuHAATFKxzRgLwxCGJgzsiR2ViFzXjQYKQggVRWKXZcnOrz8oITj3PC+OIlZXRwC4o8AYfviOB48NGckIkORBIYB99SdvfJwZi8KQE3n5vArD9evWOWHvwQcfIpqauKpiFAEnJfMvdfb8/k/3hVEkRMYCgLFkYyA0oBsaGh7422PZ0vqPHDbJ9KzdZ599gkxGOA7s5N0HABKCLBpNr/QN3PbIw3c+/fI2ysc8Axyt1Yj0zNNPbln28NlH7/uh2WNcN4euS7EmY5hwrdW1sNqzpXOgUAiCoH3ixHwuJ4QgIjIGGYPXP1wpKSkp7x7ZMH78eCJqamr67ne/O2nSpNtvv/2WW245+uijtdbGmCTnNSUlJeXtcuCBBx0476jils35tpFhX6/D+T5Tplz83UtVqSiltDvWN+8B2QAAJCxipMdmm4/f78jJo9qvueO33aWBfNZTYBp4vi1T94EjDztqzGwR1RzDkFgy3s0wQgL+xoa34fFAKa/E2cee+pvb/1Df1HjCzKOaue/EKGRgKxWW90BrYy0XIo5jHPJnJ22jdm/fG8ZYPp9/Ze3afaZN2/2W6VD1c6J5MplMz0CBMQaWgF6nlSwCMLCv3h3sYMuGogq4nYpg8OojEz1hXyM6mOuWN29uamsrbtu2evXqurq6cfvPAdG4rdSfcYm5LkhnY7+54sa/rtg4MGb8xGJPEbnjMHLIICJxN4yjxsZWr3ns8+v7T/7AsW5UBERICu53Kh9X2sTCj0Tm5r89/Os7Hm7e55A4Epa7WiuAkAnHBaxUKjfc8r/tuZNmT2zJC0DHRSbK/QPrNmzq792278zpE6ZPVwMDyeHScQwAwnEQkYaqcVJSUlLerbIhDMOrrrrqU5/61He/+90oihBx4cKF1157red5Sqk02pCSkvKPYYzmUZipr1cDBS+T0XHMXTfs6+WOkxihezjaYAAQOWNKcbJ1gs9sHHvp6V/trvWt3rjO8712b8To5tFZkFSJXOaiRQAkhCTFasiW/fsoQ5FuwGAk5M+af1JDQxMq3WgDbgjCCH1/qNaDkLEgCLRSwnGsMXtCNiBiPp9fsWLFxMmTk9yb3Xssk5hJct91XaU1vFEbpUROWEAgxKH2URyAA+HQrDsGaAHMcLgBCYDsdkJi6Cyq1RpaW7s7Ozdv3jymvX1Ea6sOVYy1ek8KVQSqRUY+u3Hg6U0DomFkb6HAOAcyHDQ3EQIjJlrbRjdm/fueWjahjuYePW+M6ceh/ki000Kg69VY8JcnXrh1ybLWmXPX9obGcVErjxkpLKgSkuRChNr9xe9u+9r5p01oCko9naX+Xj/w20a1dXRMZUSmVBKumzS3FVJSMsDhDebopaSkpLxbZIPneaeffvonPvGJ3t7egYGBqVOnMsY2b96c1GylraBTUlL+MRhjwHlUKAAAE0JkMnGx6DU01Pr7hevCnp5OxRBIAyBD5hhwADGO854/MtM+Y9pYQyajslCqhmHVq68jYxGIYDA3Cd+KpEH+3NPPdRy8nx/jeK+l2l9tyDeEhQowXwRZiEqEmHTTR8SmpqZyudzQ1EREgLjbS1eTApIkQ0k6zm7vi5p87CTokPS7BQAkAilJ7SxRbKIZAIAACdECIjGEoU5NQ0rBIkdABIuDo7gJ6HViUBvXru3r69t3332ZEFGt5mSafERUZagNgOfULHtuwzbZOrEUWyr1ZnP1Ciwa5XGqr8+3jpuyYl3Xxk2deeE8v6F7i8qPZVshGSz9ehZ8rRYPMP9/73tCB6PWbQ0zrWNJKcfWXFvlVpmoZMgzDtMi26vgzsdemN6WPWT6+Fkd+1C5ZOMYjWG+D5zbWi2KouRPYDBQIwQKAUqlO0NKSsruvNa9A+9BQ0NViahQKFxwwQVCiLa2tkmTJjHGrr766uuuu85aG4ah2dOJBCkpKe9ZUFUqfjbr+z5DtNWqcBxTLruOA9Ixe9jtShwsBwuWkAAQLWR44CjJStYr86AsoWKBBV6+CUxSB4GJaxwtCA1sp1wfGjLQAQAQy1FVuE42l5MgpWGNXh1Vle8GQgowMUiRtEZN2qE2NzdXq1WbNIzaA72HjDGAOHbs2IFiEd7Cpo2Iw0liySRjeHVgBu18wRj2Hw1PMKDEdw5AO3eT3W42BQEaQiK0RACEZNEaRgRJkpC1BKgMEaAxhgCB8URxJrMh4jheuXKlUmr6zJnoOGSMm8kobbXWZDV4EsByx+/uryjmaiYz+TprjTWaIbW2NGcywdpX1vf0FUj4EUjrZLf+f/buO8qyqzoQ/t77nHPDS/VeVXVXB6mDWq0cUAIFMAgkGSFhDAPYoJmPYA8fNjAYf8gMgz2yl0xYGH8Y2WDPYBYYm7HBHpOMgTFWoJFAwcotCXUO6lTxpZvOOXt/f7zqlpBEt1sS8Emc39JqrdWr6t1X91a/e/Y9O/RYmMF7YB41CH7ce4+ieOeO/Xumh5bG4uaybreEipVzmOfGubE4nZwYP3b1ulUnnrF03ak9b1546SsmlkzxoI/AKtKklVQVFAUpldRqURwrrbUxOopAxBdF+FAIguCZ9RPfbRjlHTGzc+7666/fuHHjZz/72VNOOWV8fNx7X5blRz7ykUaj8Z73vKdWq4XrEQTBU/8403pxFTt6/i2yuFCz1U96NBUDswIQIAEa5cAwAiABLT4K1wQIozFmjAqAUZCEQfDwOUqjQZmzvZlV69dppcFbEgIPhEpG4w0UL/YVYiZjvEiz2dw/PS3MKo5dVeGTtc15mudZRJYtW/bII49UVTUa1H3EsAGJRuPbjrg1MWqy9NhjMbMSAMveOlI/2pN0McsLR9O1CYkICQAcA3ggBbZQmpQyQFA5P+orpUwMzgKyE0HrSesD+/ffcccdF154YbPZVFHE1pIxviyV0gwIROAJkBGExFV5xaAZFSKC8x54MMyymfn5SjXGpoq8RCKRgxPHHxMRPf4nBerN97xTVUUqqtcjH3GOWW6EVy5ftmLF8sy63fsOzHX7NeL9xQEvhCC0mJdFgAdf/nHVzyKPa34VBEHw7AgbRpm1o8/9j33sYzfddBMRve997xtFFFprY8yHPvSh0RggpVTIUwqC4NlolHIkIKMwAemxHZLQa5HRw3IEGCXdL36DwJMVXoza6pNS7L33vjfsHrv2NM9eETrPGnB0LAERXOzgOoqURr1NnbUMoBBHvTLlGW2qg0qxtUmSlGWpjhQzPAOHg4PFKUppQH7SU48w6k0l7IVBxIP3CAxEQAJOgC0rgwBE2lWVMhFbJgadJlJVc7Ozs/PzF198sYkiZYy3djSdjpkNZYyJx0hTDGKVK6dSmIzcnFVV5SOjTazR2emFHqgIo1pROWaf9+fG665FRxqI5j141srEUZTZAoWVz2saU5P0Mtvbtmcw7FZoLFOkCZBInBI7SocTVPJoOXgQBMFzImwYxQbe+ziO/9t/+2+XX3751Vdf/elPf7pWq0VRtLCwcOmll05OTsZxPBwOQyelIAiejRAebYVEILA471kOjWh2tFifiwIksJheP8q/P1TH+/iVMIxmBmeDQaTJlbkiBUqrUe//UZCCBwdHjB47H3zMzN6Pogh5prcaAACYiUhEnHOqVrfdhZ/o5C/nPTOj0sAs7EHpJzv9i/8jQhIHbEEJ+BLyCgjBRMAE7EycOlsSKVuWJk5AIJufL6pqy+bN55xzjmq3/cICO4ejGIxZaw0yAIwqjAXrxvdTtKeuGPvmXfcm0RQm9UGeaY1KgFUMFDmVCOmIbN3wVA2OaRGUh/3ZCJJ6YhIlyOzLRIPhkn1ReD0EyQtuqMixtuKd80smO1qs5grEAhpHGkVIQtgQBMFzKGw4NLsHAF784hePtoDf8IY3aK2ZeXp6emJiIk3TPM/jOA7XIwiCZyNiwEM1zjAq4AVGkMVRboDAJLgYMCwObSAgYARGRBB6wkKYtHZVBURbt25dvmwplBZT7coS4xgP7lsgC6CIoCCOhuHAwVkNRCSjithnejdADm5u1Gq14dxscjSTjJ8CczBPiQifpK5d4LGjsMU7Rk8kUOVQDMFWgAQugqRO2njvABQSEhF7n3e7e/fuFcIzn/c8TBI3P0+jHW8i8H6xZaobIrRKilhQc4aazzl++craPcPhkJKWNjEhAxgiVYkalr7RatrBXCOS805a3aHsCL82mpaunNKpycsBGo3oEAvU4hRmpIdo3igjMQAAIABJREFUjC9AGQKVDWePP3OdEktSgThAw6ARGCAUPQdB8BwKG/Dgzcw5p5SK4/jOO++8+eabP/nJT15wwQVbtmzpdDqf/OQnX/nKV2ZZVq/XwyUJguBZCBeLch+7ll2c5AYAoGSUVTT6Qw7NIBv1YMUnLOxZRGktzvW63V6vd8pJJ6I2gMAVG/YHDyKL/UURHptDj4ij5zX45EXHTxczo9bOually2695ZaLL7kEmOHgoVCpx6XaH3oLh+qhH8sjCqASRhYQDworxsq0+ljbuq935/2bmkX+jQcflrS+ZKJ+7vqVx43VQTxITUnFvquQgMEa7RG1tcQl9fZ2t947ve0he2C/KarSOGDd6KxsLV/XOev5snS5BS4Jdz68vRPXly5dXm/VlNYuz0dz64R51CkVcbQXVEPhmHMEFlRY2RVLJn/3bb/yZ3/3zdse+MHY1NoB1izoEg2QiYhtd/rYxJ+zvPOmX74kGs4coe0IV+uXjf3SRWd86eaHZ6EcOnKq5WxJaECn4mRO1424pso7Ue+KC4+vcw/Fg2gQTV4hhq2GIAiec2HD6M/RLva2bdv+4i/+4qMf/egXvvCFBx544MILL9yxY8e11157xRVXNBqNqqqiKApXJQiCZ1vUMIoT8Ef+QvDHfNmjK2oCoCdb2Cut7XCotJ6bmTnllFNQ6VEVhDm0K3vocPgkH7nMjKP5X84h0TNc24AIzMg82ig+1Exp9IQInxCoyCipCZ5834MRPIFyiKMyD8HMQz9qXPePN96xrT+bq0uWRrfu689G1labT9DffdvLLjp//WngUsGMXaaBQNVYKysSKaJHdtmNG2a23UH5zPLKt6wMUusyifJB95Hd3b27Vl92edYcv2PT9uWdlStOPg26c6A8iGit4eAuyqOxDTNQS4nU/BCAARTrOnt3/FTzt371pX/35X/6142bdW2VQwOqpjSbKufZ7a981Yvf9bqXVHs2p8Ydvl2hslXNdq966bm9XvmZb93WWnX6AFPUDVfm5PLxxMyrKLJZs5p+z1WXnnnMWJzNAACgAdBGWA52ng2CIHiOhA2PE0VRu91+17ve9d73vveVr3zll7/85euuu+6aa64Z3d7MT3izOwiC4FkShyAZw94Ph8PjTjhBjrIBv7UWlGLvSWt5phtbkzFVUUTGWGtXrFjR7XZbrRYAINGoucUTSx2Q6Me9DRQe9YICIEBVoKmi+qe+8KU7tsxnakKrJhhPxBFQPWkX+fB/ffOGrY/03/6G1/KCbiVNKEogLey0eKzy2btu6W67x/tugsIiHsj5SCWRRQKS3vyeTbffEh277vSVx00cs24ws79eT/EI52dUNIIACMjCjhCrYXf18iVveePrTnto912b923aur1f9Kcmp9Yfe+wLz7zkzFXt6sC2euzADoBahz2VgGJjP3zty54f1RrfuOVusogqMkYV2UB7aqA0qHzba37x4tOP42IGwAIyEAhah0AiKsxzC4LgORw2EFFRFMuXL+/1eh//+Md37Njx+c9/fsmSJaP+3IjhyUkQBAGw9zpJqsHAxLEriqNtpqmUQu9FRI2anz6zH60i2hjnnI7j1atXz87Oticm2Fr2Xmn9xGMhIiglzimtn5gzReARhEABKo+RiyY/+j8+88CBYcaxV9rasl+VjTTJMq+ICpd00+Srd//wmDMOvGxFw+2rNCnQIN6mBmBmV2/rfZGdT2OPSAIsaAhTiPRcPmDNrVYy3Lt1bOnSqbGGDLtJq1Nae/hGHAKE4AEBBEFEpbEd5DWTcjUcT9UvXXj6ZeecxILeexE/MdHMZ/aZbGe9FcHMDNQTkCOcSbFFOjax3Oe/+eqLTphKv3XT9x/e9kMVJYgYUXTJ6Sf98hWXdhJx83uThgIeVb2AQ8ck4ElJuGkGQfDcDRuWL1/+7ne/+0/+5E9OPfXU173udZ1OZ9++fZ/73OdGDZfC9QiCIAAARVQNBrPz853JyadQnlCv14d5nsbxMx8zALBzqBQzK4B2u71//35XVaMiYzUa1/2EtTGMvh7xycIGBnGjx/kVxhse2Lppzs34VGodawERCygbzfZctzQqgnRirx9SZ+q9n/gf3/79907oOoBnL6QAlO/t3RqXc4n02TmvNJIRiAqrS7a6WTOJ8rbfFte/89apM84DlQx9EWl9+KJiAUSgg02xpJqdTVpt66wT3zCJZNMN5zQIoWdhnt7bJhFlfa+vGnWwFg4f7iGpOLb7dtYaY8X+hy47fdmLTn51KcqBqjyA1iuoQLcguWu0a1XWB1JMJIijjC980t69QRAEPzE/gyEJf/AHf1AUxR133DE5OZkkyYMPPnjJJZfAwbzYcEmCIAiEOWo252dnx5tNc/Rd5ur1elYUowZE+BMYhsPOaa3LqiKtlVLZcEiIh5u6M1rp/pgABgVGBeIezab9/Tmf+tqSriVBrbXuFsMoihITxaZWOOUbS6exVrWXf+f791GUgmUABURQDHp7tjewTFyufEHADGAZMarHzTGTmkE+74t5XtjXsEPYswvBl74EfcRtHHrMfxiNtaTMDLiEhKohFf2ES02WoNSuH5Vd8AVqrXRivZa4c6To0JQVm+XLoezXJutxNdvGXocX2tBflvI4lSrfG3Ev7iT7tm0xceop9pCwxCRGs6Kw1RAEwU/XT2lKdFVVGzduvOOOOx733IuIyrJcvnz5lVde6b0Ps96CIAgAQBDzhQUiwqc067dWr08fOOBqtThJntl6aHhM0XCs1KhiIanXmZmZSeSJc6CVUpxlJopsUTzJrrIAIDIhlCVq+uGWHQOnM20gUq7MYwXDCk44dvWWrRuZK9HGqSj3CsAMrXNFpY0ZtVMFAi2WbWGUOBDnmZAEETUBuqrIlLMJkNFUlgUYBYC1tOaPWPghjy12R6gsEoEI+soAiTEiCtmBCCgNSgEqZm1VZDHKkMZgeLj7oxAkdb/QU3HCC7OoyFY5mgTLnEwkRY6ReBDXm1+2bt1wUGodowCJkDCBAHgIzZSCIHguhQ0i4r2Pouimm266+uqrH7efMAoVTjzxxFe84hXqKd0dgyAInnsQYH5+vtFqiQg7d7SJRlEU5VU16g4kAD/RsrFGo7Fz27bj168fDZh70iSlUR/uJ30wxKQVopROaS2uHAz6rLRlRVorrYusH6Vm70zXRwqBhXykDRa+yr3zqFMDZYWkSSnIbeV8PYrZZ4zCiAQAIKXPyDrFpXZeoQDFOTPU64CgwDAfIWygRy/IoTsUAwAIA3pG7ckoQSUy+ntG5VBbjB1qjwoOGzZU3mOc9nrd9mS7t/vA2OQklLlWiUmTXLi9bJnz2nb7Ok7n57vN5rh3AgAkQDJq4Bs6KQVB8NwKG4jIey8i55577vvf//7H3TZGJQ2dTmd0V3viY6ogCIKfQyKyadOmc845B5XCo8/e1Ma4qhpN1fxJf6i2Wq1NmzYdt27d6NNeKfXE/Q0k8j/mnThBUBGRB2+1sRPNJM64j1JVVY0gjk1Rxtv3zhQEyBmyL+bdeLx06CUCYc1UOe+UaIQo0e2lFhPEyKMbjeFGEU9DzS52zngE0j2BMq1Bmgho4xXzEc/tY8f4qcXRHCgg6mBDWe8RABQCAcDoHqbZEwrAEWISo8iLTcZag4Xehlv/bfeOHSed+bwLzj/fABSzM//8D/97//z+s84555xzz0sN22IYkcIfCQJDWm8QBM+tsIGZjTHe+xe+8IXnn3/+E3eoy7Ic9V09OAc05CkFQfDzbmF+fnx8vFarEYDz/mg3Yw+OTkb4yT+ISdOUiPIsqzcaLKKInjjuDZWSUUTxhBDIA4nohDRUeRzZY5d2/M6dKmmYNJZiQMKkxvoFu1iRcOxdlNtY2WIwbDeSUso00VCIY9FkmktXLniFmFgqGQgACQRNbizXPRvWJZoSTbRiOZgYyZAFdeQCv4NvGPHRVCUAQAYQAo/w6A87yiBS4A3Yxe877PnXSsrhQprW/+hP/3Tfrp3v+o13vv3tb3/Tm9701re+9Q8/8odQVK953X/6f97+W9f89w/84qtfBVUOvhyN/vBEAAgCoQFrEATPqbDhsY+XiOhx9wxmHj0PG91aQjOlIAgCAJifn1+9ejUQOUT/FMIG50aPYPAnnKEEAKRUp9PJsixN0yed6SYigMgiT76GJlN5TkBAvJTZCWtXLdm8sDAolYnYOwAgSq1ACd6gj6RoJ01b5EvS2nlnnlRWW1NUAIBEgLq5am1WH7N5xuAO7lyzkAXxxqP2mAOoVqO55jjQSpR2hYsMHSHP51BtgyAfChlAEBAASOxizhIoEAIQEAFxIAzCAAK6ebjX9jatRVzlzzv9lJf/zvvY+o9f96ff+udvlJ6LuflPfuYzUqWvv/I1O7dsh/lZiQnBAiIgCimHSjEpHx60BUHw0/MT/8QZ3e1GfxIR/iillFJKa621NsaEDKUgCH4e/WiWJjPned7qdJCIvI+T5GhfTw5uNfAz0Z5OABA8ikXxDFRSWlC9pFhAkHMnZtVJJ84Nt1BUQmnAE8qcH5bo10mxFFEPVXvomxwt6+VxZSPIChSPXLJSZa1FopoMHqKq0S5Tc8H68Rc1h+u72ybLQaHbu2qrd8e6SlK2sbWTfbcUk2bid//2609bX6vaql66qEzqwinYGtSm/IWXPFKbslRvc9Ww22vx9jVz3fYgG5pkT2fZw81ji9XnjJ3wAohaAqVpF5b6T7wQoDVo7ZwDRIjR+cJKCcqJFAQVgUPwB3chDEgMEoNoAAJQgBooAVUD3XhizMDMLkmGw2FVVaAUpq28Z3Vz8vJLLo864/sf2f22X3vrKy6/PI6jtSec8Otvecudd9/053/9yde84TXOGFEJUAOgDlzTLk6sNiFmCILgpys83Q+CIPgZE2ZERCJA9M6VZVmv18W5xUDi6Jf+owcwIs9Uh05cfJQOACAknkHoYBYOea6TgbyS0pm04cq+ToyqpR4qwQH6blOGSEYsx54nTIXagStBG3CFcxIhoXhCD8IIVDdw1Wte0f/762/etm+suSwGEN9XHg0Sl6VBVx6Yf8ULnnfZC89LBl1fFkoZEEsyqg9WK046s2WL3XdtmM4hNmRcFUeG4+a0VSWlU+tPO+aCi2FsCVQogGRJIf5IgYCIE+GqMkTaGBCpsiyq112eZ4NB2mjA02tLhVrP7Ny5b8+etFYTgCiOV61dW8zNRfV6d9u2r371qxdeeOFcr1cOh2Pj42vWrLnxu999yYtfsmvPntbYWAgRgiAIYUMQBMHPu8WNVhE4uA27cuVKNAasRcSn0JwaEYnIWQtE6pkYiSMIKAQoBCzACIDAKAhoFMXAPtFN1A3HkR5fPhgOY0Wcz8b1CqpZGHRhz4HNm7aXle/3ut37xtaccEK6Zp1K243YgAcAh+KVeCUoqlzZSN72ukurL37z7j27D8xV7XZz/sD+8Xa7ERmN9uLLzrvojFNakhlXYBzJcKCT5GDVsoGo0zjzxScdc/yee++Y2b21mUa75nZZjForVq055Zz68aeBqkOOYBJFCJUQ0mMLi621SilC9M5prUUkimNAlCSpjbrNPr0tcVRqfnZ23bp1zfFx8F6UgqrSy5c/cPPNp5x22n+5+uq927d/4hOfeOmll96yYcNnv/jFQa8HRfGJP//U857/fD8YhH6DQRCEsCEIgiDEDeC9JwBljDJm1Hd1tM/w1LI3jTH9fr/Vbsszk6c0akyEAKKgEiFAZCQA5SuI4lqh2vsWfHOstpBDlS5rskuKDKqZ3ra79IZvL+TWZqzj5spma2H37k0HttDdnePO+4Xa+tPEa1QxAIMIgJfhfBS3V9WTa9/xhu898PADO3bNdYdqXbulabyWnHXGycevOXZ2zyO1qOHFqizDJAIuR9lBQhrQANZgxfiKZScvy3qcDVeZLpkU6m2v65UjTTGCRh1BVYBzoPGxubrKGATwACqK2DnnHIgoZvDeAagogiPOeTisot/33jc7He+9eO+YCSDKsj/8wz+89o//eEWns29ujhFdWRLRI5s2LZma+vtvfKMRxXY4VHEMzoV/K0EQhLAhCIIgxA54KCWJnZODgw6e2EziiBjAGNPr9cYnJtj7Z6JsjAQFQFAExCOwgHZoLMam0cnRbM7NPd/87ratXx0oWnfWca85+6SzV3Tm77j9rg1fPnX/FjT1JfXxYVa266RVwWKH84MtN33jtLyHp10AkAJqQAtClEZQDEyM+7ff8wsnHvf8k5cXPqaq6EQQk68G3WzfDzvKwGBeCUKcSpXj4n0MGZUHTUYJs61ykyw14ylgVwSz0qKPkmarHGQKhIohoVCiQeSxOWBEND87u7CwgIjMPDY2JoidsTGTpnm3u+nhh08++eSncxLvvPPO9evXc1UppSCKwLliMOCy/M13v/vlF79ksjM+Nz/3ta9+DZy77LLLrrjiCq318ccf/6n/+T9NHNssI2PCP5MgCELYEARB8HOtKIoojgFAAMo8N1GkiASRmeHoO1OLSL3R2LJ58+q1a5+JmIEFlCCRMIKAQrEOTJx5zcn4v97x0D9///btg5lzn3fenofvKai26a7d++6+5z8u18vLH66KorH2ZO7QkwZwvsyUy8m78Sgd5Ptn7r+l3Vpq1p7NqC2LVqgsgzJQZMccs7Syc6lSGppJxFT0QWxkIBqvL+zvQpy4zIugNghSAKiDDY8YAYlApwkAS1VZUUAUmQQQi2GmFGhNvnJCAORd6XWtJWUJAMIszDv27v3ed29i5wng4S2bj1t73Nvf9ra777nnrz73uX6//9nPfvboLgQAe6+0BsR+t6uU6ixZAszMLEWBAI1225flC88//9677u71elMrV4JzoPVrX//6K6+8Ms/zdrtNWrs8N1EEEvqtBkEQwoYgCIKfY+x9Mj6x8fbbarXamuOPT1otZ+0ju3Y558YmJzvttlh7VC9IALVardvtjrYs5GkW8gowgYBiRBSHtrSOo1qsk6mv3Xr/F7+xYb8y82Z8ddQukmauG0Nq9mZnF8odx9UXDGa5xENAAUNpzaEGkJgYql5LSM3vznZtaa4+S7QuKhubGBWQ96AIqsoQk7CAJe80CgAD82g6ApD2iKI0etAYy6j6AsSAA28X56wJA0AEKQiAE0YhFA/OexHFjAzAjADMRZ4bY3QcA/NJxx33vDPPBIBiMLjqjW+84uWXJ2Njf/npT3/gAx/46Ec/erSnTpTyVQVRVPR6+/btO+200xQREnlrldYgAs4ppUAkTdM0TRfTkJxTiPV6vV6vL17Q0RcHQRD8TIXeDEEQBD9je/fufdkF599www3XX3/97/z2b9uimN6799prP/x3f/+//+B3f29hZuaoF/qIioiZedRF9GnHNQDIgKMZakCk4zi3cvP9D3/+nzbMuLgH9TzqbN87MzbWqpwtIY5MsjQ1LV+aIq/QWIwcJV5FXmkPIMJKWHkreX/2ke1gc6VARIS0BSVgYDHxSAhYiSXxAACoAA2TqZQGIkERZEb0qBgJAEk8iAWoQCqQEqQCKIE9sAexxFaxixSBt4qQiBwgapMPBqS1tRYQnXOotStLXxTf/8EPEPEll17qy/LPPvnJZatX89FHX2KtSRJwLm008jyvNxoAwM6FbuNBEISwIQiCIDhq3/3ud88666x3vuc9V1111b59+9jae+6+2/vy3e/8zRNPPOHNb37zUb8iIhJFUTRaDT/Nt4fCACJAjCgIYKIyK3Ta+v59W/ZVkaMmOYMSze7dtzSlyA7Z+1pqxrRTtp9oQXEKPRIziBexgE5QUGltkNRwYYZ4AD6L0BM7ABQkGMUnAACswSJ6QABSTMaTdkiAgug0lCR+NG2BRA61iB3NRAMiQAXkgNxi1AMAng0aJRE4o7HWnR/cd889N/zrv954441VloHWcbvtqko1Gl/+ylc+9alP6Tgus0ylqQY49Oz/KMIGAAQgoj27do0tXcreu7IEAFqMk8IGQhAEzyYhSSkIguBn7Fevuuq1r399medJrUZEplbbun3Heeedh1qfec45f/VXf3XUryiCiI1GoyzLtFZ72m+QSUAIAJQASdaPavVu4e56aBvUjsWKG97aknXWnWhTnTMDDYVlpDOAPkacVk5EO689GecIiTyjExCKBLUWD1RCsZBGdWa7uKEhDCgoDCIoFgUBSIA8kkNiHL2lSksBogA0wsGYAVFAC6AgHhzp7AAABRAQBcQC6ohLVqbmcteb6a9bt+7cF7xAmFUUcVVJvx+n6cY77oi1XrpyJVurjXFZBkplWXbUt1it2fs8yzZu3PjSyy4jpRARtRbv/Sg9KQiC4Nkj7DYEQRD8LBycDC0iwIwiW7Zue+1rXvPmt/66LQpbusnJSRRJjZmdPdJqFTVI5B0AKWAHJOAKQG436q6qwDMAgy2AS/AFiAURWcw4EhAHcsSmogiAIIgCCIBILLhnenbINIC4a+JS+bbP47zKXARJm1Dm2O4xmjWpfD6uoF5BvbDNwseFj0WJaE+mRMmxgkbdUspgkCJkAVdipBg8EDHpqvQswCKCIOJFPAqjCIigILASQEbkUYQgLCICKKAYI4tJiXUGFAABL1wJl+Iz8CXYAhAG8wvWuvaSpSwASnvPzovE8fSBA+985zvecNUbRTx7H9XrMzMzD23cuLCwsHHjxm63e2gD54jbBd45iKKdO3defPHFGnFxWpz3wkxESOEWHARBCBuCIAiCH4+Z2fvREGgiIkQAeP/V773mmmsufvllMwcOjC/pfPvb347H2lu2bJmcPEJujKscUqSTOrL4qkRXIgpUVWd8ot/PBXSZW4xT1AqTaJRnJECCBCAIAnDElH0EGGUOCQpDo6ZEvDCDeJBhLVmI2GBZVn5zn/b7GkO0gNFWaWamleSunyZVPeIItfHEFbKv1WqOWQDiWJnOUjLjXo0B1YCMiSMkLsTnRd7vDuLmuEqblWUBJE3GaAVMAAAKIAJIBWNGJYvreEFgEq+EFQuJaGGSSLNWoggIAUgrAEcRic93Te9sTbQABFExIAPqJKYkuf/++08/4/SzL7pwMDdrmaFev+H663//mmt6vd5v/MZv3H777ZCm1jlmxiN1REVErCpmjpJEHjOFg4iIKFQ5B0Hw7BKSlIIgCH7qD2yU8qO6WERr7T333HPttde+6lWvSltjd91yy/pTTjnz9NM/+5d/eet3b/rBD37woQ996PCvpjSBL8WxZ6/SliXyAh6Mmhifm992TH3KJlyW/QScsrkiDQAIHgUPhQRHfL+jRfkowPC9PsTNehKTLxNjC6fY6VIj1mvTeVaIQTHWJjt7tCtZqmrZbK2MgCIptRcFqEDZXMWmPiwcqOaKVSeoKOKiAETxngFsUSRaC6FKEjsceqSkM87Z0BY5xAD0I7ctFCYRlMUMJZDRj8MklRECgEolDg0KAwkAGG3KIo+iqNfrzffy49d3SDwII6AAeC+uW170C7/w0le9spqdbS5b7rPCz8y89qqrfuWNb/TWOqJIax4OdRQBsysKrQ93GxWtb7/llrVr14r3qBQ8vZZWQRAEP+ObVzgFQRAEP2VIdKiXDjM//PDD4+Pj3/jGN37rHb/54Q9/eNfWraeecsp11133kQ996Mwzz7z4iiuP8GooPutiRCqpDZyeydGmyx6eqf75Bw9+5Xv3vuP3Pvbhv/7WrbuKA9QZROMuGRNUKELg8FD18JHeLyyORBhNfGPReqIztrRVm4zZVKViU4FxzdZQo4oTcNq61qb5+B439cOJ53XKpFOasaHrDPJJW00AUFEBRi4eH1t3du3408F7rTWIeOeAOW42vXOq0fj9D3xAax0lcTY7szA9fd11191z551PuIexEk+LGyYESICjCMciFCi5lorACaKHyGFcimJlrHULs9NrV0ymEaEwgh/tUZB3Uactrtq/aUvUaJXz3VGnVPG+OzenG40EURkDIlm/j0rpIxVJZ91ur9cbX7IEiSB0TwqC4Fku7DYEQRD8tHlrRxlKABBF0a9eddWVV17ZaLeLsjLGoLOg9QknnvjFf/gHRCz6vfjwSfDiFXlhXshL3V6R5fylf7rp+u/dXpT+pFNO3eezB7Z2Nzz09XVL6695yXnnrVs2HplIPMhoBoI68mYDjKoahEAAgOotl2cc1S4666S/u2ljnZZ6XbfSt4pLJhTWEnsZm8ap24pobwNO7M9FRiI3INcDxUXOqj4xD/XWiWem575Q6h1nrTaGrR2l+5fdLij1rl//9S1btnrvReTrX//6vXfd9fV/2vCil13yhJ+dAfyol5JfbMPKiA6EQTwgK99VqAUjSxGLdpVLFYIbSG/PsevXAmeAEYwCDUClsNy7R9cb43HqbWXS1IswgFGq0+lUWRZp7bJMEaVjY+Kcryp92LLm3bt3X/SiF6EIKCXWhr6rQRCEsCEIgiA4CkopQBRm9h4RwftGo4EitVbT9no6ipy1Ua0GzhV5jogQRYd7OXaAwiwSpdMZfOyzf/fDPXNedVQrWuBaH2v7pZHG9W25/dBnvvSbr73k1ReeoqVU8mhEgHDYJHskAFYAKIwAPsujtNmMo8teeO63bvp+hI2Sagu+9MSRiZC19tpRPW+uesDStp5d6Y9d1ogm62XNzadQIAknjdVnvSA6/XxIxhAUihVm772JY3ZOa/3Nb36z0+mce+45WmvLvGrVqlf/0i/dfc+r1JMvuxlkFPwgIwIiCSESyKj9k4WDtRwelBcRBG20+ArUKO2KABhAABmA4rEmF5ZMVCBFjFoJel+VZTQ2pgcDQNSjegZrkUgbc4S8IxFvrWo2q+FQxXEoZgiCIIQNQRAEwVEQkdEKkh67jcAsWaa1FmallFQVAMRx/O94PYY0BVDeNL/yL99/eDofmg5TItZWKrFoOKqVhNM2a06s+fqGfzv9uBUnT2qUCklVlY+SCPhwzZRktCQXP6ptUGnNe2+LQUd0jkB1AAAgAElEQVQ3P3L1//3nf/Mvm6dnGYaVYF5Y8YCsHeqe1HyyfJ7yT9WxxXbKlytUbYnkr3nZLxx/wnqlY8+aJPLiR31Itdaj2oaqLG+++eZrr732gx/8YOUcanPWuefqOF5YGLIIIgozIO7fv3+4p6dtjhFNLV1Wq9eJkAVYR1lRmrRlna1Fca9AC+rBLbsf2LLTCVlXjqXRuuWdY1ee2ZdUMSTNuu0uxGnERUZaQ1kRKWbWgB7BOAcAkTGQZUQEfvFEISIcvIiPuYBMSeKLApOEq2rHli2NRqM5MeHz3ERRiBmCIHi2C7UNQRAEz3LaQFE6iqcH9sbb71vgZEh1p1PRhghRPKHzRDklC1zbX5lPfv6LjpIytx4prqXeH2E5K0iwWNsAAABKeeZ6LTW2t348/u/vet3Za2q1wd5ofv8S4mWNSEPpiK1SpUpKbOyor/+hOe7f3LE39Jd+e7Z93fd2PZiPufraHkZYb9jHRSzMb3/72y97xSuY2TkX1esMogCEeenSzijK8t6DteOTkyccf/yyFceM1Vt33XHH3IEDrsxI4UK3D2mrjDplfeVff+fOqz78xf/04S/+7hc2fO6WHV+6a99X75v782/ff08+cc0XNsyMn1Q2V+zfOxN3llgn9GixtZD8OwrFn3hDJXJZNuqS5IrigQceWLlyJThHo1KWEDYEQfBsv9uEUxAEQfDs5gVMUoK+84EtswVzs+U4El9FruSiX9c+dj0HTUdxZWpDV9s1f2D3bO+4sRSZwRz54ZEcnDGx2KoVNXPpykFNecgO1DB55xsudnLZXQ9t3z1f3rZput/vekIm1CyGsTMbIUSIDS2ToIf375j+22/d/Zb/MN5RiYdSGTkUjwDAjTfeuHXrI/fdde/GB3748MNb/+yP//jVr3/9iqkpttY5551zzo12YLRSTKjT+ni7fU6ruWvLw7Oz+45Zd0K91RlQuuGuzV+7/vu7ZhZ2yRoAFiLSpEQUwtJ1q79+25besP7WP/j81W98yYuOPabbGzZMZG1lSMOhyXFPIXIg8t6rKOpPT890u+eddx4gemuJyDtHYbhbEATPcmG3IQiC4FlOEOJ6Ker7d98nUSP35JHY+1Qj2cHydlLzC4YzJOCoZk0zaU89sHkHmdQ7Bg/qSEPHFoepjcamIdhsmNRSqUrlcqNKsXuXpf1xO/2yE9decsbpCzu3EuSsCsIy9mXDukmft7xTXpVc63EnnTr19gf2DioVxaY/s8vQjzyDv+iii753yw1vfeubrnr9fzjxxHVvectbOmNjo061RDQYDMqyjKIItFZa2yzDpDbf7as4XX/aqSuXLbllw006Tm689a7P/OO/PDgvs9GKStd81EQdMbOvCuRqaslEbzCc6Q3nC/7iP37LUyqm5sCY+piwLIYKB9vTHhVXVfHEBCI2ly7tzswsW7mSiFQUoVKLc/2CIAhC2BAEQRD8zChVFhUqc2BuwaEiHTEoIoi09OcOSDVIoVRcCHsnVIEeOsmseAFtjCsL+XcOExBY3G0g5awlIlII/bmatlxM15VrKOnu2G68JXBMFUAVcZW6ck86s6fR29+0B1rRXKu+eZjnOvnezbdhVrTiFIrisQdJGo1sMKg1m/VG4/nPfz4RxXGc5/n/+0d/dO655952++3f+c538jwHAK4qpbU4ro1NoAA4W2s1Lrjwgh/cettDW3fmlHQlnfVJDFZXvch2WzDo0DDK9uvsgFvYs6xpjMv27N71pX/8mkftGMqiAPXYHXimo1znk9blwoKIbH/wwXa7DQCjqndvrT58UXsQBMGzQUhSCoIgeLYTQ6hQlnbGt+7OopoqWRxhzzrHVdYrDWM7pdKWYG0Ns5izurYgpbUVRTVGUIeNHDRUgCCoABQAaDwUR8SQToH2vXKuGfmsv282H7JePignC2zVkywvNtVq2XjVGpS+VlNdlymiVDvjq40P3FW9ZG0DvegfHbTsXJqmwGy0vuKKK0aRShJFV//O7wCyR2LS0zN9AAAiRYLsFVvgHKQEamSdNTftLX6wbf+Lzjn/wKa79m2+eXO0vl6vs/e2shzFJ5999s5du208UThIa/U9CJ++fevFv1Rf7xZ4ZgeumADxlUqAtXaamIAGQHGJsUdDwlgNYsWgFFQWRJdJvQ/GmWYeNYYONEBksyld3vqD//Urr3wpyBxDB22pFANbQgVgLMaCROK02AoTh4kWq6BUYgEsCAOOMsEIEJy0RjO9ARBACACAlfBi6yeBMAsiCIIQNgRBEAT/bq6iKCVfXXD26fcfuH2uyBBjj1GlGkBg2WqC2T67WmxMJOWwyrOTT1wfKRTUni0LKHrqq09vuRWPi/WtzvhCvquAvqm1tQxxOD+hYGWa5q3O8EC3LDOkBACIyJY8PbcQ1dpSFMDydLa9HWqLGEuBUgHYajh48N47D8zZG2+959ilnSWnXjgcRnNzc5W1URyT1lGSDPISiUQky3MdJ1VOm3fuW7WqHnWmwFZgFCwu1eVQfQOCEHgCHxkD4ri0qFI2tYWK/m3H/lvvueHBnfuHlmNFa5Z2Tl/ZOeWsF7nmsboailEqScAX4CtAfNxPisIKLIJbnHItBIgCShAFSQARGAUPVlocDNYe/f7wqx8EQQgbgiAIgn8/o6Do12qNc09d9zf/fGNDjVWerEpzFRdSQ/baVtAaA10rBr1xkuWT7XY9QZcjMFHETy/l3nCMkNiq64xtLalb0y/s3lo8XrODEyc668bjb+6YZWQyqFC8qzzaKIqPWXZ85pXiKInUoa6mTyVoQeVJGdEKFAAO88F8vxe3VhwoeG7vkIBPOunYdKy9b9++LMuSVmP3/ulhWSpjUCtEVfoyTSYe2j17/rHHAyexNgwOAUiARpMcUAEAAaOIZueqXNebpNIS63u71d/eePu3/u2hoWUxsdJJrGnH/TuGlv7P9+56z39eu3bl2qbbpxyj86DUaGcA4dHzrcAS+FFMAgCAChA8KEbNSAKYcn4ol3hUN34wbypEDEEQ/AyE2oYgCIJnOWbxltxwaR1/+eLzZHZ7UzLN1guVWMvVmIualVflcNBSroXVO9/8q82YICb2lp/+6GLR0HUmavZ73dWrpriabsZZLL0TV6+Ilf7BzXfMlRUb45G9t5Fm4tJV+QsvuFChBjJPs044kjzhPkkFSFalA2xkqj5bMNU6uShK6w9u2tzLMoziEmi2N9y6+xGMEyZlRSgyFSgXjf3tNzfccN82315ZQI3BoCCBB/AAIkgMSOwMVyiVTiKbF32r9pTmixvu/8rtOx6BZf1kZZVO9aG+4Ay1V3T1+KZB/PGv3HJflqBJPSkGAK1EHtOjaTRvG7yCiqSCQ4cTHN2XURBFgQiIB3EgntjT4ugMEUABkhA8BEEQwoYgCILgaBbugK0x4oqyucvOOfkF6yaWwnzTzydVN3JFBI6qQWQXViY26u78lZedc8JUi3wh/T4pA8aMHqg/jaBFAAmQapFZ2ohectbJZjh9xgmr5nvd+3fuLVtTnLYrk5TMCNZImWKxZqp55gmrU8XIFpx9OgfXPDB+GiUDxELVfX1ivhKd1llcpCXrzXuAbY88sndmDk2sazVQsQMUpVjYuhJVvOtAX9orP/6Fr2+cznPVZDCKCVkAGNAzEgAQCIgFtpBGznNz9THfuO3Bv/rO7cPaCmytpNbUgYVh6ThK6pdd8aote+bzePyBA+V7P/Y3C4NCxXU0MQgcHMUtiAfjBxxtaBxKiGIEr9lGXMW+Srg4OLt61PqWARgWYw8cbUeE3/0gCH6a/v+epCQiiAAC3rnvfOdbyH2jc/YZiVoyOXXqGaeGSxgEwc89BR5A6RpypPx7/+Mrv3L9Ld+58+EFZ5ypAyTazhPymonJV7358ucftzQuZ1IFTogodmJQ+OncCVgzJVrKLCFUQm940cUuS+7cuWumxGFcj5JaDqoqy2YSGa5wOF/H/BUXvHSJqqiY1W6IJvJeiAiNEecEAEWYWWnNAHTEzQhEcA4AgCItxVTdrWqbPdn8oIR6a8xS5AHiJCWlPahBXkVRXOTDlAwRiqu84PjkiplhvxV1PvKXf/uhd/zK2noMtgCN4jwSelAKGZhBGMDD7GxSX75j9+C2h7ZXzeVejM2GBu1Uu+Hybjutb37gvqrM4lotr1iBeWjrzuYZJ8SkqcpRKQBGYAFEEEDxAgBIBCCAo3jAM4ADFmAGRNApIAI4tpb0oaILZAQA+pE6hyAIghA2EBEi5Fn5X975jtmZHcesHBPpLplo7n9k/3nnnR/ChiAIAiEtjAhsUDQPlsXq7a960csvOnvDHfdef/Pt8/PDC88+8crLXz7eiCObdXA+YgvgdVzzohgNgX06688Kq8gQOAdgJCtm7vvhmUuW3P7QfVXUss2xR7JiDHksTagc2Pm9q8bMa1/ygovPOC4upxMsgCyg1iqaX1j4/Wuu+cSf/umw31dKffCDH1yzZs3/9eY3jyY2HOboThLWOjIA2qWD6XaZffg/v+Ldf/S55tQpWxdEGivq+V7rnZeKTGKiJM/zWpzacmAIkkiLQydiVdTn2o6F6Tsf3LbmnLXIAIgMAoQHF+oCIiAEJipZZvrDzXsO2GRKG9VCx2XGZT+BspNOzjyyTYu1Va4pEfEP79h98knHaUJCOrg3cGhvAZCIiSwzshACOg/OktGQGPAOlK5KiowWRhqruYUFbR69ZfOovjoEDkEQhLDhEO89ANx7771lWf7ar/3ayhWtG2746tlnnbr5wU1r1q4N1y8IgkAABZEESTwCk1iu7Oo6rb703Ne/9DxAQ5gr8egWooYSawFAQAkaBkIRfHprT62psP00TgbTvelte9YsW3rucafi5LIv37nxgbmFZbWo1h8Y55tk1x4/cfmFZ1146to2ZEpKIA8i3jmn+eMf//i//MsNVVnev3Hjf33f+97/u787PzPzgfe//4Mf/SM67NsrzViu4oZbSLJZ4LxJdv3Ykpeccuz/2T7PaqqCeoNdI06YtPVgra2nKbsqIoqQ0Zax9+hVSQRpo/DdR6bnvF0FSOCZRUTRwQJmAlCACKQ9UHcwrLyjRPkqM8Ii1hBMjk8ISLfXE9QgHsED4my/FIpFMWIkvkJiBEFYbHcrLABEKmICJ4iJGs15IAskTqGuyDAzCVM/JxM9Gm+MOjyFmCEIghA2PPm9oSxPOvWU41ZPXn/9V55/3nkRmoce2vTii38hXMIgCH7OEXiQg7nyAgBAzEahrwapgIpi5yu2hUIBNojEYBi0ACoRDflo9vNTP7rzMaid27b2etnxJ65P6g1w+37xpOYlZ142Xbr5obWVTUjGG1E7hpjLyM+DtxjFUiEmDVtV//W3f/ulL33p17/2NRDp9furVq268AUvKMtyw4YNWise5SD92KNXSqiQxJvlGC/zSL1B+Za3vMl99Zbr795WIntFznvwQqA1YDkY1mNd5llnYqyRqpl9cxo8NNrztkqSWukPFhp4BlKV0hGXAChACAZQAAyDEhACa6RgUQjkhaxKds1lZuAKqEVxrbKMqEXQkfGkPCpBFBAUWcwwAgEQRehtZT1IMpaxmR5Wj8z29k4vDMsyShpj7fZ5UzTZHisGc/VIIzhw1SjcGPV6CpFDEAQhbPgRzAwAzzvreSJyx623jdWfb639vd/7vUbSWLNmXbh+QRAEIB5HEwYQBRQgOsdaG53GUlbDXk+lSdJsg3c+K8QYxoSBlDBCgVIIEKB56mFDxdt/+LCLo5PPPqvwVSEDE/maif4/9s48Xq+quvtrrb33OeeZ7zzf5IbMM4GQBBKGMEVwAARBfbEotSq+ah2qldq+1lbltdaJtzhrtcoMFRGUSeZRIRBIQkKGm3m4833Gc84e1vvHk0QIFppWaiLn+8lwc2+e5znn7Oc5e//2Wuu3YGQwRylwRjdklSSw48AOAgXlMggPnGf9AvrpG677Xl9f3wknnBDHVkh5+oo3PPvMM6eddsbQUOXa636Ar6gZACClR1J+pkaNT/cXH1iz9Zn1/YRu1uSes05ccv6pR//Tl76yzvYYHaKX9nxfGweIgSelluRMc64QaLNp+x5IpVAQCUVERASGQQBIaRj8eooS0n6/KckkcrmsL5FtjSBtndToqSDQJtZSxC4wKDVqT/jGmGw+Zxw6YGOsIgJ+cfc2BmuFtcLPjsTuyQ39tz+0clX/Xu3nrZeuxo5RvKVh90Xnnzt9UpeLy3GllPLkfqHAAA4TzZCQkJDIhhcjhAAAKcVXvvKV8eLu5paWM8444567bvPIW7psWTJ+CQkJCfujDAiAgMCAJKUzlnWFiNLZrAU2tYiQQUoEBDaESAJdbIWQAGiMEUIgomVma5FIKMXGACI7h4jMTPQ75z1mRkRrLTNv79+SzucbOzrBWIVIJMhYjmqADOQgTVJoZgBywAyVKvopRuG0tWi2vrB23dq1H77sfSh9JIqi6J7bfzGwd9f3//VbIwO7b/v59YsWzUEr6pZDAIDgyJk0OzAxkhjTsSg0rN9R+cX9dz2yYWRPHKCfhriyeXj97fc/euzcGRe99yMNQWHP+MD/u+bGPbYaB63Cpcul0SbCytjYRmend3V1lkq7XaVG5BEJP60xpyAiVyKu+q5MpoAEDh2QIWeNhZTyetKpKR1Ne3aMQ8oZZoFENe0b9L1UuWZECgEtyjAylQXdLY1KK60RaF8lNO/THwyIYLSXKWcbrrljzZ0PP7l3vGL8hirlDKdBOgH2oR167dX3n37iorcundaSYYiHAchhYFG+ONkpISEhIZEN+yYnAGAHvX0TunRDtbJ3/jHHLjh6Fpr/ToOghISEhD8l1SAAfmeiisBYzztCALDAIGBfs2NEAHBCIFsLFiwwBJm4WCwWi2vXrp0xY0ZbZycKsXfPni1btrS1tVUqlTmLFkOtCsx1CeGcC8Mwnc+jtTKdvuPWW6dMmdLS0y09z2qtpNQRkEzDS46oDgEAkGetQ0+JjKgMDq56/IE7br3l5zfelCtklfIuvfTPTzp56YVvf9uUyX2pmVPuvuvXkJJUskDSIDEisROOlYmBhGFQhebnBsx37n7m6Q0jkd9YlagYiCRSzqTUHc8PPz326DfOOnpOR2Z6lxgbCYd0TbDXQj65mKQ3ZGS0ecfZi495ZPUzHI3Xdg+fcOwFDnykFGBVuEqKInCNgGDIIhpwWirPDe3qmrVw6eypj264Wxb8SGtrOAcqRam4HHa3tg4VB4Is7RreMX3OtGMnNGah6mxEnueMqY8J7gs3IFhjs/kf3r3h+sc2x9gQKQTyQgoMqIBjZePh9MT+cdj58OaG5tZzp0oPNIBkVBaVAE2chBsSEhIS2fBSarXI97zdO3c98cS9ngh1PAwcZlO5VCZ//PGLkiFMSEhIOCScMUjkrCWldLV67bU39Pdv7Zs84bbbbjvhhBPPveC8m2++WXmeIGpobp48ebKXShERWFtfpQa5fByGOoo2bNiwePHifKEgpDRxDADwn+gcJzzPRCHHmMpmzzn//PPOe6tELJUrixYv/fFPr7nzrjt/+OPrTlp+8tj4WNFwtcQ+pS2SIWJwCqwQaFACk3OuZvjGW25bvWHYiiwJSY6JAB1aZ4VQnvCGRse/e8stn/vbv3zLKctXfvea1obmCAAkljVq9GuQIeXd++Sqo/raaf22d5578uy8TpsSYggkDTVYYB9svbbBgiIEBMIgqG3dsvy4uVsq5Z8/vkEF3cZzI+gJGbhAj4elQIGMasdPmnzJeedmMptsrYaIYO3vuTQy2DlcufWuB0dcPkilSCgiIdGx1YIjD40lzAfZ8VLp6utuOvFj52UDD0BYRACWzgI7wKR1Q0JCQiIbDmybIaZS/sCekcs/fbmUYeDpTNoSxr7wZ8yYnciGhISEhEOWDc4JIiJCIcJKZdu2/s99+UuVwQFzzjnf+c53wJiRkdEPfeh/N3R22koFAXQUKaWstUopUAqAtbX33XffGWedFaRSUbmMAPVEJrZWyleZVirFYjqTQd8XRFytYsqPR8f8TOqG635SKxfPPOPMY49ddN0NN3X29Hz9yk/U4tA4Z4gcAJCzFpghdgSoKJ1a9/ymZ9dvRr/dsYwi7VAys+95LtJRrNELHIq1pfK/3nDjn533xr962wVfv/H+clqgRFQeO8+xNxaHbGrNu7a/d/mic47pC8JtKB2Qp0U6xqwF38cBAMkgHAqBJKpVTKVT7NpT/K4zlkTV4PaHtza1t4xJHInGfB9zoHFkbyu5vz7vwslpZGOYWQhhjSHxsrZ66D309POxTAPmi2E1LyQwozMK2HORD2GEYnhsrCGXqWp87Om1vUunAzCDRHDIBsAeQb4mCQkJiWx4zbHWau22bu3XWp908rI5M3udGwfUwnAu15CMX0JCQsIh3/c9zxnDzGhMOpNZvHjxZZf82dJlyx584IH3XHqpsVbr+Ac/+GGlUj7uuCVnvfENUohY66G9e+M4ds4ppYaHh1esWEFEulolpYgIiNg5do6I+BWTZ4JczjlnSiWhFDOLMCTfs9bOOfYYE0XC97paWz/8wQ8K39fVKlgrpAOHDhGsE+BQ+gwEIjVYiq/+xT2xSBv0HEpGVFLaqGKM8aQkITVIRDHgNTz09OpLTj/lnHkzlUt9784Hx52O45qAdF6izIAbLU5r6zluQvvwc7/tntULUjoJFtLopGQPwDAQgHQgLArhMbADVwti7pDqQ2cffdKUWY89/9zD/WuDuNiYSs+b1D23afY7li7J1spKV0EJ8jywFhHriV4vvhQxi92jYdmI2PP8rGdrQ2wiJPI9EbDFsCy9TD5TsI5ji3uGizH6xM4CSbDA5r9pgZWQkJDwpyYbPM+TkmbMmAUAs+bMPmb+FIAicOQiKzN5sHEyhAkJCQmHBFvrnJNBYKPIAuzdu7dcLltj1qxZMzQ4KIU47bTTFi5ebOP4M5/5zIoVp5OUgZS+76fTaSnlyMjI0QsXujgmAPI8ZjbGAIBUCusb6q8oGwSitdYPgqhW833fAklFkrA0NJRratSlMZXPyzB24yVGyhQaoDYikRj3uQ/FlYofBICKsv5zm/fG6XaQHlsZx0YB+YpIWx1FpAJtDUo1KLOdYnxo25aeWbPePG/C8Sd84L41q+998Nc7dw5ICVOmT7r4gk9N1FF7dXh0fNvwnsGWKb2aBLLxXSQMg7JMDEyM0oGzQgrQoECYcgFFISV6p9NJU2d9smFhDR1bzdViuxKqshUEQxyzaERma63w/Xptw4txJEqxrUROK7K1WoOQwFYQZVNeSioXc6wj50JHvvJTldg6lAAWkIAdoE3cVxMSEhLZ8NK7qnOIEEW144477le33VYdP0bIGroaOco3NM9NukQnJCQkHCJIhM5ZY5DIWHv//fd//4c/FFJe8Pa3X/7JT7753HO7ensR0c/murp6Nm7cOHXqVAZoaWmpPzyXy4G1dZs7dg72W97Vv3510WIMEbG1nucxMxBVYxsomclmQUeCHMQ1MLFMp4R1tjQiRARCojUADCS9lFcs1Yw1kVGQyjnhRQYY0fclgst4IpdvGB4adM4K8h2hplxsicHC8PYgyDVE5sxZnWfOfhsyAaeNMIIHGiwDQ+Pk2btG9qzdMtQ1qS/DDm0JLIC3r35ZOEIGQAEcgdWIDrQDvZeQC0RcVHkkACBgjEOQDtiAz/UidCEEGEO/51qAJ4U1WhD60je1okRwANrY9nyhraNhLGLR1Ds8Xk6Vd2UCEYVVJVAoEkiA5JxFZiSqX3wGQMQX93JgImTeFwUSIooimcmUi8VsPh+XyyqTIWYbRYhIiLExBCCVAs/jKBJCJJGMhISEI0w2VCoVANi5c+dTTz2VCuzNN98cBDFyhBZnz56XyIaEhISE/wLMjNaiUqC1UoqtldncwO7dvu+DH/zzl7505ZVXKuCdO7f39va+tntD1gEgM4NzINEgepk0otC12DIGDY2V3f0oRbq9FcrjrCNkGyjPhDVCpaPIErPA+nqd2ARCHDd/9p133sWSvCBTtS4lsnG1qpQDLwYuZq3xYiOxSmwAPGOYwBF74GfBa27KNb3wzG8B98zq6wGoAFlHksEJ54gdgAN0+/KCHAETCANkwSFaFk4AEBCy8LWEWDhHkA9f6dwV2rRwXS2FnUZbF6c9BVZrB+PlMBot7TIl9FOyzOOl6uwW4Qv3m0fu85UMsk0tjfmenAwKeSYyWhMReR4CsNYMwMz78sScc87JdBrimAGC5mZXKjVksx//yEdu/9Uve7q6b7zxxqbm5icef/ySSy6JgC+79M8/8olPiFpNpdO1YjGVSiWflISEhCNJNmSzWQDom9T3vve9zw+soipiCTkiR5mktiEhISHhv7ZYd84rNMTFcS+dfvs73vG5z31OKaW1vuiii2rDQxdddNEVV1wxPDy8eMkSmUrBa2n0KZAJAa0mKQ24DZu2d/V5Xra5lMLRcqSHXCF9VCYdhNVKJtUi4rIUUg+PZ9MKSrUFM/pWbitHAACMbAWbuFQaH97TVEhXrSjqyFrKVqpduVRHew7sKAdNyM6zDGwBYiAtQQAQgDNonfDYwilLT17z20d2btzc0dsh2BqSwgGxQ2cAHYB1xIiEQOCkQc+hEygESiAJIBxRTBAJiIktQR4qr3Du5OJjZ/bdtPJRIUAp4XSMQEwSSAE5kGiRR4ZGMr7au33LrGXLTp7VpqNorMrVamVgZEwPDEYWEdEPglw2m85kPN+vhw6ICBEdABLpalUp5awVtZoFuPP22zOZzNMrn77h+ut/9NOffOBDH/7yV796/4MPptPp//vFL958/fUXvu1tplZLtbRApZJ8UhISEo4k2RCGIQD4nn/iKSfpeExw2fC4IoPkcWQgSe1MSEhIOESiMPSCwFXKJCUYc/Jpp82ZPbu1t7c0OBikUiqXO2X58lPOOKM8OpprabHVKhC9duXrvtoAACAASURBVAeDJiJEkDIsV7x8QTR0rh+On3nymbsef2ao6vxcg6jUujsa/9d5Z05pS7dIIV2EyOCiliB97qnH//ZbN0Euj8AETrKRaHdt2djWmN+8a9gYmU43qLGxk5bOaMxJLofOR2eltAqdBXRAjp1CVlZQyDE6F5Bye0Znz5q75rePVq2duvBoVx1CAMUO2AJbEM4BMwpAT2BAziFYALSE9S4ZDiwCeI6VY3i1Ns6IZv6U7va8Nzpe8b0MIVgiw8KwQFaIvgAjPVUcG547ofH4BTOgsk1J0drUYJubhGkBYFA+MI+PjAwMDKxfvz4Mw8bGxra2tqampkwmE4dhkM0SIigliIBZCXHW2WefddFF4cBAJpMZHx/f3d8/ua+vo6MjDsO///u/v+Ir/6xyOdZ6z6ZNHR0dyYclISHhSJINSqlqNUz5wc///ZahwS1ROBQEsTNVtNjXN/nUM05NhjAhISHhkCAi61w9Lb5YLGbz+aa2trhcEUJI34/Hx4Xn2Wo1WyjElYpSCtxr2Y1YItQqgCkv8K2FgVL0xKatj23Ys83komwhYpnzYHQ4/Py3rz/j2ElvWzZnQgaUkmBiMDBncteio+c8sGkcmetdk9nE46OVpqZmE8d+kIqtXdDR+razTjK8xc+nY2MZPWIh2ABZTY6t8thnAQ4j30Ui1gAMsZl19MKnt278zfOb5kxsEADADGwBLYBlBIcCUDnwhNPCGUDnCCw6QEfsJDs0BhwDOxC5Vzp3Z9Ief/x/v/PL1zyyZecuZ2NLwJKYlAVrrSF0hHLWjBkffc+yWnWv52JACU4zoAMCtqA1IOby+VwuN3nKFGdtrVarVCp79uyJ41gIUavVfN+v1Wq9vb1NTU1GSogi59zll1/++OOPX33ttd2dndt37vzV7bc3tLSs/M1vxgaHwDldq7X39IAxyYclISHhxYjLL7/c87y65Xa9eAsPp/Yxw8PD2Wxh9+7d3/vud/v71wsyw8O79u7ZuWPbjtbWttlzk9qG1wW1Wi2dydS9HSFpjPp6BSEMq1U/lQUgELLeZxf3/YjrfyX8J2UD7S+f9X0fAZBZENYVQr0WVggBzOI/84lDNMaIIIiqVWaW+Twbo52TSiGRjiIZBLVKBRBlOm20ppdOMRaJUp42kcy3b3Ctl111x/aS19vajqURU6r5KmPYRUyRn129Y2xXmWcds6xWs42FgiyN5OPRo7rbtvdvGNqzI9PYubsmxzO9qmWKDHKmuDdf29nNe//xjR3TuhtIS6QGYuW7iKgKwgCgcCjsKJT6SSoOM5TqLtpANbfVjNWMrU3tuzdtp6jYnMsCRyAd+F7MgcYsg6eckVBG0pDPxpWS9D1TrSnpE0odGpFpAPQAlHZOEGmtRSrltD54enWkrO5T9viJuer21bu2bPQ9UoQ+kQVyKjdn8N4FufLfv+vUSb7xyQkRAAaAgABMAlEQcr1pRh0i8n0/m802NTW1trY2Nzd3dHS0tLR0dnam02lUqjI6mu7pEXF82pln9nR1/eLWW89YseKYhQs/c/nlK5988oorrvjNb35z/KJFfiYDLz/aw+t2gGGtVq++qC9cks/162UeQGAEwP1/OA6jWGazIhVgECTvhNcUa+3hHm0QQgSBt3lzf7FY/MEPrwJXuvmmH77jf11400+v7erqSoYwISEh4Y8LMxNRWC4HhUK1XIZyWRAJonK1ppT0lArDMJXNOmudMc5aeGk/OCIMw8jzg/Fq7ZZf/VZlGgbHij2NqUw2XwUzGkeoJAI6QG3h2bUv/Orue8+YfRTwPpvXiW25v3zPBTf96uE7n1jd4jWidZWtGzNTux0U50zvueDsM6Y1RSAEgGHn0B0kgZApqzMZ9tueHowee/DxweGR7du25gMxeVJfZ2fnvHkn71l3h0iN93S2mUoFLJBME+9LSAIgay0UizKTMWGoPM8aw0qJdLo2Oqp8XxBJIawxIghq4+NeOn2wBmMAIO1sW2vTn73jgtkLtz+zYefqzbuGi8X25s6unvZzlp23dMnCvE/CVNC6/Y/ZL5YPMU3XRlGusfFT733v2y++ePasWStWrPjZz35mrV23du0v77uPrL3znnu8IFCpVBzHXjoNYZi8vRMSEl7M4S4bmBkAs9lMc3Pz4N6Bo6Z07N2z1/fU4sWL77773mUnL0uGMCEhIeGPCCoP4ijI5YZ37Wpsa4vKZYcogwCNNkb7jY1mZCRQSjv2tFa+D9a+ZC1rbZDJx2E1nWl9+KnnyuooL9fav3Pv6UsWDD25SoBF9AyztuDnG40u3v3wk/N6Omd0SEZhopKCWqcwH3zrKX9x0ZvvePCJm265LQqrx7V1N0+ccd6Kk11YIudMuSo9DwDY2f11GgiIADwumsSE7lvu23DVTffuLepUNos2T5X40ZEdADszD77w5bfN/c3a560TfR1NgAjWAAED1Xe4hVTWGIjj+j4/WQtKgdaVSqWlpQXC0FkbhmHG951z7NxBW6FMhMpnY52uduSCM4+bufy4eQ6UQ2k0CyFbZFlXyqBDXxIICTqEfQ0s9m+3HopwqMeXLrvsso9/6pPXX33NRz72sUmTJomGhu9++9sdbW21Wu2vP/rRm3/1q2qx6OdyiWZISEh4OYd7klKpVMqks42Fht888UQUlyZP6l69+qk7fnnrc6uea2/vnHf0vGQIXw8kSUoJkCQpHa4YHcsgFdeqtWr12VWrpJT5piZ0joXYsXv3pnXrWrp7aqWi53uoPLT2oFFiJEZwIH795JrH+ot7uAWl8jga2rOtu2fCWKlqAVmpmIUGwcYKE/W1Nh89eZKtVW2p5CkR2CjFYcqVZ3QVLlqx9J1nHX/c1I7xrWu6C17BYyEDQmQEpzVgfb0PAMiAADTu52/6zd5//cX9Q1goiwwHOS09K4NYpiKRKrHqf+7JpSedWhwbSSlOKUlgiZmgniiBjpkQHZEgYmsdc1gskudlcrm4WhVKMaIFIACUsp4b9mIckAUAQiVYsvZcFNhK2pZzttRoi81Y0c5KF3nkrK6CifcdPBIDOSJkpkPRDeh5Oo7TuVx7R+fPf/7z+fPnv/3iiyXi4kWL7v31rzdu3PiPX/1qR6GQ7enhWi2OIikP443FJEnpdTsPJElKfzystYe7bBgYGGhrbfF97+STTu7oaMrngq6u5kcefiDlpy666O2ZbCYZxUQ2JCSyIZENf0RIiLHhoQ39/Re/4x2lUumqq66a0NNz1OTJv7rttn/47GdHRkbuvP32t178Lo4jiWCtPWjxjELGsRZe+jvX/mK7yRdTPXsGhtryHkTlTL5QjUw1jA0pSmVZ+gLRAzuxqbBk5jSuFH1nkJkCJUyo4nIgjE+Rb6tKl9pzqfGRwcamRm3RGWuNVp4iKYAZAB0io2AUz+0s3fzAys27BiP0s/kCm9hG1Vyg0r6ntfE8ZSw+ufKZN55xcv/qp9saM4FHAIxAiOhQoJRsjTPmC5///CMPP/yr228noq7ubi+b/c1DD33jq1+1cTz76KPDYjFob4/LZXnwuZMFx6AFW8FamUhEJd9FEiPhQkAdVarZfIZYC2ISApwFIEB0SIyEcGiyoVapoO8HUvb19Cxdtmzm9OmUzVaHhxu6u5ced9yyU0/1mVOpVGVoyBmTmjIFSqVENiQksiHhxbLhcE9SCoKAGfbs2rt27eqe7sZcBjo7u/7xi1coEA5EYsCakJCQ4JwDAJIqrFaCVKqeh6PrfdyMQSnreUEH9ob+wK9ubWNX94033vj+97//kksv3btr1ze+ceXJy5d/7nOf++nVV0+dMuVTn7p8y9o1vRMnxnEsfR+YnXMkBFuLiABIKK11fhBEY9r62NreUanuFIzbd+8RQcH3oRprSxGTIqOdNdZZU890IuFCTSYCIvAUmBh0BEoiUr67Z+uuvSZmEXgoHVsLQjgdAzOSBCAHAqV89tlnNq7fmPELSGCK42kBUVgmDi2zTyqqVfaqTOzC367tf+vipVvWPDZzSq+XzoMAExvhSWA2zqEQAwMDb3rTm5TnFRoaAt8vDwz85Kc/fefFF9/6s5+NjIy88z3vcSMj8mU+ts5pQhZEyA6YQZKgFDADMzgL2mTTaVsaI4HoLCAA/u4Z6NX9XQ8mlUo556xzQkrnnJCStW5oa3NhCELYWi2dy4Fz2VyOicJNm4IgSD5cCQkJL9knOsyPr1gsIsLg4OAPvvf9L/3fK6644oqrf/rT0aFBCgLWOhm/hISEBFKKiKyOfd8HgME9e8rj40opdM6SQKIDaoFfg2Aded7eLf1t3T0PPfRQtVR69tlnJ03q27xxo7W2b+JEVWiYOXPafffdx9YqpUgpRARmcA6FYGZrre/76HjW1GkpJVxcc0YjoSURWh6txbE2SiklKPDQJ+ehK6R9cIadAwYnPC2zFgMADygA8kGkrCOQmRgD6+esdcxIiOAsIRERMzOQdhwbXLd5J3tNGtLW+QRSh6a1oVmCNBp9mfJURnsFq7Ibt+1N55sn9E1+6P4Hq8MjtlqTmbQxJg5rnu9LKbu7u99wzjlLTzxx4bJlOoq++MUvzpg5Y+mSJW9+y1uuuuoqV6sRIr1MswlkiRadBsfABJaAJYAH5IPMgsygs0IiAgAJQAFYr2oAYgBw/4WNM0Kse2QRIjBLRIjjehRXCAHW1kULWptohoSEhJdzuEcbMpmMMW7KlKl/85nPbNv+fFjeu3vX+q9//euFTGHhwsWnrzg9GcKEhITXOWwtECEzen5cKbf19NhYW+cEMzqrgdX+7FOu7/T/Qdu3sdatbW0zpkz+7p49f/3Xf71p06aPfvSjpWqViICIa1U/CIrj40jkmPdu2TI6OkpE1topU6Yoz+N6ga+NTlp89L89sC6X18Y6AuMQY/RD8lNSCyGMrkkgFRddeaC3JackaAQGdCAYBCM6JiQGZ5GlJULNjc3tm/u3T+nrdc6SIHCW2aDwTKxJIAoZM+4YCUuiJ0bPoIcAUokYRegilc0NlsJ8U6uJQqn8dRs2hRYamlqPO/7E/m3bIFPCzVtTqXTf1CnVKKyOj6985pm/+9SnmPmoo4569wc+cMstt/yfz37WOTeht3dwfKxSqRQKBRTiZR0wEBihXisBBICMwiI5RAZkxMBY2Ff4vF9y7FMOTMxJvD0hISGRDS/BOYeIyhNB4LO1nucFqYCZy+VyuVxOxi8hISGBndPGIKKPMDw21iwEkUCEHTt3NjY3e0I4KWl/zOEPHnCwzID47W996+prr62nSL3/0ks/9/nPG+NZax3iwMDonNnTnHPO2vbe3rbOTqf1ypUrUQhrDCnJViunO3PZMxbNufqpPZ4KJMcMFFFQpZznxpw1AVoZjue5+KaTj5nemQdXBas1oyRkjuslzgxkAcmhUl6tXOzuab/z1lsndHdk0oGNaoIcAgIyIVlmR8IxhcyxQAPg0AowxKFS3sQZE9Zv6s/mUuXqSMpLodPOOQtCo0o3dsxo6460DpBAiqhWlZlMztoffP/7fiZTGhtbfvppp5x2mkY01jqlXuXSgWTwEPlAxhECIxgEYKzncAvYn4vEWLdPqlspueRtn5CQ8D8PHf6HKASue/6FL3z+C9ddd90999yTzWY/+w//8IWvf/2cc89Nxi8hISGBfN/GMQrxvW9+8zOf/jQ6Z9m98Q1vePOb3rTo2MV33HGHc46Zod4PjP7At33pB2AMUWrzxo1+Kp3yvPHx8Z4JE33fbu7vHx8a2rmjf+HChSqV8lMpU61KIbxUqlqt1kMfCIBIBA5N7c2nLu0sBB5Hgi0jGpSx8JgUAaAzpjo6c2L7eWeelBEW4hogWusIWbhQuFiyJWAE8IQANil0novmTe4ZGBwEpdjV+0UwWCOUspYdg0NsLAQeFz0YD3gk5UayMFrduxYrO+ZMbMDartaMFibUtXJ3V4c21qEnC43VSi2db3TGkDFBOmXGxh5/7LE169f7RL5StWq1Uiy+ecWK8dFRj3nr1q0t+UI6ncbfZ+fgQBr0LCoGCUDADKwFx4pDj6seVx2K+i9LgkEwCPe7TKck2pCQkPA/jTwijjIIglwuNzo6NnnyZCnkqmee6Wrp6OqZKAUlQ5iQkHD445zTWvvptNMahUAAba0iAkQdx8r3wTlrrfB9G0UiSIGO//NPbmq1VL7wxKOPPPHEE0SkfP/5tWvf+ta3/sVf/MULmza948ILl592WjaT+Z2LkZQujsnzbBQJpV6WOXNo6FqVhPiL911y8003XXvttb7vf+xjHxNSfO9737v+mmu1jhcuXNja06PLZZlKeb5vtUYpEdFZ6ylF4DgqMYFwpiuI33XyjNsfeGLXcJFyreW4nEGpdFm4KCeiBXMnv23FkgbfVUeqQI2CiEE466je+IzrlQEIzGA1KeGs6Zs2ffWGrTasIZFzjIBsGQUrAQq0cHpKW2N/pVqKIiczOgYjs8qXO7YMzZ2eXdTbuWnjhlphms92+oTunHTKVOOxaiZQZnwUpWcBQNsgne7o6vrqP//z5hde6O/vP/+cc+fMn//xj3/8S1/60o//7d9WPvXUJz7xCVIKgsCWy1KIl+g9cMCWmPcVKqADAGAEIASHDI7rB30gFvFStcCJe1hCQkIiG16EtRYApk476sorrywWd23bsmblU/dff+3dvvAXLFh40TsvSoYwISHh8EekUkKpWqXieZ52zpfSaY25XG14OFUo1MbHU9mskBKdIyldFB5STECm0qDja6+++vv/+q8f/fCHEXH6rFnTZszQcbxz27a2tjZkNlqrbNZUKkKpyvh4pqGhMjaWbWktDw1mMv8tJ2slpbV2+rRpf/t3f6fjmJmZmZxbsGjR0cccY7XWWgOzkBKtdc4JIaxzvu8brQPfRzaAjEAALsfFtxzdvWTG+Tfc+fDdT6zubew0MCyglFPu3NOOP/ekJahHwVaEBBACHHtAYH7XdhqBBTJYR3WDJuEBADkDOkIhCMiyIyJ0ThGxrYHWy46Zfe/6h8hghMIE+TELhawH0dimbSPdednd2DRcHpeusmjW5BxEGBWRHDhL5Bskh8Q6Yh1Onz//ox/96MaNGxcee+zy5cud1j0zZ37kIx957rnn3vve98496aRwdFRG0e95V7AVsL/5HdZ/i99JAgAC+x9HFDDRDAkJCYlseAlEVKtFwDgyNLB718bR4d3KU83NzSMDI5i48yYkJBwh2CiKajU/lQJEBRCHoQqC4tBQKp0uDg2l8wVgNlEkRL0VgD2kJ2cdf+ub3zxh2TITRQBg4hgQAfE73/nOs88+e9lll3mplDOmVixu3rixXuSg9u6dOHGiLhWzTU38+1a0h7S5IzyPmY3WLCUaI5Via9kYZmaAVCbDceysJSmdMcgMAOl02tT/A0kACcAIjGwDV2315PvPO+Wd55yxe6QUO2rwqKMhmxc2Ht3gKSACsDE4BBmAcM6GBK90uYIgGBwcbGtvh7odLSIz1y2DpJRTpzaftnz2L+9/IlKeAWf9YNTFhPFYXHOcPWr61Ekbtpx36vLpE1qBKywkggUQAIjAxBYEylQ+GhubNmfOlClTpO/rKCLPqw0MTJk5s7e3VwjhxscVwD6rooSEhIRENrx2+L6fSvmrnl7z5S990ZixzvasEJUli44+5qJjOrt6k/FLSEg4ItCO0/k8OBdWq4joNzZWBgfzjY02DPMdnWO7dhYKBen7CGC0PtQdkXvuvvvBBx+87sYb6w8Mw9BLpxHgAx/4QBzHp5566qzZs6fNn28rldlz5jCA1Xrnzp2rV6+ed8wxYbFY7/j5Xz41IURUrSrfl+k0RxHmchyGzloiIt8XSpliUQiBiGwM1ttHAORyOa21cw6E75CInWCNYJRkRc7pWmBcW2OQSudcreKqQ8KjoOCBiYFJIQCAA0LlgbXwirKhubl51apVbR0dYMy+HKH9SVlI1Jyi977lJFsa/OVv18cm8PNtVW2DlC/91N7imN5h3r1k6gnTenMyJh2ClGCRQTIKYlevS9aVipdOW2uV52mtvSDQYZgqFOpXRuVyplwWnmfi+LBuupyQkJDwJyAboihihnw+u3Tp0r5JrZMmNHd05TJpgSCRCRI3iYSEhCMBgaCjaO2aNd/65jf7+vq2b9/+5nPOecOKFbHWG594/J/+6Wuf/ORH58ybB8yklAkPLUkpjuMJEyZ8+IMfzGQyq1at+sIXvrB06VIAeOO55xpjMplMqVgErY21QikTRcr3OydMkFKuW7166tSp+N9rvu6cC7JZZ62uVKTv62oVnSMhHACHIVerUkoUghCtMQf0STabjbVmZkZiJq7fzJkhrFqwCJiWyqGxo6NEID3JURFCBs+zLIgQhDA6trEVDPSKkieTySilKqVSOp0mKXG/F2395fxauWFs/JNvOWNStvGZ/oG1W3ZXLSon04GcMqNv0TGzjs/pHc8/ftSCWUCOmUF4FiUACHDA2gJaawWziyLOZtEYEIKktHFstVbZLMcxC7Ev0nJEmJAkJCQkHLmygZkRobOr87IPfTAOR3dsXTM2Mmwi1dLTZ0rVJLMzISHhiMBa6wnxyMMPL1++/IILLxSZ7N9+/GOnnHTSTTfe+KMf/Wju3LlEpKPIb2ziStkLgkPKUzr77LPPPvtsEoKde/e7333FN64c27vnwvPPV0rddddduVxu1rx5oLUnZVgue74PiDYMuydNkjt2rFy5csGCBerVrEJfAZKStXbWKqXYWnROplL1rCREFFIysw5DIQQRIVH9+57n1aKImRFc3VcUAAAQhBC1GNLp/ueff3LlyvkLFkybMROsQy+1ffVzL2zdOu+4JRYygEAIhCxedRZA7OvrGxkfT6fTwAyI9S7a9b5mslpRDc1uZOjdJx43tJBVtiFyYI2Wwgm2UlJOb8vW8tvXPTNl5gxUacvCocB9PROsQCkKBV0ue/m8KZellFGp5GcycbUqpDTlMgMoKbXWXiZjwxCSPKWEhIQjegvs8ssvr0eombm+B3NY1QyUSqVctoAMTzz62L/8v6+sWvXbRx+979GHH9ixYVN3Z3c2l02G8PVArVZLZzJcb1PFiefg6xSEMKxW/VQWgEBIAKz3vgIAhN8ZzRyeOOfI87Zv2X7vvQ+euOz4f7/+OiHECSecMG3GjHdfcsmqVc9Onz6tvbtbl0sOERGRiJ3b19lgX2NjYGYnBDh30F0ahQiNAUQmaszn+3p7A99fsmzZ+uefP3r+/E9ffrm3f7Uqpaz3bhBC6DDM53Ke523fvr2pudkCECID8KHOAcwAcCA8QkRgbf2LA3NKPUmp/k9Syjnned7w8HChUJBCkHPIFpEB0KJwKP/tmutv+eXdXX3T7vj1Q9t3Dc1duOSRBx7+yjf+pX3iUV+76tuZXOPsuQu5EskwRrb7DIj+o7eNEJ5SgwMDjU1NSIT7BcP+NxWAc+CssTqX9SkaVdFoJqUzZiSNZZ/H0UXZfHpkz65qsZhpaWdQlkFKciYiT4LW4FAIAcbUr4CUEpwTQtT7MddPXAgBf+gue6/72wGGtVoqldo3iEmt4+tnHkBgBMD9fzgOo1hmsyIVYBAk74TXev/rCEhSqlRqmVTqa1/7Wjrl3rBiaaGAA3u2Pf/c893dE87sOjMZxYSEhMMfP5cDEmef86bHHnt4+fI3NDdnf/zjH2Mmq1xR5PJxHIVhGFerQRCgUrpWu/W22zKZjDHm9LPOquf8EBEIUR4dDXK5gyxTdRSls9nK6GgqlTr59DNQChdFEzo7p73rXda5aqWSzb5kh8UaI5WSAEDU1tERBMHNN9104dvfbuJYBkGtVKqvxl7LJR/yfvWC/DuzIEZygCpfeHzlmi99+euxc+e845KLLrr4DW9524NPPPeJv/183+SJMxYs+d63vnfhO9+PBCCAwwiVeOV5zk+ltNYqCKzWB60qNFthQ2zIaG2GB19oaW+XUVWaMeLQhSFlM+xSoOMps2aufnoV7t7Z3jERSTlmJRRUihCkkt4JCQkJrx8Od9kgpWS2jz/+uFLq/3zu8tZGL51HG5Xuvv2OTZs2JeOXkJBwRKCrVWPMN77ylVNOOeWL//RPo6Ojf/+3f3vlVVcJxNLePfl83vM8LwgcM0SRUuqct76VjYm03rhuHSF29fTkGhpNrZYtFHQcw0v3rZVSgJjKZsHaOKz5qZQD8ILAISJRkMsdFKM7YOnD1gJROp0+78KLnn7qqXkLFoRhmC4UOI5fw2vBvE85MAshmBn3NyBgQCFVabzIzJs3b5wxY1ZpfDQMq7lcbteunS2trcpPz5w9u1wNgQFjDX4KX80GihABMZvNbtu8ubev7yDF5QIP0361Ur322mvf+94/j2pV4dO119yga+UTl58yyZOamnxJDuz0ufM2rN+UDnL5ls5atSrTCkkmmiEhIeF1xeEeM5VSFgo5RFGpVPo3bsq3thJwWK2sWbPG87xk/BISEo4MrE01NIZhePbZZwvmjpYWABgbHtYMuZaWajXyfV/4viAS6UwYhmGlIqRMFxp6e3omTZq0/vnnh3bvQgCntfL9lz23NZWKiSLnXCoIonJZBgFba+PYGUMvK5Oot1ojIpISmNHzh/fsXrBo0a0/+1lcrf43u7/9Z2RDPWHJOYdCMAMgMQoGAYBs4rSHZ5924rvOP/e8N5z49rec3pqVIi5VRoaa8xlgK4mq1SoAsJ+y4yXAV6kWQCI2prmlpb+/n4056Ke+9CV5Tz/+269c8WXSCBG+64J3rXpqfSpof/+7/5IKkzSmjcqwBZXJdfdNfG7VM7VqKZNN6zB2JJMi54SEhNcVh3u0QWttjFuy5LjFixdffc3VDz5wu6AKQlQr1U474w3J+CUkJBwREBHE0YIFx7zvfe87YenSrVu2zpo1u7m5ec/gwE3/ftvq1c8ym7nr1p39lre4cinI5awxWmsbx+lCAbSeMWvW7p07h4eHO3t6MszipdEGEHl1YwAAIABJREFUIaU1pt5h2mgd5HJxpSKFqPuNWoCDog2uLgwQnbUIANa0d3W5KHrzm9+8YcOGarXa0dHxWl+Qff0TiBwQo8R682N2BGxN9MazTj/xxIVxebyhoeED7/vLlM99HfmxgR0Nnd3DoyO5fA4AESkGFPTqlnrMnM5k0un06Ph4c2PjSy5FLdKjxV/fdOvCo2Zi2T5690O7tg1e++Nbydqxgegb/+fKSy7/tGZQMgAXFwr5qVOO2rFly4TJU3ylCJJSq4SEhNfZXHaYHx8zS0nG2L/5u8+cc8454+Pj5UrZ9/1LL7302GOPTcYvISHhiMHac8879+tf//oJxx//N39z+WWXfQARmwqFiy8672tf++r73//+U045xUaRJAJjyDkphC8lWUtE6XR62rRp3T09q1au3L5tG/q+tRb31xlbY4QQglkpJepdkIU4UPsrXra0rT+KndtXUM5MAESkUqmJfX179uzZvXs3ep611r2s/PoPohiAWWutlNK1mpBIoBEMgkVk6xyD/KtPfiasYUvntP4d45Nmzy9Xot7ps66+4QYV+P/+7zfNnj0TCGIdBr7vnH1VfUKeZ4yZNm3a2MgI+L6V0lqrtYZ02jn7re9+e+rcWc5DaC+MV4ezGWncKObcrLkTb73jmgYzmLIliQygAL3O3omexB2b1rMOIZutCzBrLROBlM4lnuAJCQl/ymCxWMxms/V4cd2v47ByUtq8eXPfxKN27di9bt2aU05ZxFzS1b1+gLu27968YfNJy09KhvD1wMjISHNrq9VaSMnJxPy6vVvx2NjQUL6pA0CC8oERmHCfhZJjOKydlBigvrgnKa21dTckRIS6eRFz/djrXkb1LZMXP9wBOGNkEMRhuHP79mq12tnZ2djUZK1FKdE5PvCE+9fKh7Q7Q1JarZ1z0vOiOO7fuLGrqyvf0MCIUI9I/AHHUQi21hizZcuWvr4+qdRLThaxpvXzq1ffdMMNQRCMjlYu+8gHent7B3bv/umPflCJdTmM//zPPzhvxrFYE3pvRXkS3StVYsRae9msNUbH8ZaNGwHAEAWIk6ZOJaKH7rvvRz/60ZXf//5ll1xy1VVXsZR/+aEPdba3Nzc3b9rSv2v7jp///OcveTopTRStWb0639jY2dvrMZMQgMjW1outExuX/6nbAY6OjDQ2NvIBJ6Uk8vN6gImRHTGjI2ZyCNqNFUtBe7vXWKCGAiR+Za/dtWeO4/hwT1JyzlnLw8PD111z7epnH3vfe98hlbznrl/de9e9s2bNPQkS2ZCQkHBELHJwn/+mc2ytlNI5Zw8YlR644+0vF375nVBls7WxMaXUUTNnhuPjq1ev3rRp06ITT6yOjqZzObDWWktEQATMh6SunXPELJQCrYE5UGra9OnPrlo1b968Wq2WbWvjSuUPPPnsL4Z+uSepszadTs+fO3f+3LkiCEytVq/g7psw4dOf/rRmSBUad+wYpHTaVmp159NXjpoLpcAYXakEDQ0zZs6slstKKZXJuDBE5p/85Cef/exnn3/qqSiKRkdHJ/T1ff+73wXPG9279/GnnrrxmmsOPrw4JqL5y5Y9cc89k/r6nLX1NhR14YdCQLKvkZCQ8KfL4d63YXR0tKWlKZPOEsLjjz+4aePzmzatferJJyZNnHTiiSc3tzQnQ/h6IOnbkABHeN+GfTdYRCASQjAiEZEQuF8z4AGIXm49jogmDP10moSIq1XP87q6urxU6oU1a0LrCtksCVHPO3LW8iFmFtUfWy+SBgBrLSJmcrmnV65sam1Vf+iGA/XphoQYGhpqaWk5+KdEjpmdU+mMrtVQCCASUuooUpmMc84waO1SKkM162IAcISvdE9ga8nz2Fqy1hIJ3xeIJopQCAtQLhbXb9y4bffuhx98INfWFhD9y7e+tXjRIun7P/3Rjy644IJJkyYdJLFQqWhsrL27++EHHmhsbEyn03AgznOYhev/tIV40rfhdToPJH0b/nhYaw/3aA4RWQu5fPr8Cy/4q7/6qzAMV69efeaZZ15yySXTZs9OhjAhIeGIgJQiImetiWOjtdXaaF1f4jPXexiwq2Ote5n3Uf07Jop0FHnZrNYaELOp1JwFx7Q1Njz26KNDg4OOmTyPiMShtyKuv3Z91S593xH5Sp1w+hnPr15tXuY+9AcRUfV+yfhyQSJlWC4rz+MoJCEkIjhXHBlhIjBaCOGMqdVqQkrwvJHBQSHkq6oUiGPleVEURaWSqVQIAJgpnQatL37Pey695JL3v+c9XZ1d565YMWfJkg3r1i06buEJixYZa049//yDnk2kUjqKgqYmibj89NM3b9pULpXqZ4FCcLKpkZCQ8Ket2w7z2oZbb721Uo4IUAlEqsa1od2718+ePTUuh11dvUcfe3QyhK8HktqGBDjSaxuY94URDqwsmQ9aZe679+7ft375+hfq1kPGkBDsHErprLVal8Nw9/btnuf19vZ6vo8A9VQnE8fK93UUKaVe4djqgoGI9nkrIToAKaWOImPM5s2b29vbm1tbD+Q+HYhO73ugEIcUA0REay1JuWH9+qOOOupAM+kDB0NKOa3rooKdQ8+PK2UvCMLyuMpkmeTISKWjc4reUxYlJnAA5pU3n3QUSc9DZiACIZzWzhgiIqVsHO+L8AAggHVO+P7Y4CAi5gsFHccHOX0zs0Mk5vrzjI2Pb3jhhQULFwoAmcm4Wu2VIzPMjHVR5xwgAmL9SOrCMYlUHMrtIKlteF2S1Db8UWexI6C2Ye3atVu37CyNl6JaOZPmjvaMs2PbtryAFhcsWJjIhoSEhCNkkYN1X6PfoxNedm/+j+7Z9eVmPVUPEcFaAiCl0s7NPm7Rnv7NjzzyyPz58wuFgpQyjiK/sTEaHfUbm7hSfsV1NR14ifrXxAzO1cXG5MmT161b5/t+Jpslz2NjkAjqpdha2/2pTYc099RPRAgRRVE6nT74YF70nEhkjV6zZs2CBQvS2axmQETHDMwoBKIF515FLtZPZP+LgnMEQFICAFh7UGRGEIHWDQ0N9X++vDsQIor6ItU5IUQ+l5s/f/6mF16YNWuWq9VeVUGhEMD84mgSM0MiFxISEo4QDnfZsGLFikw6p4RndSRVTFxyXJSkWXM6nUvGLyEhIUF6XlQqNrW0LFq0aPfevbt37+7t68vlcnp8nDw/LpfUoa9L6/EEqZRUatacOS+sW1coFNra2pRS9YwmAsB6hPoQt8kPxFiklNVq9SDZ8HLK5XJUbwUtBPx/9s473rKyvPfP85bVdi+nzcyZM70XYGCGGZAqRLiIECwo6tXcGJUkxpgbjSVKLNELmqCQYAHjFbDEXhEUEJTOMJUyM0wvp5ddV3nLc//YA0HJDQozhrK+f8znfOazz6w9+13r3c/vfcpPm+fVJy8dBxGFEJNTU4V8/pm7Sp7I53T0A1nLpCRrO8kHOtJtJCkpKSlHluf7DpXP5+fOnWuMufLKK8fGxmbOmTOtt3daX1//3Lmlcjldv5SUlBTGuQDgjAWFwqyBgUXLl48ODW1/7DFrLQNiv79mYEJAx46NCACkEIsXL+acb9++PYoixhjviAdjOOe/71m5fSI4dl23Vqs94+sPHjy45qSTEOCIj4J97hitUcq5Cxbs3bOn1mo9Y5UMWQtE6DhEpJUixqzW1pjDk7Z+/6aUlJSUlFQ2/AaIOG/+7JUrVz768MPtep0LgZzrVis+Co16KSkpKS84dBwjIhKBUlJKE0XzFy3q7em56667hgcHxX/Z2PD/C+3xqZEuAHfdvunTZ82atW3btmazCQBciOfYASyEiKLoGSefWGs554er/59nh/GMMU7EGFu0aNHdd96pkuQZvs48L4oiHYbIuRCCIUad9m7OkyhKG7dSUlKe57wAfBsYg+2P7bznnnuMqW3edFchj1o1HebMmjX39W98fbqEKSkpz8e9i8hoLRyHjOkYFHRGi3bKUdgRrWaXjosE1gBwQQCcGRtFhXzmxLVrhg4NPfTAg4tmT3c9nzkeOJ6OFWMcgBAIyQIZIAcAgdeAaUM5QyXQ6FAdWURcogGggk4iQp3JewNzug8ceqyr0l3umQltC9wF0wbdBC+v0LXWusyCaYNJALgVmdhyH9pgGQnHEEMA6kzLJcM4aqWAEDQBB8tBW82JOAEAB0vAeLNedzNFYK4BrY2WTIAlx1gwFshatPibp19EhELoOO7Mt9VKCSGAMSKKw9DxPKMUcxzOOSmFjmOiiD+HM34CIClVs+lkMieeeOLOnTuXLFlCjFmlmONApw+Ec6uU0Vq6Lij1ta997bTTTpszZw4Rffub39y5c+fs2bNf87rXHa5ceuEoB2stEXHPI63JmE6bPnVSVZ2aq86dLwRYS2nDd0rKi4Lne7Yhk8k0m5GUTl9f39w5c/v7+x3H6erqyuVyz1gRm5KSkvLfBqJTLEVJYhhTShljjNa2EzkJeYSvZTQkMeMSedBMmEbfoNSaGHNmzFuy+ISTtz/6cNxuWW0mh8cUMGKCS4cxtFohWAQXiSOGyOqWWQ0ZIcroCFAtDGuIAoEJ6UjPYaQ8pvt7y0MH9uhmTeRypAgRkQOC4UiOIxOtrSWUDhYKSRwGgYtkkDPkjiamCRE5EiEZzoSxljShl7EMk7Dh+kz4iJBgXEdQJmps3/zgjN5pSRhxKR3h6ERxi44BsAREhJZ+07SBiFQUiSBgntdsNERXFzDWMaX2PA+FICLesb4WAqTk4jmdnTFEiONO3qBUKpXL5bvvvlsrxQuFMAyttSpJOkN+ZKEQRdHWjRs//ukrgiCwRIODg7fddtvbLr30X//1X+9+4AHpearTwvFCiR6CgPm+jeM4DDsSQmuNiCZJ4igiY9B1GWM6SZRSkNZfpaS8KHi+ZxvCMKxWxMyB6Z/4x08AC208oewUt5FAaYADpCndlJSU5yPWWohCz3UtgPA8Yjxs1P1cjnFutTrCnkQ2AY6GbGjJ+OV6lExMju/fPyL8oNyb7+quzlt1+p79+9TQ3un9/YIzStoagAvOHZeMJmsZCouuRQACzzZB1wEnwZeWgjiRzBsnTTJBsK7jz+JaTxvovff+DYtWLM2ViokiV5YkRRiPAzokCzXWpSwXjXohE0RT+z3mAwOwhgMhAicLQIBcCK6Usg7XFHLd9plWj22e2vxQuzbZjGPte9kZ03Sr6SXHMhmAFSaJOfMIuUYByAGRge0Mm32KWEPpujaOjTHZQiEZHhauyzwPmk3wPJMkTiaTtNsd52lbq8mnzUr6veUhY2Ct1ZoJUe3razabu3funDNvnhCCS4nWUpIQom239+3d+6d/9mdvueSNg4OD3b29n/vc504+5ZRCPv/2t7/9kQ0bTl6zhjvOC2iKaBSGwhgRBJJzozUyhojEOSFKzo0QFEXScRgAe6IRPN0WUlJS2XC0D+zQcYRWNgzDdmtkcmJfGA7nMjJuxflipbevO13ClJSU5+Peyhg6zv4dO7q6ujjnjFO2u+fA9m0zBgaOfCEKR9AKBDN+4RcPPPb9W36ZEE41216Qayb3JQav+F9nL1l+kqPDW370rdnTqiuXLgIEAKM0MukxdMBaxXzNhGOR2xZQDBi2WxZL/Q1ZbtOgl8mAEqZNxaDsAHE+ceLp0++/9+crj1mYzfcyDGqjewpd1TC0dV6cYsUQsSw9Tw9nZAaYa7QGphwpyWhEAkBg3BEySZJQhV7AuY5r994xeN+vuuJ6l8NKGW9/O5xSByOEfb/63qyVx0PXNM58K7gBodEBFACIBED0VA2GjKk4ltmsqteTKHKKxalDh4qlkshkwlqNiKJWi1w3INJEbrWajI46z0E5dOw4kHOtlAVgjM2ZM+exxx4LWy3f95MwtJ7ncW7jWFarN1x//b0bNnz2U5+qVqsqjoeGhk497TTH9xctWrRh82aGaLR+AZ3Ke080nHAhOOfAOWQyamJCOo5BxDi2xoRxzDl3goAhQtq5kZKSyoY/AFpTs9n8+w98oFEfLBWF4G2yISlaufK4N73lTekSpqSkPA95z3ve0909PZPLSMne8c53/vzmn3/us9eee97LD+zbd8wxy1/zmouO4LUsIXOz+1vmmz/52c/W76RM11Q7kn450dZyLgLvihtuOnPdqvNedszZr7xwYt9jGx64e1pfX6mvn0tfEXKrJVgNjgYhiYASgNi4QcMv3rl15Pb77390315lDCIXgs+e1r1y7ozz1h3bZVsrlx53YPNDfnWid+6yQ4n//Z9vu/3Bh8dbJrEkQFdzzrpjlp209oQ5vOX6ADoCmwBpQAbAAJFxqRLjciPCyb2/uq324N2zIMpC3bQjpXjOC3zwKNLh9vu3De+ec9arZP9iUsrIrEYOIIAOe7T9ViDPOTdRJKVMGLvxS1/63ve+961vfUsnyQUXXHD86tW+62az2b9817uAsdbQkJ/JPMdwlqxFxoSUncFTFmD2kiWPbdiQzWaVUsVyOZ/NOvn8t6+7Llcq6VYLGKvX69NnzRoeHs7lcipJELFem4JCgcbHX0B3uDKGM6ZaLe44nLEkili7zT3vsPjhHDgXxggpVRRxKdPJsikpqWz4Q0AEjz6yrdFovPuv310qiFt/8b1zXnH6NVdds2rVqnT9UlJSnp80m81//sJHVG3qgx/8IApx912/+trXvuC6rlsqv/V1lxxZ2ZCwIJSF79x553d+vcXpW7RnrJ0v9rRUwiVjXI5O1oJM+Zu/uJ9z/JOXr+3p7Zsx0P34gw/sO3BwwcoTcpVpqtECUADcgATSnZ8P2eD6Xz3yjVu25coL2zg/snXpkzET9QM7Dw09sn/b3e9/4+srPFg0a+XOwb3rtz7ypZ+tf2iMycqAYlEe24GpD7bwq7/a/pV7B69920lzesvcJBC3uBSAHYszDhzJKJa0ku0boh1buiEUyaRVjQgs90qe9EwiMhH04djYRDi19YGuGXOQ+4RokHeKlPDpFT2MqTh2g4C03nz//VdcccXq1avR9zGKBgcH3/kXfzFjxgxKEnRdimNCfI6xLDIGREZrROy4X4sgoFrt2NNPt1NTna5h4brjw8N///d/P3fu3Dtvu218avLWn//89a9//cKFC/fs3r123bq9e/dWSuXa3r2FahWUeqHc4bJQCEdG/Gr121/5ymWXXQZSrj3++M9fd52K46uuuuq6664rlMvv/LM/u/h//k/PcbRS6XjZlJRUNvxB9iaJYRhKKQdmzfZkrLXu7ut7wxve8NBDm5YsX5IuYUrKSwXEROuPXnaZ42Un683Va9ZedNFr9+/b9+XrrkOwSutVJxx/3qteJTlXWjPOTZIIIQiRjEHOj+phZ8eLgIistVwIsrZcLl//hc8T4sqVK20c/90HPsCkZES7H946MDC9M1gmSZIwDDuNpIwxIaXruoJzYOy3DtE7ozkRsVOQ8+Skzk69eCiyGw62b9mwE0v94zEGxS5FRnAGxhhtilm/jsx37a33bDjnhGVVwVjYnLds2dT41L69e/l4fXq55DAFTk4Ih3NGZENZuuGuh6//1TZRmDE+FU3HUYlRBeJKEPlm0jctdjD5yVcnL7jg9flCT7tlb1+/KfS6eV7UtUBRsOS0mQsAWrgK+NXf/Mlfvel1M3IyKwWAAUPEhNHEAAr5fDJyqL3hnszUcBZjy3RcDJrGau64Mg+hk4tcD3cXndzg44901cYxEwDvtEYAASNEssRcmUQREjHOOWPoeUopMOZHP/rRLbfc8uEPf5iUilutUOvbbr21PjGx4thjX3bqqYgoPc9q/Zwc1ogA4MlZTEIISJLA92FqigEAY2QtGePnct/4xjdipZDo+z/64cply0859dRFixZde+21CxctuvLKKz/x6U937LFfQI9jMjUlPA9arZtvvvnmm28Ostl//PjHN2/alPP9iXrtrrvuaobhRa95zelnnTWjtxeFeAG1baSkpLxQZQMRtVrx/AVzJycnb/7ZTRecf+bw8PDXb7ihMdnQOt2DUlJeWhzcv7+7u/vSv/v78eHRM0459YJX/fFHP/rR49eufcc7/mzDffe95U/eet555wFjTIi41QpKJdCatAbO6Tcr4I84jHNENEoxxhDRWMs5X79+PRG97GUvazYafjYbt1rNVuuiiy665ktfAgBkzFpbr9eTJCGiOI6jKEqSxBhDRPl8PgiCfD5fqVSk5/1HyEXUuVxHNHT+LmL+5df935r1lOM6wlFGM1KSFBcMkBtgDXKF8MZaE9/7xW1vPWcNWQ6gi9N6/HLX7v0j2zfce8Jxy7gokjG6lbhefjji19/xsM7PkPWwz5iTMvcM5P3pLKzoRolpP+MOMnNoavf2rfcef85r/v07W375+Pi8efPm+Mn2/eMmU2lS0YgKN5FvWx7qh0fiL//o5r99/VlZKTo2zxYYMU7WuK5jhw46E8MuJagjI1hD8IaU0skL63LFfSMdZrhWLjdjD2+qru4VpBgYIAsABBwznm03H7z//nq9bq1duXLl9BkztLVX/8u/DAwMdM+cKaW0ScI576tW+/v6lr785e9+97sXzptXrVaVUl6hAEdzfhETwiSJL+XKY44BxsDaHTt2rFixoqta7T3mmLP37fv4xz529dVXT58+PdfdDUq9gBoAnGy2Vav9+Mc/nrNwQVdXlxDik5/8ZBTH2XL5fe99X3HatMzY2NjkBFrLGGsbk0kNsFNSUtnwB5ANQeA6svfSSy9lrM2FOO64426/7abACf7onPPS9UtJeQnBWLlcHh4e3vvw1nsfWH/SSScZaz/3uc8xIfZs27bl0UfOPvtsLmVn3qXjOKrd5oiaSAhhtBZHe5DLE+YMWutGo+H4wUc+8hHg4i8vfef5F13EiPYcPHjd57/4xS9+ceWKFZ3NzfP9GTNmQCeHQARE2trOLMuo3VZKxXG8Z88e/bQTcdd1hRCO47iuK6U81LbtWLu+TOIWJspnwK1Ga4C7Gh1D3HJXEWrk9zy06c2vPI2EslEdw9iV3ryBabrs7923Z2L/8KxZCzLSJwX3P7o/8apcJ7PUwXUZc3J2WxVZJWznWk2pyYL0nGK5OrB7571b7uHbd++aMtMODR7qL2dWzsxtOTBOAhNZCIRkiXYoqjtdG3eP7hmZKnahJAJEC4hMWqMznhfuHzLxVI47NgbkrjGMHAFcGJNIQx5Ii9JoYh7s3bmtevxp3MaCEgADAARM1RuMQ7VaXb1mDQAg522lNj700I3f+vcv/cu/brrvvtHR0Ye3bZs7e/ZPfvITv1gEY0562cu+/e1vv/Nd75KM6Sg6qjcGGXN4PpKUJklipV538cU8m7WtVnvnznNf+cpzL7wQ4ljmchBF2hjxAoqt41gIsXPnzg3rH7rqqqsmJiaGhobe/8EPzvH9XD6vGo3v/+hHF55zbndXFwjhvHCKr1JSUl7AsoExZgwYbc8460zAqDa6+9zzzz/9tLUSJQo3Xb+UlJcQrlsoFIyxr33ta/OlylVX/6vjOCzImDD8m7/5m2wu96nL/w+TMm42d+7cOTQ0ZIyx1vb39y9Zvpw5Dh1NX/lOXyxjDBDJWmstGOsGQdRqIaKTyT6y4aG3veUtX/7yl+fPny8cBwB0kgCAEMJaS9ZyzoExiaisNdaWqlUAAGvJ2sOeWU9hamIijuNGo3Hw4MFWqzXsTjvrlHWNyI7Vw3Yr1FHUboWaeEvZNlmFArhFZFx6zbaxzGuFkznXZ2AoiRCZ6zkDK47LteJf337bmvlLc6VZj+48xJ2M3zi0Wg6dHzSLSR2S2CGUggOS9H1sN8Xk7ul+fvCnW+fLEw7gtLjd2jE1PGv23FULZjy6b2QqbjmebwAikE03l0mi7fsGl3fNFKgQGCFjjBNQ1vdbFMeSHEAHHaGlr8FwZCrmus0pEUwYcC0TRAhGAymkRJAGsgRgkQvHS8J6kiRJHPv5PAIEnO/ctm31Mcd++tOfbrfbBw4cuPrKK88555wvfelL3/7BDwLPk5zPnjcvabW8XM7G8dFNQzEGiEkUURQhYjB9uhkZoVYLEYMgAN8HABXHOo5Ra/aCGlFqlXKzWSHEMStWvP3tb8+WSh/427+956675s2fT1o/snXrd//937/+9a8D58gYWgtptiElJZUNRxsiarVauUzQrDUAW4hYmxh3JBrGmNaci3QJU1JeIphGY9OmTfPmz/3IP3x894HBS95wyXe+833fccuVyje++c1HHnv0ggve8L3vf21af/+CxYsXLVlCRJHSh/bu2f344/39/fxod2QiEhEZI6TMFwqOI/7hwx9mjJ122unR1OQXr7lmYGDg+uuv72xr//iP/8iFQAALgIwhke1UpyBKx3EYe1LkdIqTOoa7T+6KxWIRALq7D0+g/vXuyWt//KMgX4kSUylXPTSVSja07oEp1UwkkzkGCeeolOHSTZAFXsaoOrcKGTAyJKROjON555x91tiOPQf27WuGURKFM1i4zGnMC7c1oaTRNjlOcmbAWKszOeklcSkc6uO25rUeqE22wVFeecfB8YFuvbhsd+/dn7DKJBZbvKgZM9JrhMrL5EwzQgQCBMbIguOIliejwAkj5jNPaAg006iMbXGrGMQIaDGDKIioq1IC0ACagXoi24AWYPPmzQsWLw6KRRtFFhEZe+Nb3vKGN7xBMeYx9u6/+qsrP/e5ZqOxY8eOf/jQh/L5/OjExMUXX+xls0kYOuLofol0uqWl54ExhKgHB0kIxpi1VhOJZhMchzEGRETEpXwhTSkVQtVqr3rNa778xS9mSyUbx+VyOY5jY8wPfvjDW279xac/8xkA0EQmDLlIv6xTUlLZcPT56U9/eucdd7//fe+/8p+u0HqqWnY9L5Hc1Cfqa9asu+TNl6RLmJLyEoFbW6vVZi1YaK2dPWsgDKN9e/e+72/fe83nP79i+dIlixfX6+ONeh2sBWOYlMbajO8NzJmzecMGz/Oq1aoQolMO1OlIPqKSAf9CFAixAAAgAElEQVSja5lIcP7+97//qS/453/+5//kUOQp80P/4/0Q0VNaYxEO9zA8+QJEpN/sLi0XCm62tEtnRoOeZtvtKRTE2IGymuQQ5xgqO7rPX9KqDc9xg/bIvoxCX2tmEVASMEKZiFjoTLbFgO/pmt+HbHV3845z9E97dw0vyvLJxr7ALe4pz7Uu6x/d3t2INO8a9YWWtcTGsZ15bLTn9a19n5evfmjaK2U8aGoPlsJ9Nb+vLiq+bs2IDu2TKw8Cm5Q+TBlOApxI+oyNTwkv2w6YKcypeENhfX29bKd0VsC0nqiRre8FM17PZA9lK9Nqu1zZZ7GnZ+6pGmcInjF8DIQmDAGIO7B392NrTlimx/eJTABMgkEwDme+RZmAuPLKK8HabCbz3ve+9zc+f62dox/LHhar1nbW73DWyFoOwBGBczDmsFeDEC8sZwPGGMtmc7Xanl27PvS+973qVa/6yle+csONN/70Rz/6xo03vuMd79i6ZcvuXbv6582b2dNztJuLUlJSUtkAADBt2rSTTz45CPyTTjrJ2nohx6ydYpBw4n19M9L1S0l5KW1XYvbs2V+5/huPbn50ZHzyggsuXLVq1fve975/u+662bPnjY4euvDC82YODABjwFjHlVbHsSPlwoUL9+7dW65WiTEypnPG/2IaBjmtqzxQyY4MRyysZ7M9QwcOTPNEjC4iSzhTjHsUC66EiS4492xjWgAG8HCEatFqcBwyYEOQLoHrUSOcHNbMWza/32lso2xXy2acfM9Ea7JheNn1E8stAgdAC8JqxnBmPtMfT+2qPe64ViUqZoFCX4PUzIlZwG2rEmCP71vQzGidmIiM8HOOAXLzWCiJ3mpQd/PNcWGo5Uw2IMbAEdgTs0KkCiZot2xG5IpupQuYNMYorcES54KYbUzV+wbmE/d5IAgAiT2htgwntGDS5+ZogZg0GpWZMz/5yU/ecsstd99331evv37ZqlWPPvLIyaee+uj27WQMQ8wUi3MGBoy1qd1bSkoqG446K1asuOiPL7IaFi2eD9COm8OMtRjEXPqqFaXrl5LyEiKT6Zs58+Mf+zgwRxPmKl2UmPPPP3/d2rXV7ur+fXv7Fy227RYQgbVMCGutcF2tVC6Xmz59+s4dO5Ycc4wxBgA4Yy+mcZCeSd54zmk7rv2WzhRH2lO9xSJEYcICwyjiIuG8kEw5Nqx65o9fcXpGTzKtATpjTJEQEuZnIAJqAMskLMirifm9xfserpmgGTjKFGeGbW8sckLrykp/e2I0IaGZ5YScQNgYSQ+4Yp0YqsdbR7TPUTZ5JWQ5C1KBHzHKUj2oj8+pZFlGqJqWuSrGQG4hQaZCZ8PgoxjmZpnuktIVMIKHLRlNqkSCYzEjqTTEaoORWLbqZKhUiSxyKYUDlqwmRmx0vD5z7lKFgRPwJI4kEjILAECagWYE6SH3USKs1/1iEcKwp6fnT/70TwHRKgVJ8vq3vjWcnPQzGQLAIKBmsz4xEQQBpHVKKSmpbDjq708IpQwZSlrh9u0botYIF22rWg5384XyvPlz0iVMSXmJYKemJCKTUgY5x5Bqty0Ka6nY09OqTU6fOaCaDQQgAO66Oo4JgJRinGulSpXK8Ojoti1b5i9aZJVinOOLSTZQclx/9/mrl3/3ocdjkzVGc3QI0AA3yA3wSjLu2tbFZ5+VtTGpBoAGMIetD8AScAQLmBgsGmRIteOXzP7WL6TH9XhtjHX3ucWejJ/BkLQJQ9dXGiwjIsFICGMQVT6OTs4eQs5+Oe6PFWaPQ1aDLyxxAkNOTu09Z8msFdOriZpkgadahkTpQCTufHD9PXfcjn3LtuzMvNxZ3HTK/TDhJGOOND6z3MaxmiSrhyoz5h53XGbWAjBEErVWiAjE0BBHrmLV0ztdGcaFtAgKLQPNQDGwQB115KfPzlG567JZ024TIpNSa42MJXEs8nmmtRMEOkkAEcMQrM1kMvjCattISUl5gcoGIpKSG6QPv/fDIyO7eroCsjWgiFm2fPkxqWxISXnpwBwniePCtDxEWlkgYIwz1Wr6nidyOTJG+h4QqXabnjx0SBIphBBCxXH/rNnbH946fOhQb2/viy2CSWLTHH7dH71svB3fs2NwKlbAfAMiAcYNcwj7RfPM01aftnKerg/lMgBaAVhARgiAwK0lYMg5AgkywEy35738uOVj6787t9pl3WwcgZNE3MZhq0EmQcEBCKy0BAiEgJ5uz44fRy+ZzMy4NWppvyqIAtMWViHAMdMzbz79xLyNQmpb6Unw2zZ3+Vev33LoYC7EnlkLh3PTb29vPdjGdZXyMih0xeNFaGvb1llf5LIDx76ismgZGAeQd+rLrLUAyIVUU22horzDtFU6NkI4lqxFRGIABpCeaClPOQpoba2VnndY1QP4xWJzfLyldXHGjHh83PU8HceMc5bJ6GYzdYlOSUllwx9CNgDAhoc27d+//6STjl+yeKZW464ko6i72pOuX0rKS2m7Epxz1WiIIC+AAXIT60yxqFot6QhgSMaoMJRBxqrEEhGAdByrFCIyziXRwqVLd23f7vp+sVgkY5gQVmtERM7JmGdokkbsRKSdohet1E033bRv34HFixeuW7dudHzi9lt/wTknIs45Y+y1r33tb/yDjAGRfeKi7MgOo3Qcxxow4Ttec86yzdu37hzctmPvRK2BjsiVi9W+rkuWvmL5ovlMN5wMomoBWiJLhohzIPBspJFxt8AocpKwTs7eoZ2renNs3Zkjezbj2HBPwOzwobKvfI8MY2EcMeCWvAQdxowFQOZmo9E+MsuKfbftHHadXg/iXDjscyiXuy55xboZJQfaU0HJr5Hruz033vizR4ebDafkM24bk2XVbDH5iK1MTTV3KDaA3SWmznz5mkKf75Qkz8+E2ICUQEAMLQgjPECBArXSlLRBNwUXTFlgxhrDOEcGFjgSAFmwhE/UpB0uUfO8dq3mZzKd3JRRigsBRFpr2fFYSPkdQEQhRGfk1+EZA9YSQHHatGRy0snlTBwL1yVjIAx5On01JSWVDX8Y2RDHZsaMGVLKV5z7P+bMLDPeZhQxLwuRorTdLSXlpYPWjDHOOcUxSLdjrwZKCSk7nsGgtZQSVMI6I2s6hsqMAQACIIDjutOnT9+9a9fcRYuyrtsxdWacW2OeebYSESJ2XqO1/tSnPiWEuOSSS6666iql1HHHHbdgwYJWq+W67saNG7/+9a9f/KY3gbUd4wVjDGktHYdzbrQ+8tX2hkA4HFSW6qcu718+0JW/4OXaWi5A2VbgOn4rZPGEjpuaEscXYBC5RC6AUGnLdQu8YkO4meGH9+7d+0DNW7Vk2cq5wT3bzZb6lhWOQ9DOxWM53UQHSDJJMQMPIaMYA2gSCGYgz9tBPJGXowOZHLdTTjLZTRNnrl170fmvNdHjENaAE2ljpHz4wND9O/ZFPBsz1jBmvmhXaG8NmHa6DtiuCQ6bUUDUTGDluXPn5dgUxmM8G0BsQDj10PBcPnJc45QtaxneEkEWAj+eGHdzuShpe34AxhhtLDILHIA7DA8PrXIcliQYBPHkZNDfD5OTKo6NMd7AQHvfvqBalVFk45ilAe7voxye+oON47HR0Vwux4WwYcg5B2PwN1+ZkpKSyoajerwoELFSKV100UW33HTTiWuW5nIUtacc7vpBbvacgXQJU1JSfqczCM6N1oVyeVoc79u5c/GSJZ1oxmj9pLr4Hc8yjDHdPT2vPO+8abPnLFq8+J577jnr7LPL1SpYKxzn1lt/ee2Xv6yjqDOMlQAY58iYNQYQEfGonGZzZEzzpJ3hMsi7Rk8wRGmN0nVkxG1ApD2XIfONChljBAiGtLE6se3J8aFwdARoQXKoZ1rvqauPz0QxhFPVWQsev/lnSyvTJsPRmYKyKo4saMMEamGMYW6C3GKdIagIC550XOz26X1vfMXjtlLJiCU92Yxgtr3HswrQABKzkqzzzZtvOhgnSZCTxK3UTUfXRRKbilIFztwpaU3gkjt1w90Pnnlsf7eIlXRJATInAUdlCg/trj3wyC6MHo0PDC0uVTBqFvrnC7csATknUiFay1AwLjRwbQkoOTwZ15h6vX722rXHrlxprV29evWfvuMdk8PDH3rTm4hIKXXppZcuWrQofVKevYZgLIoiawxxjmknQ0pKKhv+8FhrHYcdOjD0s5/9TCWTB/Y/itAQXKtQLV9+TCobUlJSfleM4UJoY3r7+4Xrbt2yZfacOYVisZOIsNb+18oBETuObMiY47r/621vGxoa+tiHPrh79+7PfvazBGgRiczWhx5CtAvmz+/UPo2PjIyMjEgpHccZmDVLW8uIUEowRzRTypmxmlEohCIbUuJwnkV0mIldG0McE3Hi3IC1RCBdSzQxPjE+OmYTygTZQpCdOT3bm5cV1WW1CfWYy3zg5VLeK/TP3iuD2uh4ngVl2zQgLDBBLaEs9/0IwZjYA8UYj9BTaGUysWw2XyhcZVjgGtKxiROJLkkEFGgER+fBXXubmWlkuG8BGMTcJgDGzdWVzDN0WBJZDajBhMMHH+uvqrgww+Eisd6GXcP/9vOfb53AJuWao41upeJlvQ8+sO/KO/aetWb5m897WRdvSTMFjNBqG1mQgXQzpDRobYkAcWJiImy3rr7mGgBAIh1FN95ww6pVqy644IK9Bw/++pe/XLB4MUuLlJ6dLLcWOQcA5jhoLaXphZSUVDb84VFKAcDwyHC9Xn/LW153zjmnJNEI2MgmVgQ5SIuUUlJSfp/IptMzXe3razcaQ4ODUoggl0vCUDzTdMj/iCWJyFohZaWr+/3vf/8NN9zw53/+51/8t6/odou53lvf+tarrrpK5PK6XuNSVru6KtUq87wtDz44NDjY09eXRJEn5RGOTBkAWEANzCJpFJ4hbEeagfVchwlBCo1OhOsmSbx7764tm7fOnzd/5ZLlIlOARlNrLvx4KhlrqnzgZbu80DaTJAz8Mlt70trvfPturvgqLxNBJgFukCPFwjJCjmgtJsxo3ykRE+jK7mIW9ISjtVPsV40mAMp8DupGCwRgUgtmRcR57ErWBN9iiLqc1EQ81K70bLNtblVOKZX4kRGJ8MYhaBccC5JEZtPWxy+/9tu10qJ6ZqCJhUND+6WDDa9rPDd70vr//sC+BzZf88UPXyqTSZc0IDDXI2Wao2OBT3EcZysVkHJ0ZGTxosVnnX2WjuJ/+cIXVqxZ8/j27RddeOEdd9yBiH966aWq1WJSpk/Ks3/EiIDIaC04T7tEUlJefDzfizhd19Xazpg+s1wuV7u6kyhijHEpvXzemlQzpKSk/K50zJURQDiObjZnzJ7jet7u3bvjOGZCACIRPellS/9ZxIOMASIB1Ov1j112GZAVrnvMscdu3rzVRKGfL9x+y82LFy9bs3ZtNDHOOSetO0LFtNszZ8/etWtXs9FwPM8odfha/2X4pbUGzrXWgGittdYSIhFZImstdHIjjBERgGUckbugOWkJIKzVvs+lZNYya0Sr1dp36NDmTZt2Pf54xgv++IILVyxdCkC2NUXMcmnJ2pzI+G5gjNHNFhCJohCqlY1qJ8zvGbP5A3JaI9PrIs/rkBLTcrgsCWlqRYUZYo4DLYujieCVWSCLJHO6nYDroesl7ZbhiMgwiQESgUlGxX6caJUkjCeWc+IQq2rg5UzNp3YL3JaoOI4rwqlMLlcTJc/GwzZ/zS931vMDCRE3CQ9bFWz3ZnFootaMIxvXycsOJpkbb92YeBUI8oAAJtm+c+ee4dEdO3aMj4+rdhuU8n3/hBNO+MYNN/7TZz/76U99qnHokLX22muvHR8f//mtt/7DBz+Yaobn8nxprfkT0wVsmm1ISXkx8gKwX0Fkvu/19PR89f9+5ZSTj5UiBIpIUbncdcrpp6RLmJKS8jvtJJ3QBhGs5ZyDVr09PYeMObB379zlK0yj3tEVDKAjIX7r160xjDEiYq7rOM5PfvKTarX6zne+845f/vJVr3qlDDLcdX784x9ffvknZTYro4js4Yr6zp/ZTObYY489ePBgPpdTAOI3e0mffrlWGP7v97znsccee+8HP3jqunXZUiluNi985Suz2ewb3/jG888/v9lodFq/jDF+vmDjSGtDxBmTmBgumVVNmcuP7Blav359NptdunTp3FmzqaM3rAUEONxkYQAMADLtASgGAFhAzowec62skrrkzGWTmeLN37hmzpIya9TKgVXSqUsHbNPEU1kjNIF2MOQBr84uLXsZmDzJjGGSwDLSKNASiCgBshCwJGwt7OlePxxqL2s9VzWSlvUnWZ5rWWKOSqJxWWy7ZdnaVaGRRWVPJlboxk8373yolnUc5qmap1uUJDmo9znO7t2PO8AcqxR4xq/cvmn/m85e47ZrjpSq0UwQp81fUHZi02zqJJFSLluzZvnKlURUKpUKXdVOiulDH/qQEwTnjo4uX3viBz7wAZ4qh2dL2Go5jgNEnDGjFKQTV1NSXnQ837MNRMQ57Ny5c+fOne12e/369ffcc89dd91177337tu3L12/lJSUZ3segdJ1Z8yYobXe88jD7Ak65/r/SZ8DYufUH6z1g+CWW27JZDKXX355qVz527/7O0Y2qdXOOOOMadOmxa2WfdqvI5F0HGPt/v37kTFkDP//aQ0A+MwVV5x66qlfvfHGn//0pkOHDg3t33/yyad+4hOfuOyyy26++ZahoSHH95nrOpmMdBwTRwAghHCDQHoeE2J0ZGT7tm0b774rDMNTTjll7ckn5wsFo7UB+B3ztMRYo1ZjjGWLxQvPOPWv3/2XvFxi02eOi0wdApCltpKYKdWFEwaFCfIo39W3eCWr9AEwIoYEjIgRMbJoOzYRXCfA/eKqk89kfs6ijKLYFSgoyXm8OTGycPZ0njQzqKA17kF4xtpjiw75TMXo/vzW2zWR5Y5hMtEETJAIRKbUjrQCEaOjweGONzw6OlVvRZECZBs3buzpqriCURg6QcBdF1z3366++qOXXUbGxFpPjYwCwIknnvixj32s1WyuX79+Xm+fSZPYz+HLularua6LhzNgKSkpL0JeANmGMFTLVyy7+uqr43hcJ5Nka54LNrFBoZyuX0pKyrPWDWSM4zjTZ816eONGz/O6u7uZlB0TK0D8rcpsBMCOrlAKAPLd3a997Wu9IFBJwhkjxprN5mve/Oba0FChUpkYGSmVSk/9dWutdN2BgYFf/+pXXV1dwn8G6+Lh4eGPfOQj4+Pjx6898fLLL7/iiis+97l/XrlyJfP9arWSyWScbLY1NoauKx1HJwn3PBAimpratWvX8PBwoVBYtny543lWKcZYHMeu68IT9gX0TFNurDGCse3bt8+cOVNH0TRP+IsXiiWVaP3tOzdtVJEJggIwiixrqjhBxrK9C9ad5i49HrQL5BByJOBECIRkDRgEa5CHho1GdNOvHxwPyS1nTdR0AFTUcgSfqk/0H7tsD9MsruU9b16l8sfnngjJuCNFC/1WpEBCbEhyH0AAeFMJtsAD6RuQ4GWNgUjZou8fOHho/vx8e/xAq9UqlYrASHhebWysUKm0xsZe84Y3/Mmb3nTmmWfuGDz0mX/4KABc8ra3vfnVrz715JOLxeJ3vvMdL5cDpdKH49nJhomJif7+fuAclErn2KakpLLhv4EkSXxfthqx53t+pmwTNIYJh1w3Y1pRun4pKSnPOsoBAEJ0pTzmuOMe375dCFGuVNgT5gy/hTGGOk4Rna0pDJmUrTB0XFfFsXCcUrWqGo1Cd3fcbBar1d+alYRCqCQRjnP86tXbt29ftGgRY6xTJNPpc/iti2YymTvvvHP6rNl7duy4774HsoXC8ccff9+DD37/O98plUqO49hWK5PLjY+NDR465Pg+aZ0kCSJ2dXUtWLiwM/fJKkWI2lomhLEWiOzhXMAz1Z0jNprNWq1W6epinPtJk5GxBN660+YOLJzYP9bcMyjQqCCTndnn9cyoDizDbNk0LfNdTRyAMTBIhGQBiDMbR5GbrzBRvOPOLfvH2+hXG7HmWltIiMANsiZMDhw6UCnmhiaiIGN7q4WC74mIKIkTKvqei4lSgDFDZFwZbIO3e6SpkSsSxDyrE2sVWK2ShIANjQyvOmE1RzI6smA8zzPGcN/3Gbvh618fGhkJpCyUSiKb1e32V772taF9+zL5fD6b1VqL9Nl4tg/U5OTk/PnzgTHq1ASmpKSksuEPzA9/+MMtmx+N2lE+6ys12V31ydamT6ucf+75s+ctBEgnQ6ekpDwbVJII143abem6Oknylcr4+Hgul3M9DxEPNwA8hc7LbMcoGkAigpSOEEkcu65rAUhr5ji61QLOn16lwTvWEFIWcrlR31dKyU4N/dPSGh3+4l3v+uu/+itjzMknnywEA8YZ0XHHH3/Ccce97W1vGxsb6+npYUSVajWfy3HOjTGMMe44QKSThLsuN0YlSafgSnqeVUp3DLOlfMYRN9YYpVS1WgVrkyQRmlhOhOQlcaswbf608vwxtr06ZwBEC7wI0LOhY5nPK6WoFTPhABBYQCIgACBCcj1PadsiGpxsaR7EIJWFjOcnk+NR3vMKPbox8fD2PUtmdvuR2Tc6Ol6KJ2uTfYFrkrYWHsRtn+e5k7OJ9QSLDLilvkPjUyXgBNhOrGdtKefZoWa5kBPCCaMk19WttZYcKVFuLmeTRBKRtW4QzJgxg0tpo6g+NOTncm4229vby12XE1ljID0mf7aEYSil7HyAqb9bSsqLkuf7/iiEkFIWCgUhRDaTdRzH872hoaHrrrtu48aN6fqlpKQ8O6SUaK3neRwxCIIZvb2O4+zevTtOEk3UCaztk9E/Y2QM55wx9qRXNBhD1kopiQiJEJEZwzl3EJ9eBWStRcbQGCKa2d+/cePGRqvVUS/2P+vARoDvfu973/zu90ql0h/90R9tXP/gD37wA24tcn76GWd84QtfAMaiMNRaCymRMSEEY4y07rxPUoqsFUI4jiOEIK0RUUopnjDP/q8hgPGxsYULFyLnnHPGLKiEmCS/2CJJ4IQgwPFBZIHnlQ1sUCY3F4UauOSckTUIFjrqCzlqQ4CGKPCy23c8bgCRccZloo0fBKHhrNDXtJ4WgWZOO9GFcuXg4KiXK2pt0QlcRy6d3ZPRdUxakoFuNwSjtmHWzTMmBFqbhD43zZH9ZR8H+roeeWRLoVSBRHGG1ijOOSQJA+j8TyBJuLUQxwyxWCy6nEOz6TgOf4qneMrvgn3iJu+0AzWbza6uLkQEY6wxaT90SsqLkud7tuHiiy/ue3efUcQZAjV0MsmdePDAzi9e/fl7fv3rY49dkS5hSkrKc4esnb1w4cMbNoyPjla7u41SiMilJGvJGDDmOZ6eHnaMJkJEIcSJJ564adOmSl8fWoudVorf5DOf/vT555+/7qSTvvvd7950x533/vL2z3zmM0uXLl24cOHdd9316le/mjMmgsASIWM6jvkRjdKklEqpzmgpzjkYC4BIAi0nRM0gcTgIDtwHkMQ5cAcYEwDGGKMT15WQRKANIAEiIUfGGDCGMDU5wdwAgBCAAC3yWqwbe0dCcn0BhjmGEBlPlFbGJgZczxWUvP115276P9dpDNpRkpWypsLEeJx5jDWS1mQlV3HCCScZW75gFjft3Y/veMXLTwUAS4g2zR4cLdgTrc/4hD90JpPhnFOSMM4hbS5PSXlRPvjP8/fXbrfb7YRxBAbEmFIqbrW6+/ry+bzWOl2/lJSUIwNiu9FYuGTJ+Pj48OAgCkFEJkmMUuwIReTW2o5s4EIYY8rV6pYHHmBSaq3xaZd417vf/cj2XZ+/5ksf/djHkqnJVatXX3bZZb/4xS+uvPLKs84++9TTT7cA1hgyBhg74mfkWutOXsUCAGPAAQCl5p5i0hCXoByKKdHELPkcXLCWVGJVzEgx0DpsWrIkGDFmAQ0xQk5I7fbk3P5eaZWwGsgSoAEeapxsK5BOGCVaJYXAY1YHnmBAnIFWiqtmn5ucsXJ2UcRZbqRuu6iF6yng1qiCtDmMnGh8QXf2vFOPHT+wa8nCBUxKYE9Mvko5aroBAJ5sywmjqFAoAKJSChlLZ1KlpLwoeb5nGxAxCBwyAAjIOOecO55qT7VarWo1m65fSkrKkdtqgjCOly5dumnTpkwmU65UAMBoDZxbrflzzzY85QcnCPp6eoYHB6fGxvK5HDwtup23cNGlM2cSEReCCZEkyVnnnHPGGWcgIgmJWiVR5DgOF4KS5IjXkTfq9XyhgIgMgIzRHIVFYVCAJWY0ai11xCkrHUY+MMshAaOBESABWcj4lChlDDLBBWeWha2Gk815hH3lnBwclaQ0OADMoAA0QkprGUdqTY0Vs13jI7X+mRWhY5eRIcWMhlbzdWev2x/df/+Wx4W1iE0ishbRmoCbPTs2HTOz9CcXveK4edMeufe2RaedaibGGUf+RGibclR4spUf0Rqjleru6jp8k6e9DSkpqWz4b+GBBx741Z33qFiRSRyZZDMURSOT44ONRmP1mnXp+qWkpByZEMjazoaoAOcuWPDYww/Psbba0wOIVil+JKLPJwMpay0pJR1n2bJlu3fvDubN409rOTBJYozhnm+NVu02l9ISWQDBuU5iwZjrecYYBAjD0M9k4Igeq09NTXX39XU8s7VS2pXCMjAIRMiNpjYJS5JipfXkpEqaKBLPc/zAQyBr9NCB/YVql5fJGsAwMQKZdFxSsXTdFYsX3LL1EAMNYAnBEueIpBOlqL+Uqw3vmL5k1vBUtHLxArQxUcSlC9yCCguufd1558yav3vDPfdFI0y1FBMBkHGYft0F/+PlK+cs7svEjfFCIRuNDLmer60BbaQjQaceAkdZNgAopay1nu8bok7xUiobUlJS2fDfwMGDB++7dz0D5kqm1GS5KDMZY3V7/vz5q1avTtcvJeUlizFGSmkShYgoBWlNT1QBISL7PT2nOr0HgnMAcILghEi8UNMAACAASURBVBNOWL9+fbWry1jruC5Y+wxeB4whQBLHExMTX/7yl4UQ73nve6Nm03Xda6+9dmJi4uKLL567fIWqTXXeHpcy0TqTyZRKpV//+tenn3120mox1xVEyBgCMCDHccAaQOSOAwCgtWAMrJWdiiYizhgY4/s+mBhJASAAA+QAvFNy3gnuAIDwsCU0PvmRUKe/AICAkNBzTBxzIay1QBSGoet5zFoyRnqe0BpQk3P4v2rbPEgCP2RbH9v4529/+/h4u6+veMopZ3/8nz65c8vmt771rdbaRYsWXXvddVxwloRcArpeFCsuvFVLF8y/6TbZGKyLpCFLDShop6sdt/IuHmg3Pad3TjT5in519oJs1pEmkoJIY8Cln1GtNay5ejHDY0/fsPERSqL26ETVH8j3zxSuW4pb0kwO7t40fe4CJX0retoyd//g6CNjQ5mJ9pI5fQu6goKZ8kyN6RYELrgujE1BtgBWAnOeXEallPQ8shZLpfDgQc/zrONwY8BaEEIppaPIyWYpjq21ThCAtfAiroOiEND5f+y9d5xdV3X3vdZu55zb5k6f0Yx6L+7YcsG4gG0wwaaZhNAx5KG8hBIekxDKSzMlLxhCCJA8DgkmJhQDgVBsYxuMuy03ZFvyyLI00hRNvfXUvdd6/riSA5bBOITneW2f70ef+VxJZ+49d5+2f3ut9VsWPUItiFxc98o+pDEUglajnRWPngeoKbhr233potO0Itmw3hTTLg77a5NSuER1ecIBp5BEjJKlZ1Ejg+YMIAPIu3Hn5OSy4b+brVu3nnnGc8iykkjU0CJKk7nu7sLw4Ig2AUCePZmT83S9eSnFRB2JANayc0IdrBBg5kecUv/LLF269Jabbz7q+OPTOBZSSXwcDSMQb7n11ks+85nX/9mf1ebm3nvRez51yWc+/rGLl4+ODC1ddsklf/vXf/2XQ6NLXZYenPQTkRADQ0OLi4sHJqf6B/ods5ASEG2adlo6/M5IAGQEAAGAjAiAh2QBAnSMUAEAGPERwYCIwAgIKCGLImWMs7ZTBs3MEtERSa0Pr7deWFjwPI+kWpyd3bp166c/+zkkx0K0Z2d+9OMfv+ENb/jjP/3Tz/x/n52Zna1Wq8bzbJZIJmEpay0GQfe73/aGf7ri6pt3TDAKgITZK0or0yiAqKqyksyec/LxQz0VsC0pEbIElPm1obZ2ZGRkYHhNMtOGehYJ9H2hIwfWtWPuqgzNNdX1P7vtmtvveyiJDrA1OCqz20dL4pRNo3906rHrBopgo9bMzMDQplatXvC1oPSRN9fGZHEspWyPj/tdXQiQJQkoBURoLQAEpVISRV6plMbxf+lIPbnATgEkMiM4r1SiLGGCuG252PuzbQ9cc+e2e/Y+5ByUobB6ZOX3f37t0lU9zz1507NXDfu1uaxEWgPEiVAS8Nerdxjzzg45Obls+O9nYGBg7Zq1LgN2mfJt3JjyS6uZQtuMBGLewD4n52kLER2cehyyc+n0KOis1ncyKH6f9+/v78+y7OGdOzc94/i4Uf/tVkVRu10eHPrB93/wkY98ZMOGDSoIDuzfPzU+vn/vnne+4+2+54X12qWXXvqud73LGINKpXGsjQFmJcS6deu2b9++ZNUqqNdQyiSOvXKZk+QJDAUq/vU0KmRGIDgoF1DwwakasACAzsYMorNOLgRba3UQZFHkFwrje/aUy2UmUloTABE96ruHYdjd3R343p6JiTPOOOOWG2/YuHFjqaurWCoB84MPPuh5HoKdnpwslErsnKQYjW9KxWyhTjZb2b3sTS86O/j+lTfcM+ah367bSmAGukq16fHR/tILTz1t02ivSluCYlQEh03KOwXlkCSUZVpKX5BtLgBgODPPXcMPR8Gl37325lt2icrgvFeBrkK9Val2j443ZvbduOuOnfve+eqXHL26uyiDMGoFnmZnf3X+arNMl8uu3S719bVqtdLwsJ6f5zRFKYVSAhGIpFJQLhvn2rVasVJ5KlsGoSFEBBRMAggyByAw6MnQ/+ZVN3ztR7sjQ1mhXCx6C9ONtaWeyV0PTT80ff0dt7/vVS87/xnHC5gjzpTnA1tOEqEVHjxdQeTP7pycXDb8IZBSpqlTUpJlJta+b+NFAan2fedcXu2Wk/O0BaVEFgDsskwKQK0O9ls+NI37PaMNjnl05coH77vv/jtu37B582/PRfGCIFlcyLJ0embmhz/8IaI89fRnHX3EEe12O4zjzNpWq3XXXXd5vm8B5w8caDQagGi0Hhwe9iuV4eHh23523THHH++cU8a4OBZPZOcdSocagAUTAiNQJ6bwn3GGjrBiYGQGBGACPPQamJwxhqxlZkv08MMPP+OEE8g5YQyk6cG2dL/C4uLiyMgIWSsc33bbbRs3brzhhtuI4ve+//3POfvsN174Z6991auklEcef3zUbHmVcmNicf/OnZ7x6o3mUVtPzpr7+kzhz//k7BecdtyuvZONMAZgCW6oZ8vmtct7fFEQxHGKRkKcgASQwa9+ehLHAADGCONcmLKNC4G28+G9Y+Przjn//Vdcd8MDc7a03BR6mpQ2QhqgsL0QFxUFxdJCo/a//vmrb3/1eUePVIStCZEAK8DCfz4RjcmiSAiRhWGpVPrq5z535513WmsLhcKHP/rROEn+9pJLWq1WGIYDQ0Mf+PCHXRTJp26DAosKAbGjGdgCoBM6lsVf7m9+44YdSdfKSCQt17RWFIvlhTDW3YN1kaqh9V/+0W2gB887utJq10seKspAaUBGOHjK5aGGnJxcNvxh9k8pYyQwCN8AUtRqBQUUQkHqpPbZpfkhzMl5ekLWpokNPF95HmcJWAcIHdtHKaWQkn/PpHOpmgsLa9auve3WWyfGx0dHR3/LttoPOE2mp2fvuO22t73rL+Jm44ILLrjmmmvOO//8s844wxizcePGZrMpiyWJ0EW9g0uW2CTZtWuXY27Pzw8MDo6Pj89OTS0ZGemkvjyhblmdiZhgQmRkJ5kRHPJhmwAgc6e+ATuJTJ3fZJJSEpHv+4163fM8T2ultY0iZQwftpo+PT194sknN+v117/xwla9XhoYpFbzzW9+88Ls7De+/vVvfOPykaVL//7v/u6ST3zinRdd1JydDUrdGzd3o6fvuP7nFNYlSt+XzUZtdZd35CkbrYMkjozxPE+3F2dNClmaKC0hYdA+kD1coclmAswIYHw/s1YYMTe3UBlavq9Bv9gxyd0rbVvNzTWw6vnGRGHbWkBdtNpvk4obi9fcu2/F0pP6CgTtuUd3zGBOw7DY0+OazYfHxz948cce/OV2rfW/fPWrD9x334EDB66//vofXHVVXK9feumlYa1WqFTgqWsFTqgQQLIFJmAHWgPrhQi/f9P2aehlUWwSkw5YuJ6+ajtJSHv1xJZ7BsenZ/7xh7edse7Uod5+21oARHAOsKMcOgOer/nl5OSy4Q+x2mEtM5BjYBKKPM9jSpkdogBr8xWLnJynEVI651AIYBwbG/vOd77PxL7x/seb3rTnobGrrr7aMSEK5/iZzzxp69atAMDMQgg41Lb5YCKT1mTt4y/nkyuWSijllqOP3rNrV39/v9ZaKOWyTCj1qBRJG0cs1fLlo+9617uU0X539/r161ut1vnnn/+85z1PCvFv3/rezvvviWo1myaFSsWlqdQ6CILZ6enhJUsIYOspp9x9xx39g4PMbHyf0rSTZCW0ftw0GMFO2FApIYgACZkBkJhZSAYEEIIYEJldJ8aAAgU75gwPWu9jZkFp7YgW6/Vly5YBAAM65+SvGPMTMxNZ53p6ejLnyt3dN/zsZ8eecEJaW1SelyRJtX+gXq8PDAxYaweHhz93ySX/zzveUe7pSTO2RMJSKyVWvgk822qUCwEz2eaMAFE2HqVRmglfskABxkPPy9otiQbh0fIpiaLOyDBRmmTAjtvp3GJr7bGn/9PN2xP0Wq2wQMFQdzGCZhzHgfbI0xZE26Fnqsz4s3v3vPS8sziKe4NezMKD5RxEAMAAhXLZxbFQatfY2HFbjpiamrrhttvOff7ze4aHXRyf89znOuaGtQ8++GBQKsFTun0QIYrOec4OgCDLyFRi9u4em2ipbk1CaMMiztJwyYoVE3um2q3Qq1ZnG+3eYs/+enjrnXc9/4xTiRiUFpwBEAITMIAAyPtp5OQ8Kfn/u+IXQjCDlCiVPJjBnGuFnJynJUmtVi6XkzDEcuVrl112zjlnvfWtb200Gv/yla9s2rTpta977ete97o3vOHCwcG+7du3CymF1lIpa22aJJ30JRRCSGmT5HfpjyYRBaJL01JX1/Lly/ft2yc9z2aZKpXi9NFxTiYyxeLKlSvf+973hkkqpXzooYfKg0NvuPBCFsIUi3dvu+Xd73530F0tV6txqyWEAKLh4eGw3faCQDCDMcuWLbvyxz/Wvt+u11EIqbWUEn8HL0sh2BNWushGDSSbRGEUJ6LUm8hyS5Tbuisy1ToZKA3IUrcVBhBRoBCMnCElAt3BPnSISRT19PRIKYGcMabTHrszeh2dFMex53kCAIQY27P3hGOfcfXVV7/6Fa9Yt+7oLGwvWbLk3HPP/dm1137h85//2te+hkK6OGbppyCd0KpQyRyABaV9cITktEQFFjQKYBGHjAjGhHHabLR0zyBLnaB8jIcCMSAKpaSUKPW+qdmg3JM4mJydd8BaguFEJ4slW+9y9aHG9qHG/f3tnQPZvmq8v9vN6ub+cP9YMZubuu/m239+9dVXXfXTq6++5pprrrnmmquuvPL6665bmJtTUu7du3fv3r1vfOMb9+/effppp83s3WuMQSE+95nPnHzqM8866yz0fXhK24ziwT8EyAAIUqfE+6ZmFtpJip5ERrLgMt+I7q4SuNRTgmxmjOcYvKAwM1+PMyukAhSH3pABDxbk5ze0nJwnIyofgpycnCcFXlfX3ORk7+jKxcmJvePjm448CkG8613vQimtc8XubiHE7OTkP/7jP152+eXETEmCUqIQSgihFAMkcWyCAIUg5sfVDUwEUgopKY5LXV144MCuHTtWrlpl220lHj2XVUoliwt//IpXfPkLX/jY//tBZn7f+z7YXph/01ve8vGPfCSO4xNPOaXaPxDNzwddXV6hgIh8qBmzS1OpVFavlyuVLVu27B4bW7Z8OTATkUB01srHDTjYFFwKWislQGnwFHuV3fPJvTv27Zqa2T81K8B2l4ujQ33Hblk32tflY2Io1sjgImAChVpr55wMgjRNjTGHf4JzTmqNQsRR1Nvb2xnMl7/0JaeccPytt976kpe85OznPldp/Y53vnPr1q07xsb+4R/+YWjpsigKC4UCM6FABpDKZIwOFQIhEwAAMmgvna+ZSmXXAw+8413/8wc//pH2DRq/tTj3iU9+am5u9u8+99lf3ZPOrgIiM2dZhgJ27Nh10jGnCqlazYYUTJxJFoodUQacbVrWAyqwupQJDwh8TL32zPzErmAh6SvIY48/xskKdirpEUEIoZRL0yjLKtXqyMjI5d/5jnauq6vr05/+9Cc/9Smh9Vve8Y63ve1tf/mXf7nuiCM2r1+vnrrKAZmwExZgAcAgNRPu3r1bIhgJmCZSOUZm4tnZuTR1HbskZKeYFQELlRGYjpcXIvxnjT5wrhtycnLZkJOTk/MHxDmlFMVxs1ZrNFqfv+QzzvKdd2x745/92XPOfW7cbAqjv/a1r3344osHh4bSOBZSTo2Pt1qtTm7SypUri9Wqi2MhJfwOJktCKXIOpSRrmWjV+vXjDz304M6dGzdvdodN4h0zAVRKpYsuush1mrIRac876qijjjrmGKU1ONeuLQalEqUpcidliJVSla6ufePjy1es6HhADY2M7N29e+7AgcGhoU6FtxCCnHucOZZSnEXAnmWdpgKKA3ftmv70137QgHILfCe7nAv1nDVju//p6jtOO2bDnz7/jCXlQoFCiSCFA0JUktN0YWqqVCod3vKiE+5AZpQyDMO+vj5LlEVRsVxeu2nTqrVriYiJUyLP8049/fRTTzuNiNjZgu/bKNLGCaVdlhU8STYFKHDH9hUOGjzpave2W275xCc/roxEyUqrqDn/z1+5dGzHtr6+vkd91zRNAQGIgFlKuXfv7lXLlpZKhTCLC55EcARoUSeITkAivGsXNCiPhWYW6BIvDasuu3Dzsyqq7XNTgJWH8mWY2aapAJDGaKVOOvHEz11yydjOnRvWrp1emF+zZs2VV1317W9+82+/8IUsy5TnNWZnxaZNT+G+DZpTYIEAgAIAKbXSyOGBXkOxZ9uKjQNgkJmjXXsPWCut9hiUZFZsNVFKBZYaUXPaRmTgg+ELQGAUuRNiTs6TkbwsKScn50kCIguRpVmapmtWr3znO9950Xvec/nll//i57e05+b8ctll2T333HP6M58ZGCOEML6/fM2azc84ftPRR69YsWJqaioLQyElWYu/iwsbsxDCZZkQQhqTheGKTZsRcd/evXSYbFCe7xsjg6Ddbgulo3ZbCZG2Wn5XVRBlYSgASn194FyWJFJrQCTnTBB0d3ePj48TUZZlnf66S5cuffjhh2uLi8L3O7lD9LgWn8QgfSIEr6RK/buma1+4/Hv7ItMojIy1g8Xi8rlgyX6uTmE1LI7c8MDEV7579Z65yOpSBgHIgFkAEQjx4IMP9vX3u8f6OCEEEQGRtbarq8vzfCZia+NmMwlDU654hSDw/bjZdGkatloyKCRJQlnmVauSQsRMUhJIQJsJeEQFIQCikIuzM1+97LJvX/Htnt4u6RKE7PabfnbnLTf8yQXni6x9+M5IKcE5qVSSJGGzvmblMuAUXbp0ZNgRE6pUmFiWWqrSUtW26W2LUpu9hCUxFwLPl+TiRpeHvrCC3ME4AwAi6lIJiFwUgbVL1669+OKLX/+61517zjk773/gTW9721nPfvbSpUvPPPPMs88+26Xp1q1bbcfW6al6wT0SbUAEEKg0A65asbTsSWVbzAwoATWoQjNBlkWLHoECkIJBMZe7uogAUKCUQAR4KNrA+cQjJ+fJSh5tyMnJedLIBpemqtsfXbas2WqjEGmSHJiaNoaDSoXS9AMf+MA555xDQrC1xvddmjIzYoyIxWJRKLVz5871mzZpz6Ms66Tsd37CY7m1drKDOkvvnGVK62h+bvX69fds2yaEGB4eRiEOVlorZaNQaZ00GqXuHhuFQalk01QXirbZkEpprYmI45gRjeextSglEYFSWqlCoVBvtoLu7jSzulg0Sbxh0/rpvQ/3DPQ4ECkWnFECUgZBRIKdjylSDGzBMpkyy4LLEs/XkEQgYO9c+8vfv2lfVoViOYqivp6uVrvlY8tXbEQhtRBB6YZf7l42smTpWSdraPqddl5KRfV6mqaFQuGxBBRDx8/1UI0DJXG5qwuYPc9DIG4tOFaOhVeqorPFkrH1hWJ/b1xvyCSZF4Nh7Pbuntk/y1677U3DxnWrS9J1qUylDXT879+8/PgTngG60GjEJEyzEf/kmps/+/kvX/mT/1DEgiIgBglADgA5pQIypG10orV4IPAUsUOwhYC3LOnps+0FHabai6wAVUyd1ZwCgRLkc1agWDbnTj5q1ZreoogOQLQAfhFY/ecJkKaOSPs+WGvj+LRnP/u6q66q1WrDw8OUJFrrD33oQ29961uFED09PZ1qe3jqrpo7CBAIIUWwAIRSeJz2+f7a0d4DD80qKEjLAgVLFQmZSUVayKxVNE4kC4VCcMrGpQG12UWA8pFW3KKTnAZ5qCEn50lJLvpzcnKeJDCXKxXnyO/qWrtm9Stf8Yqf/OQnF1xwwXHHHYfW3nrjjXfdddc5z32uDAqZtWStEEJKKQ6tJS8bHR0YGBjbscMmCQuBQohHMtoPzYx/FSkldLpQH8L3fcF8zDHH1Ot16HSGLhSstZ2+wsBstIYsVUqBc0pKyFIpZceySQgBzPKRWSazUorjWAgxOjrabDfiqK18zc4JJXrKpZ7e7pl9U+0Ya1i5dzK6d7J9+776pCu54pJ6DJilyCkqQrbtxAldAAIJjsJw5765bfvaC6rPsiiIxEsWyiLux2YXtDFrEaNVRS713XTPzjZIlsplMSq0UdRqNEZHRzv7+RiPCiEQEaU86O8kRCdNCBEBHIITAoUyjjqOnU75vmu2vFJXLeFv3jHx5o9e+r5Lf3TLnP7X2/d96af3ve7DX7ry3vE5q0h7d9564y03Xn/e+S/euWOn8gqNeviRD158xDEnZVBoLIRJZKMWY6U3azehpFBFXo+x9QPg6cjilbfcM7xqI1iLaCGqHTHa96xVw344JzFsZXUhKG02PROUigUbJwZBugxtevLxW5EFWYSgAoflf3UO38EX1lYqlWXLlmmtHymjHxgY6OvrO/jXp3SmDYHPKAEJMAWIgRLXWBisFJ5zwlFlESZJQ2SpYUPsZ153W/lOyl7feO3akm5v3ZqBNT26SG2DBICACkAhoAASQPnMIyfnSYr8q7/6K2PMIwtv8Hv3SPrvpVardXVVD+1RRjZETBEdMgIIwHzF4mlBFEWFYpGJftOcJudpoRoobNZqxVJXltpnbD2xGBSiODn/vPOe/dznWibn3ObNmzZu3sxZio9lQERCGt9r1GqtVqurWhUAzEzOISIKAY9nWERE0hiyVhhPK3nrLbcMDg25OFZBQCjkE7xvknNS6ySOhTECYGFmaqivLBBdFqOQaQai0H3rA3vHZqLPXvb9X9w9duVt9974y70/uuHOOx/cE5S7q93dBS9AIhQqiyOthUACdinr6+6b2La/nciigswI54gIWNgWC83CZCAZhARKWwtbt6weKApjQyFFs9Gcr9WWL1+ulCLnHuU0xczCGJem0vdnpqb6+/sfdWQABaNkEIJZMDFZBypVpbED7X/61g+/e9se9Iq60AXaz0DN1dqovAd27Nw/Mb1h41Fhq5VF6bZ7Hpie3H/zTbeu37DW9/2F+dntd9+9/Zc75hdmRjaf1jMwYoPuWuiazm/HJsRuo7onp9sZe6NDA8IlUipw7BVLuqv64Pj+xUa9p1yAdr3XR5c0VdoqY6yi+eEiv+zsU04/bq2MGp4igQzMIGR+cf2GS04COsBOqpIEh8oUo9hWevtm5mZ31DlTMlPSSe0AEVjaVCZhQPbY9eve/Nrz+5P5P+C+IcZRFAQBHKyXyEusnybgQTMuPPSDOE5SVSrJwH/Km5v9X8c5lycp5eTkPDkQQniex+SMF7Ra4XOe85yg1AVK1ycnS8Vg9ZYtq1etZGaUMomiQlcXR9GvrZEwac9bt379ndu2AcCqVatQKUhTIpJaP64cJSKwloUI67XuwcGTTjpp27Ztp5x1drK44BUKlGVP6HElpWTnjDFAFARBFjZ10UAUAYF1nuoamK1nP79/MtZRyx+qRW468zxdBiFn9sf3ffPnL33W5peesqVHgMGs7HGWhVAsUdQo9AzPN+9n45GQQMQukQwFqY30mqkFv4DSJFmKJLu94r6JqY3VJbIYcLtVLpf3799vPM9l2eEt3g4GZAAgTQ9viswoO86akhnZIRNonWGBg5HLf/q1a7ZPieUnTs1Oe4JKpNFIWbALi4s9xf6bH67t/4fvfOLtr3zLkZvIWpem373iW6efeWZrcaHS2w1J8r3v/+C66/C0U7bsm29dt2vui9//BfYsa7RtMW6fOFQ9Z92Sc0/YaG2a2QAEgmJuL67qK7//La/63Fe/fef2+0a7+20zrhQrgZYiaQQ6vvCF5z3/Wcc0pqcCaSUCWACp8yvrN56lkBA4AnDCKGIsVeK5etBbHUR800vP2fed2x7au2/ywJRf6O4qVFw76tII0ezLzjn97GceuzwAaORDmJPzVCOXDTk5OU8OWIg4jgu9fhyGhVIZpc7i2KVNr1yWBT9rNrIk0YWCEsIzxrZaj5rgWgBBTNYeddRRD46NTU9P9w0OKq3J2k7O/m8PGCilmFkwlyqVrN3WhcKKVatuuOrKE595ahTHvjFPzFEHkZyTnmfjWGld7e5pTk6XuvukCVIR1BP5rz++dtue2vC65W2RtChU1aHQIStPMqSJufy6+6RQr3z20RAdMIIEKLIZCWGttcCWiAUjOM6iYuD3DHZFUdSca1jHCbCWJo2b1oCUkoGAHJOLkszzPHauk4H0aL9XRBvHSqlarXa4PSuhoIPGOA7ZAjNllAaFb1130/U75+TS42ZiKfyq1mSJAVwrjApdvbU4RS4lDXHlLfe/7NglPljPl5dd9pUsy0wpcGFdaHPqmWcfe/rzbrp337/86GfbG2paD6a2O5XYpaM798+r8OGZvRPPP/P0wJRt2lJEyHakXPIh+eD/eOkvH9g9uXcCM9tSJUnRaG/1pCPXdXuQTD4USDaAaZoZz3dpKvOMmd9IioAOkVCwENCMvFLFNhcFwoDRH7/wtJ0P7n9w154wJiZU3B2wO/34s5b3+jKby6Zd7rGak5PLhpycnJz/O6BzQgiXJn53T9IKRWaF8iQgGgNRpKQiaaVUizMzPX192WHte41SrUaj1N0N1q5cvfrG668/UoiBgQFEBMTfJcnIWiuNSeMYtElarSXDw+Vi8b577j7qpJOTxYXHbHfwm3AdN6eOVhGi2jd0z93bTjplhMAkIti5f+HabTuoPPzg/pnNRxxz4PZbTCEgkDGRFYb9HtPb853r7znz5ONWBBVIUgBoNBrV7vJ8Y7FcLJR8G6eJAichLQeVkaG+W7f9ElAZY9KYiF1X0Xfh/MiSYSUdNeug9PT0ZLFYRCGkEId3PkbEJEmKlUqr1dL60cvzDIJASnCCCYAACHXBisK/fv+ncfe6/Q1ZLPtMCWIG5HzjKQFpav1Kdxynqlq5dtsD5x+/uoQptGuVgu9Q+Nq4KEIEr9y3dy58z3fvrYWVUneX32750XglKFGaLVu9dvueqZt31cfd9jf/0claWQUOslSm9cBBqdJbWd1XG4C2iwAAIABJREFU3DAKmW3qLhs3K8oVRCySFqADlGBJ6yCxVksJ7PKL6zeQIUpG5YQiEp4WnMSKCQItsvpoMxoZ4Gf2LWeQUnlKiLC+WCwn0JoCI3StBt1L8xHMyXmKkS+z5OTkPFl0AyKiAKRmU3c6BBMhInQShIiMMWiz7u5udk6pR6+JsHPFYpHTlIl8rZ91xhmz8/NTU1MOME1TYkYhmJmIQAh3WOgAAZRSSKS11sCmWMysK1ernu/vvOtO5ftJkhAiADgievy+zgIB2FohBFvrV3ojUWo7XU8hJu+yK36U6q4IvTjjxZn9x65f7qcLJl4oQWg4cuQWItsA//L/uLaVCiAgwFKly0VhyVfrlg6mtQM+hR4nfV2l3p7uO7bdyUIRsUtiX9iizERSH6wESwe6wWUopbV2fHx8YGCAiRwRHD50AMVi0REZY6rd3QxAj3gqIf5KdhYfzPUifvDhvbrU07BSdfUDWc5SwRllbcmpAquQoigk5oXF+nxoQ/BSm4JmoYTQJoliKRiU3rPYvvgfv1mDAhR72ykZo3xBaXuxUgxMobR3rtmS5Stv3X7nrv1t9sgBSAE2LEmro4UuiLykFthmIZ3vVYmhtogWgWPg1KURGGWdFUI4coToEDNEpzXnpVO/duD5oGMqAAMys5ASJEAaSsig3cY48rLEt7FOmhjXih5D1gAPADOoBvn45eTksiEnJyfnqYAWYv3atWNjYwu1RZdlB5u7ITKzyzLleb/91xWiEAjOLVu1ul6vz01P+0HA1qIQSmvKsie0MxnhEceeND45i9qfmq+Pz9QSVWikoIrFqX27R3pKS7pMgep+Vi9JKyl1DCl6d+3YHZFkqVlIJhRSaBsdu3Zkdb9fxagk3JYN62ZmZy3Lduq8ICgaUYBItmawPnH6cRukbRsEsnah3hgdHe3EWyTA4dlW7Jy1ViIODAx4xggpEQAROy+YrIBHDP4BQGQoJg/MOAYU0lpSbLVwCkgys8sEMwJJcB1TnVackSk6JvAVuzRh4ZUqzOwyd+MvHzrAXT61DScAbIWOZSHRla4ly2/ZdrcA0pBmDj5/2RVNZxJSoH1gRraaM82ZoBQ4K2GqkqaxMWgFSoOQUijQXhpH2ihUsmOERXFsW600TfNL49fFMiAjQqd6hQ8ap2Kn63MJoAhQBAgAAycKqSokqhTprlB3h15vPnw5OblsyMnJyXlKTIikdM6dfNrps5OTrSShLHPOMaIyBgDo8aaPzjlmBqU8rY47/viJiYlmFLMQIIS1Vj+e6ngUErinHGRhvWRkq1knkCl6iSyGVgptbt92q18oaq3ZJRy3jOAoCpXn1Zph4JcABbJwjpGskNQvs1c+79Qlvls30n//3XfX6xHLQPtFZo6b82WIBkxy0volpxyxyrNtcIksVZq12sjISCfY0onbPPo5oZRSylkLUkql7KHBcVnmnBMAyO5Q018JKAWjp1UatQxkHidagABMs2yx1ZqerVlUBBIYBTvFqWMhhIfWQtiUxmQso8yh8VNW2/cvNP2huuqNRFGAK9p6tz0wJGpBupBEzVhXFvVg3fTPtmFsYl4Vq+A6bYg7TisCQAJLziIpBYMA5TswmZXOFJtzC7pUiNt1dtb4fpamQmuvUNDFYn5p/IpeVMBSMEsixU6SAyBAAJQkNckiyaKTvpV+KrwMvQwKKRRTKCdYibGSj19OTi4bcnJycp4aUyKWnpeF7dVr1tx9++3tdlsHATDbNJXy8f1UJaJQKosioXQchus2b775+p+3wtClKUgZtdtPaF+McCpaLGPCUV26zBGnrK0up6qQgBJ+add0LZW+8guOHVEmpSBm6zLHDtmBQCIGlwEnIl18zpaNLzxzq20tzh6YKZS7E9LNOLPWVgq6Of3wyh7z6vPPWNNXLitCtmC8NMmKxaJAJKLfmKUjJTmXhKGzVhkjtEYphRBSKSlAgRXAAAgoAAQDLh1dEkj2KCpATORQCofagheyzIRn0TiUDCyYi+VyG0AXfEgjFmhRxpZByAzl+Fw464qRDDKhAdjjOHDNdcMV21r0g6BNsiG7QlX1e0d27JkkXSSHIAyAIlQEGkADGjQaiBzIW2+587Kvf+er3/rBFd/7Ybl/yKDwC96V//HvX7n00v0TE7pYBGZ6Snd9fuIoAIGAkkmyE+AAGBCdUIkwVlmrMpIWMJOQaE59Sj1nA0sFy0GWj15OTi4bcnJycp4SpNYyked5ypjTTjttfHy8NjeHQlhrQQh6PFskywzMLASliV8qBVpvOeKIqfFxay1ba4InmNjNVmBSwJRaCyODvYhoUToVxKCdKTZj1yS/7VTKklEBCiklkevu7ma24FJnnRISEKA+rxWHjYmBovecU08+9ZST4zhTfqlYqiil+roqr3n5S976mpdvWDooqe2SppKYLixo41lrGdE55wAPd5KdmphYmJsDKbXnKWMatdqBycm5mRlHBEIgOWQCYEY4qBxQ9vf2Dvd3Sxtz0rSOCCQLTcpYNBkYi4pQACAAtcLoe//xk1qjAchxFKHQXlB0qVOm2MqA/cpovKs7mwGABTWw31t7ZzzwQLvYYr/AUWlxZ5kb862QtGjG1grTCXc4UA4loQJUFIZQLLPy/tdXL79v1zjr4kIjmpudb7Wbr7zgT8Ye3InGfPJjH7OtVhyG6gmGiZ7qSOBOLw4W7IAJgAHBoUqlFtiS2FLQVNyQ1JSuIW3TZC2TNr2kHSRhPnw5OU/JtYScnJyc/xOgEI6IiDpOqWgtaN0paBaIwpiOyycI0ek4xocWv4UQgAj/rYY3+lBHMwkgtV6xYsVdd9117LHHFru6gFkqRZ2Efikf6Qf36/MpAGbT8XglAsTukq+dGL/vptEtJ03LgYdx8Be7Gtt3jHlp/eRjNp60akCnjX7RHPQyztpIFkADPnIHRjDVrr41997z0JbTN64d8uL2njhdTF1PQ6+pEYzCjshp8CueV2yH7ZK0VRefduQ6j2TCFYMOReZUj6hWgeien39/69atQRC8ZPMmYOZHS6CabVjt+w6EI5ycni2VK52W2MYYAGZiIpKeFzWbcZI8+8wze3p6ms3mRRdd9JI//uP6/Pxpp51WqVQWF2sXveeiV73qVakICKSmRHIEZAFYC6/gxF+9/iXv/cTfrqj0TaTNFPw2+BEELFkDa0oUAEuVQbGVxv++ozFlvY++8LTywh1+tDsurz0gRjxp1pUiO3/HoukTzAJAE4DgRqNB4GfKWJQF41sghMgLAg8aBhchWgTla10E5RHGURoHpf7m7Gy5t3fP/Xd98lOfOvaYYzIihXjXPffUaq23vfMiwXxganLfvn3Lly07/DxpmIJgp4g0Z4IJmVkwIToQTqDKUFsGAU6RE0wICCAJlAMgAQwgn8wupNIBgGAUDACyk/8FAIasSQDgVzy1Dv3XIzoYIPenysnJZUNOTk7Of5WMaH5mxjlHzslaDQAGly5th2GhXCaA2YmJ/v5+AuAsQyEYgJlRCDjUzvkPOgErFIvHHHPM2NjYpqOOAmu17yOR8X0mctYi86MaJx8micDrqiqjYja337/nnpmxH2wbn8dq4iDQ/NCD9/3Atf7oWcefccSKkkCPpcJOcSl1ZlvMDgmDcjkMm1kcvvKCF370sitKNgsCTNu1klcOMwRPJy61NvMVGA77yur8c0/3ZYI2AiMJJVkrpBwbG1u7dq3v+0IIIOp4Qz1q55VSZG2na8Tk5OQRRxzxqG/jhKA01Vr//d9/+e1vf/ufvvKVaRy/+93vfsGLX/z1r3/97W9/+ytf/Wpkfs1rXv/yV72arT3Y8A0EIAIgCqmFLAX6jFNO+Okvbk2DpU4qREnkJAJwppABKM2IhNFKNZrN2++evW4En7e+qBwItoEkBVStdruFxq8PMzM55ozJCgYpWNgEbXvT2lUJtUsiYE9aYWr19vTcNNnQeGrZkFcoFFySTC8sfPuKb3/j3/5tdPnyN/75nx951FH/cdVVaasFxeL+veNDy5cLKV2WyV8fK8+lCCCJBHf60gISCgRAQGIBCEIAMjACQ+dkRT58Gp2Tk5PzVCBPUsrJyfk/BDr3ij99zYte+MKTTnr+2Wc/92Uve1lUr1eGhgXzhz/4wb/5m8/EcSyEkMYIpcjajkspHLL6/MPC7Pv+yIoVP/3xj43vU5o657ijcA7ri/xYt1LRarSgPAwDm37+wIFrb99OLiuJtGQYUGaymJrKv3z3J3//9e/OW5UI3wrNQjACd8wtlXRgEWn16hXh4uzawb7nnXBMEM5VbV2F+ws0E2vdyBIHSdHYAGrQ3v+CZx9d9SMXTZuq5LQlpdS+/9CuXUEQLFu9WmndcYWCTqzmUQcCkZwDxDAMiahULj9qAyLKrM2yrNWqv+bNbwEhCoXCypUrb7vxxte+9rXnnXceoQCALItVEEgkzRaZAASgBtTEklwaSPuiZ5963mnPEEE1IUUgpRSCbSBYcYZktRBSamLq6e1biOhf/v1a0D2oDCbNIsYiC48++piMDR+agwsAZAJnJZNGNuAUZd0YDol6VSQaCHVheq71i1t/uf2hieGR0aO2bFxSLZaqVam1FOLvPvOZt130nve85z0k8Iff+IYEiBsNUyx+6ZJLVq9enTWboNThU33PJcYm0jkkAJbAClghCUmgHUhgEIKEBJCShSRULBAEgABBICi/6nNycnLZkJOTk/PEbzee95Orf3Ttddftndz++te/9t3vfnehVGpMT91w880LCwvWJsYYZy0757KMhSBE12mkACB+l7n776lqpKyWy8846eRf3n13mqbKGEBkZlTqcVULW+eXe/a1xEf++Uc37m0Pb9zaVe3m1lyBo4ywQaYhSnGxf8dM9PF/+NcWFhPhOUQABiRGdkDC0w7c8hVLw/kDhaR1/tajX3fWM7uT6WXFdpCOA6ddBRlwy0umlhbj159/8rOPWlF0dW0sN+fQ19a5/ePjrVZraHi4k9x1sK2CEHjY0DnnAJGSZLFWW7NmzeHFDBrR9zyt9RFHHvm6P37Zt7/1rc9//vPbtt09NDQklC5Wq1nY/uIXv/jCF72oPjUplRCcIRAAMkoGnRH4SvoU9Zr0vNOOlqXu0KEDUMiSUrQhZKFwmUB0AALF3MKCC3pDf+iuPYuMCuKGtg2MFzdsWBuDZEDuBDOAEViwFWwVWwWZ4lS0Z6vpzP03/WR+z7333XxNmjSO27Lu1GdsqRYEJfVqt5fGMUgZhmG1r6+3Uqn29xek+t73vscAfrH4yY9/fHFx8XWvf31lYCCq1+Hw04wSYAfAABJAMRgGA6yBJTBYFKkQDgSylE5KJ4UTgoAQHIKV+UWfk5OTy4acnJycJ07Saglm4/s2ivbt2/eCF7yArK3093/329/+3Oc+l6aktEYAVCpNEnDOJgkQCSEOro7/QTUDolRKIha0qvT2TkxMRO02GiOkBCLxeMZKaEwjtj++5f5dUemAGNwx3RoaXjJQNlHtQMaYyOJU2w2sOzoq9N8/1fzRTXcmwnMoAAmQGcExp+RUYACspKQEdsTwi0488lPvuLCXZ3pwpl/GQXt6ABbO2rzkr1573quedXwFamn9gCSH2svakSoU6gsLW7ZsMYViGoadegZEBObHMFQVQghBRHEU9fT0PMb3USoJQ2XMi1/2sgsvvLBSLJ577rlHHLGl3W4bz/jlype+9KU9e/a89IILugYGwCbAFoAZkUBbYQClFuzZUMazvTKOsk6kQbosUZyhjUpGFQPtXGatA2AEkcpgb5N3TjdJGAMZUlhA22q2WOpO2wDGg7LB87REZptKoErBX7Js1dkvfEVMurtvYPMJz1g+2NNVUGxj5UiiBBKSCBAnJyZe84pXzC0uorWM+KxnPUso9cqXv7wUBO//+Mcr1SrHcVCtiseIayEgAwoSygqTSc+icUIxSkBkRCeAEZARWAJJYAksAMAhuPwBm5OT89Tiv1jb0FnK6jx4ELETDe8sCkopmfmR+DgRSSmdc51/77zomBt2NsuPQU7O04SgUHDOGeP9zWcu3rJlC0uZpenH3/e+M844w1qLyJ0KaJck09PTcRx37g/FYnFoaEhpzalFRCLHjEoDMSPAI62KAQ+WC/yXdQNlGSAWy+VCobBv377JyckBomK57LIMpYTfmijl0kQH3WOTi1ORjnUlbTXLNLtuxagVB9qkHEpdrO6eWgic6S0P75ltWNQMAOwAkFGgwChsa7+AEoxG25hX5cqA5wfAl7z/bdOLi/W04gnuK6r+IhoXGTtno3ah2utsBjLwuvTixMSmLVvazWZB605WFTFLKZ21TPSoPCsGcMyy06gB4PCvhkTS912WbbvllqVLl554yilk7cMPP7Rhw4a5+YVL/uZTQ0uWfPJTnxJap3GsEYEJWAAiITIgCmGTUFCqFIBLII08CegSjaSAAqMGB3oXmjGFqQ402MTz/WaGfrGSEDpiKQE4AxBT+/dKBMe/dmTDVruve6h3eXeFCirCAyF+9tqJ1Xrhec/flKWTOlAM2rJOUCrRRTYJIAtrtTXr13/gAx/4+09/OgzDgYGBv/jrv/7Fz3+utR4fH3//X/wFIj7v3HO3nnIKHFYH4qQU0kssgBCAAgCACQCJWACgYCWIXScWIYAcCAQUDMyIDHnP6ZycnKe3bGDmLMuMMVmWAYDW2jnXWQ7sqAhmttZqra21nad+x40EAH5VPHS2zw9ATs7TB2J2zt116y033XTTV7/61SyKvv2d746Nja1cufKKK66Ym5v75r/92wte9OJAq6VLl2JnfYFofnHxvvvuK5RKoyOlNMsqxnMWyDkGAcACsWMWxAj4+9xSHlnFIELEZcuWzc3Pj+3cuX7DhkKhQI9X4IooU4LxqRkrhmM0wGaqNifS2tDI0rE97VLBS9qJNIG1opll9z00wSAFMzIxSgIFzpb8grXWGF0a6Nkxdv+W404QSbuC4ENW6NVBYgU4wW2MLbDlyGkTgBXs/AQLaONyV5fNMr9cZudSZl8pmyQZs3qsMWEipfXusbFyuay1Plw2kHNa63a73d3Tc/HFF4+MjOzevfv1b3wjIn75C1944IEHnHPvfMc7SqXSRz/6UWZClJ0pNTIBIjJJYJQIlAHAaJDuWZgqVrrDMAxKwaa1G/bueXix3vL8rgiclthYnPNLg9q2Nq9copABJBCCr6PF/VVtZ50+qHUQAKBcqejAn9u3ODE75cWyHSxddNUqtOdbSdVnzurMWmHA4BMYqQtoG4Vy2WXZeS95yQtf/GKQ0sWxJDr5lFNOOvFEqTUCZMwCAK09vBYhUj4yay0gawuBApCzREoEJmbHGYIDIQygARYgJQB3ijEEAefLYjk5OU9z2fDIdF8p1W63lVKdsINzriMq0jRNksRaGwSBc85a63metTaOY2OMUipNU2MMIsZx7Pt+fgxycp4msHOmXLnmpz/90Ic+VCiXpecdfeQRS4YGkySZmZmxNjXGFMslABDWAlGaplLK3p6e/uHh/bt3P3DnnQNDQ1kUGq9EWoMlcgSAUimAx+ht/HvS19tbKhYfeOCBo48+unPv+21bCymEyuK2EWkggawgU5xvx+39s54qtaK6D85mJIV0FlutEAEFMzBhp60ykZTowJLEYm/1wLbF9VGk/QKyU84CsaYYgIC5s+6OnueSTFYr1E6SOETOyr2VZHHB8zxiLmjdjuJisZC0WqyUOixfX0rJALt37z755JNRiMMcWkFK6bKsNDC4olD44he/KDwvrNdNseji+KKL/qcOAhASbBaHoSyXIWwDO2ABwBKo4+5/yFhJA9JxyyrNiTGwioRcuXLlw/snFhst5RciS6mNUSRLBnub7dg0pzaNdAm3CKpAcSYsDPWUy7x7FnxAQgYAQQiNVtgKud2MSl7RJU5Hcys0rTT1VeXMNGcgW8Ryt8kywyE4hFrTFfuFEFJKQHQdR12lUGtwjgGYKEkSbQw555hNEMCvp8MxY0EKiBvCINTnwSYQtsA5kAp7+rBUhZQgboLXBVJbmwmlGBEZJaDIdUNOTs7TXDZ0MpHSNBVC+L6fJMkjMQRmllIqpTpPnTiOD8bKiRCxVCpZa4koSRKlFBFprfMDkJPzNJINUsaN+r59+4444ghCpCjasHnL2rWJCoIsDHfs2PHiCy5wceyYD7Yf1pqJLJFOkqHh4eF+M7Zz576JicGBEa+itNICgR05a4X47/e7JCLf90eXLt2+ffv69euNMb9tYwZm7i2aA+22tX7GLkEjdKUdxuBZDyMDHFkhlAGA4aFhwYTsOsv8DAJAQhRKI1LkFHF43doDC/OjK6qQWXTOeJqdPVSK1gmJgCgEzdkDQbmSNGpM1vNQe16tXj8wMWE8r3dwMGw27f9m702j7bqqM9E5V7O709/+Sld9a0tCkhvJlg027mLs0PjFNhViTHgkGEJICIxUcF5GKFykElflmbw8JwYyeEWq4oSCuClD6Aw2Dm4wxq0kq++be6Xbn243a6053499JSSZuMEmGOt8Q+OMqzuO7tZZe9+15jeb72OIlHJELxzNbTcaQRD4QQA/rV+UhABr02ZDIKL2yJggCMha4ftoLSDGjboA0L5P7TaDABCIJDhX689JiGAQjIoB33Lm4JYnkzq3hxauODI6Njw25XuhJXBEvudplu36ZMDu5puu85KjBNbpGgdVShsL5wy66W9gqZJLmuZD0cZBIYxIUbPpCiqoQtYr6gsHqhlDS3SJsJszdISBoCJajqzUmoiA2TonlLLGCCHAOWutAEAh/CgiY6TWQim29pTnKCLitCXNdHPjU8muzaN7tipAUCpjFVV7y3OWdp95NvQOgG2DVyQlSAAyShCCGJg784MddNDBGwny5ptvznP/x0+OlzNvEMdxGIZ/9md/9nd/93f/8i//Uq/XV61a1W63wzDMhxmklPfcc8+nP/3p7373u6VSadGiRQCQpulv/uZv3nfffQ899NA555xTKpVe8lpTU1OVSvXYuwzZNmKG6JARQAB2OkdPC8RxHBUKnLcdc+em/7KiWa+HQXD5VVezs2kcE5FfLCqtnbV+uXzJxRdjGHGaIrPJMnZOKSUQBWK71fIKRekRpWm5XHvkkR+WSmUhpFRaSkXWAjkU4rVlDswspIyKxUIY7tu3r6en50XebFGS8DfvHR6ebGUsGJVjRiH9MHQm8xV6ziBKgULY5PwVC9cvGYhcA9kAKiciYJY2Ra1iwZkS5Wpt9PDRvlovEAMKRGkkkJBWaCekEzIhEhIZnXHJx3/vpi2btl9++aX7Dh2+9l3vvOuuex988Htxq7Vuw4bI08SctFqncB5EHBkZ6enp+bc24aTd9stl2247Y9haKUSj0YiKRZkfE85JKXWphM6JIMjiDKWHwAIdsANwAAwoGZVB7YQe6CmHUaGe2OmE9xw6EpZrltg6EkojgkQCk1154dm/du78SnwAtN+GolAek1FRaaKZbhwjhJn5BhJCBJF1Imm7oleJWwaydPTIyBXv+FXoGvqLOx/8z//r8f/+yIGvPrx9x0g8OGepCmoYT3ieh2EoAYTWwvdtHLcaDS3lzAi+lHmfLVub99yetBZZKhVPP/7grvvvjsb3ztVpjVplyHTaMpPjY6MTU5ONarkiymVCyb7nABFAMQMDUIc2/NyAmMRxGIYzTLozJ3na3HjItwM89kKcpJkqFmUYYBB0noSfK5xz6mf4N0II3/cfeuihrq6uL3/5y3v27Ln11luXLVt2wQUXEFGz2SyXy48++ujGjRvvvPPOffv2/eVf/uXAwMCyZctuv/3266+//uqrr77vvvvuvPPOP/iDP3hJQXRkQkwAUwADECPWAQ2AAcxd7jtb8unBbmUC0EJJAAjytW9H6eDfB5XuwJlYOIcCo5JGIdLmiF8oCo4hSwG5efRIoVRCKZVmQMfUAgQmKlY9Z6ZAjPpFV6r6V1x58cHDY1ue3zx33oKenh6hgZkIrRAKcu2g14JbokRmR44KxajWVT06eqRvYMAZI7Vm506JtoXD0CusXrTk2T1P1q2xXuQwMuAgTgoQQCtr+r5S0rPNqo5XzenyIAMUIDSglGwAHXgKELUjzSiFYHCgmJwBIZkcSABAceyahULk0tiPwq/dddeqVWvjdjtO2s8989Tas9b837fd5gXBtde8+8O/+ztplqog8AshiBkhi9z6zTlqx63FixcTO8g99U5esaAQmlbDDzzUmo0BgEpvt4ljHQRkjMwNvOMWMcuUtBaADpGAEQQCyJkpdQGSyQFlqZk9q7Yssbt/uDnylDHt1KEKosRaYpqN8Ctnv+lX160uxw3ACoLvOeDMKAgLFt/zlvO2Tn5nx/7xRPUkWDEc2QR8oTS142xKRkqAd8bS8x/fc/Sz//RNFZZsdVGSOafwgW1TT227+6L1qz902VzdbPdAimC41WJQQgcFvyDJskkZEOm4hgcqpU8ZYxZUn3z44eEnfjCkZclIjI0zlgQFSmlNka03d28aoXjoml8HQDS+cgoBAdAItFKE1DFL/vmAAelYZesYdTj5DZ3w4A1KG5iRGWfE1YARCBnIobWdrOK/A14xbcj7i6y11Wr1sssuQ8SFCxf29vbu379/w4YNiFgul4no3nvvXbdune/7S5YsmT179s6dO1esWHHgwIGPf/zjQohrrrnmox/96MuxcCKbOtsQsiFkhty0nAgCAItgAA1zp83ptABx0xrBzIbouBJXB798yAAA8mQu2Xw/AZemgOAsAEAYAbk6vCDQclkLADKajt10aMtalobmDM1buuqH339oz57dq960IioHLqMsy/JdRSmllMplG15tcMLMzLWurp07d6ZZNnve/KmJ8XK57E7ugBfKtQ8/f/7y3gcea01MTEklWuCTEw7BWfKkaKM/GHn1PdvOPHPWuuWz0DSdIwkSmBBTh0TIYPNEjgEAX4l6Y6JYLDI7RETlqb4+AAAgAElEQVRzcsO9tVrK+mT9wQd/cMstt9xxxx1hFF159VXveOc72knKcRwVtEAcGxvr7e31ylXbrOeEAYUgZhSi2WqpICBj4FjT6QtOZ7TO/aTRP44BwCQJAJwohksncHg3E75hLvxKNrXWRuXy7p2bbTN9z5svuuicNV/66je27D+asMpakyHx4sVL3r1hxbp+VS2MaJ/MkXHplyU3ZBQhSnDTQxX6vUvWfPYfvratPTF72fIdIw2l/VIYxeOTjoxA2dXT1cpa25/eVe3vi1OXJY2C1EDgPH+SvXuf3s2tQx+78f9I48MwfTQsl4BEipJZATuJzCAIJZwYc54SfB7acuDZR7ogUTaTwjNWOh1aAYRGSFdJ632h2rl/89SeLdXFa4QjsACArDCTkCn20k7w+vMJHsk5AM5VGeGnySFQZ+XfkDdeIOejUwBAIAGUMEqQAGDoSJe9HmlDfk6EYXjmmWcKIdI0bbVaw8PD1113XS6RJISw1h48eHDdunX5m+fOnTs1NTU+Pg4Ax7uhiMgYkw9CvAi0J1A4YivAMIDSGhkRFKICUICqcwtPB+jAqCBiZmetkLJThTxNHwMoegoQQ6IAZWim03PXXzQ1Ob59296oGMyZPTfwywxgGQDYGBL4qtIKp7DTeXOX7dyxQ6rxWUNDWRyfMmdM6URlEDxIPvqBd/zNfQ89suOgiHpTGWVCJX5BIFTa9exo44rzznr/2y+KlNEEAhQAEUgGiYindFx2VQe3bd179rp1bAxKKfCkCptJs6Y1//ETf/K+972vVB2M20wcIFkiRY7uueuuFSvPNZmcPXeZabfTybbWoZCYR1dsrUMR+lVnNTlUSiFkAl9LZ7J8n/e0ROEO7hnuT7MzzljKzbGSLt7y67/aSm2zGWutdOCHEkOvSTwiEJr1tt9TmbbY1Prw6Hi9FVdK5d6enrmDyz7xwWX3/fDR//3Yd3trfQ3rT06V2g4KwWBrwowr0WxOab860qSUQAWl5szgeD6ZTd/ZcrD07R/85hVn9UXStKZASyMkgSDWHhEhuhc9R6b3PZ8lY6TJqKTBxJ60qJxAkEKAc8RSGynk+J4d1aVrWFjyiRAIGSV7wFlnhO/nFD2iTX1KPcpVbgXyKXK3skMb3pA5RBCIhMwAueMNOcBUYeBpVCIUndjgdUkb8ljfOcfMvu/fcccd55xzzqpVq4hIKWWtFULkAqx5Isr3/SRJ2u22lFIIkbMFpdTLyRk3mhOFaed4ytOGyQiQyEIwAFoBxohOs8ppgVZihTa5tq+UnZt+miJUymSi3TBkEyGVNRLQTk3HCxecMTk99vgPnxmaNberq8s5R0RRFGVZ9moud0o5VCk1NHvRli1b2MhqrdZM2ie9WYrGVNt5YSaL1/3qe7x/ffabjz2nCh775ZhFZukMdWTNyqW/smF1kDXjdp0oFmwY0KEkFIKUOKWngv39e0cWzJvOVYCstScxKK3v/If/dcGGS+bPW7Z7697Qr9THW/l77rzzzvvuu+9zn/tc3HIH9+8rFoulUmlyoqW1TpIkN3rbuHHjggULJo/W8z3cWsuvdXE/l9ebnJw8dOjQ2oVz4wlHSngBTU8cDsOgF1nalhtt+EpYpVmVJgzJyoKdw/AvT2z78bb99ZQzA9YeMMZcf8nFq5f0X/OWc9/95uWPb9yyv+WNitlfeWD7aKaxt284nfb8InlhPWlHXdWpJBZaMjpGEOwA+TD2f+mhH735LWuMSrqjwDEbIEJlAS1LAHQvehLJxshgXwitcR2wcwxaGVZWaIHANhEBjKdTYXlgsjEOmknZWBmDUjJospq5+aKT9B38zIgCCZlwERPRT5lIARCdJqU3Jm04dn8BCIBYKD8IfK/Q3w/CI9HpXH/90Ybjp4vWenx8/K677qpUKtdee21+VBNRbulwXChJCNFoNMIwnDVrVr1ed87lhCFN05dDG4JABaFi9LWS5CQ5gaAAEMEBWPWaZsg6eP0+psZpLwQAqZyQkqhTiTwdIYQJgrAQldmGQpVdBqS87r7eJG119w3UuvqPHDyyd+/+efPmdfX1tOO4XCi9Ktrg8unWmbIDEXlav2lNuPX557UfdnV3n/hmi8JHRSR6RDjHyTOvuvgD56/ftu/g7iNjHAalavXcgbVDg93aNNE2At/XUgMwo2CUhApJCjppP0SAJUuWGeN6+nvyEu0pZ2cU1R599PHnntuUZdmzzz7PjL/zkY/8ze23N1rxN+7/HgAIoqFyla1FxHLVl0oFBSu1dmk6MTG1fsNscWJrx2tawctrGiPDw8a49Re+xYXlZpoiygSEX64JZnKxBqu4JMFgqsEUC6XyGJb/4TsPf+1Hh2JVMaxReYjSWfrzB3547jP0ybe96YL51UXrVjfVrA/9P3dLoVyEKbZKIbqmIOWCYrGVtlVBMjhEQrAIBED1crcfZdvHjixe0Suw7TFp9BxqACVZI5y6tqdguj0mXVPojEWGgUrQJIwgPS0VWzDsZGgNJUgJ+ChKPgQ+olJEfiaF4Sjs0IafCxANhigiAcRA4oW0ATu04Q1533MFagAAgSwQhPIDFJaUdoCaoVNveN3RBkR0zuV+bV/+8peTJPnYxz4mpSSiLMsKhUKaplrrDRs2NJtNIQQzb9269W1vexsidnd352kzpVSlUnk5AqyeJ4NAM/oCFWgJhEB6hmei4Q5tOD1gjPX8kAE1E6Jk7kwZno7g9CgKqxQ7cgKNjKK41bYg/UAoJ1jwkjOWNKenN23cWDhcWLV2Lb+62QaHDo8BAAyyNXGpUliyZMG+fXv7eqon7aQejI0f6u3tbR/eG1WrMFbv9dWK5QpWlUAwcL3h+nw3zaaphRVagLOAwqF0KAmlQlYntyExwNDQwNjY2MCsPmeMEif3RBG9973X3nDDr0kpm83mbbfd9rGP/e4dd9xx3313r169+j/9X3+UJMmnPvWpan+/tYmSipmdiQWABDw8cnDhwrm+J2yWIQilFL/WGgOO3dTk2MTE0fnz5/uCJrHpl3RqEmOtp3QrjQuByih1STvylfbBNI9mof6LO/7+ieFYzZkXoNbExrSRIfICgnnT7uCX7rrnzA9dX+mOvvi1ew+16+XeeXEznt/j1yfGy3MLjUazXI7SjNlZASTZSWbBJMAd9svYmpyMG+XyPNcY9RUCOkAPACS/9AevFfyj9VZ3dxi3E/CApHCohA4iPwJnm81WpatrapyLhRA0sbLGdxmidITOATkpO1HMz2c3YCOl05phRv8Xf0qE2cEb774jY04cGAE0CC39YjtrMgNjx2DxdUkb8r4jKeUDDzywadOmSy+99O6777bWLliwYP369V/4whcGBwevvPLK97///Z/5zGfuvvvuqakpRFy9erUxZv369Z/61KfWrl27bdu2fPLhJWGdO8YvHRELIQHljEICKujQhtOENjgG9IiMFB4DdWZaTk8IaQASojYggfDYsR8AIBFZQCeUJFuPCnjWuWeOjo4+/dQPuru6Z82aJaQgIgAEIcSMTwIDv7TStFA/ieABQCKjRKasa6DkuOfp5x5bsGBBqVTKR/Qy4qDPS13d6/OdbcoqECWoEClLwDmEIhTAEAoHQGAIEHhG8okALIBjPKkNiYC7+goHh3cStlHSKRlxFiSEcNYKHaDKbnz/9X5JXnP91StXLy5XqyYzWkkVENs6SGMZhJRp0vYLhSxrN5KJVauXMLekBgAgTl9lfIUCU0dIJD2NgOhckmVHx/fPX7agVPDBJbW0zhkWAAEEZ4iIkAICo3RgHQtBxfBbjz2yfWLUFvtSSGw2HSr00EmtmLFo5hLqg9a7+Sv3ve3dv/4/tu2aDvvZTg/KtHbkYEFyk6LAJzJtaW2EcnZvb9n3JoYPZa0GW3tUVkPRkm46TUeK0AJHKDyBPiIgEwO9uI53XCgWqrV2PFmMwtgZQZkA4VyznSW+VFGpWDeJLFUSJUGhBUtgrbNpaguICE5wCic4Y3BH6eU1ggQhbIYmzbOTgICnPsedasMbEIQOAJERWRAAM4DHnFqNQnZKDa9P2pCmqed5uZrNqlWrRkZGrLWlUmlychIR58yZMzExIaXUWn/wgx/80Y9+VC6Xb7755q6uLmvtO97xjnK5vGvXrvPPP3/9+vU/Rbvj3zqWZrYAN3OIIwMCACF0aMPpES+e8NrZFk5foAE0IAyQAsxyzR4ABrSAFkEBOQDwAjVrdm9vb2X//v0Pfv/b55x7bm1gkNotY4wKQ2C2xjCzFK9s92BmqbRJU+lcb381CMXmzRvPO/986zIphUbHiUkNa78A0o9jE5b64jTFQGntKZBYH/0JBzkmFimAmAGBBRhAc8qmR854Htis6ReLlKYnbdxKZmnbC4J2c6JYLoalOWl7cu5Q34KFQ1kcG2PCKMrS1JqmUgqFYMqCUCAnqujbrAGYvYa3hYiDMDDtRAVBe2I86urZt/XZ2XPnVora2hiYVZZrLMmZVxSQO9whAAurimNx+OgzP57O5jhvwKW25rGycdJuBkHoWBgva1smr/vpienJh56f1l0WtA9ZQPWIpjOwRdmdOduqt6tRKRSqdWQPCVy9aLHGgec3buyV9R5qVlRc8QXYFACEVEAZGSsVA+KLq6/Q7AUHdu0Yqhaa8aQUrBUwO4sWiABNHGdGKxn4XClO7N0dLVlhkqTgRdVCyU2PgZICzMxTSpSbGnV+j18bsFbsZK4gnI9Dd6QyTgu6SDOZZEYJjlkCk2QSBIiQ+0J28PqiDWEYGmOEEG9961svvfTSXNQvSZJc7vDAgQPXXXdd3oY0NDQ0ODhojAnD0FqbD95ddtlll1xyST4V/UJr0p8SJ7BEFoACwM2Ia2EukeEAGDuZm9MkXJxRVmMA7ggzn86RwrFXPvmvAIDMnKulonOAqJRasHBhX1/f8PDw4UOHZg8NVWo1Z0y+ZeXG9q+MuyKyc7n8tBAiDMPFS5c+8vDD55x7rvA8bDcjl4LwIZWAkfJKLqaCCDixmKaZNYG0uTgpzGgmIQAAk5yZ8XOnnHYoRJYk1a6uqampXt9/weEpcyrjeZ41hhi01nlNVimlfZ8APN8HRCKiLJNSSs+zaeqS5OcRucb1ul8otCfGvSDY+MTjpVKpUqnEaaqVQmbA7hnij8ggAQSDZJQMyAINhgfHp/cMT1vZY1hJziKJttXynAHnhNItr4429YIaNL3RHc0eE1oBTphM4pHIV+hxvRlIpZVWzEmr5UvtyP1488beWrVn7txSoPlotrivCK7ljJFSOyaQWmkFLgE+oa70U4+8+cuDgwcmJ/dWvFC6TBJoJOaEEIlYSh1bORWbZRevaUBwePeelGWtVpO9XQVPurglhMq3LEQUSnW2r39HdMQz3qjnAAMgIAMDI8849SBDhzW8PmkDQJ40yQ+jLGcRYRjmUgY33HBDEASI2G63oyjKaQYi5oWFvEYhhFBK5a6cL+ewhjwZd8J8PM+I6xF2RHpPo22CZ147N/10zjSBBFbHXsWJjk5EgJxPRiI5YkYWotw7oHUAAM8//3x/f3tozhyplI1jBvkzPEjOkeeFKKUzhoiLpeqGDW9+5plnFi1aVA6LEDvQAUTdRhXqlhVI257urkZ8YIdfjljI3KcIcMbjFIBF3qbEwMinTGoxCCF0V7V77969XV29p8T6caPthyE5IkKvWHRxLD2PiWyWISI7l2WZ53nMJKXUvu+MARYA8tCBg9VaD7ymdVohMCxFSbMZdfXu3LSJCOcuXNpu1AvdvVmr4UllPXVyMEfMBGgYBKEwkrfs3ZiKpogqjqc8FYNrCaz39PceaTZFoCLXdETOBr6uUdtESISUSmjpUixrYVpfXA2jQnnT1u1BLUxBCC+UUsQ2GZ9s8ES9Jz741jULR/fumCxltb4eUCFnYC2AAImKEV/8HPQWLx9MW7v+dUw02gKdZofglECDlgQxaWNF/xmLC4sWQ6p6oz4J3q6Nz/3gsUffdM7KoWULIYHjFoT0ApfADn72XBJCbh6O/5bhRmel35CxQK5SkQcCyMQkBJMgEORAig5teB3SBmNMrqOKiEqp3PMoSRIppZQy11r1PC8IghP1WHN30rwKAQDHv//SfUqMJ3Qo5sYudMLx04kgT48TIi9JQoc2nOYnhgKWwMc5gz6ecwJAgSI3aiBHzAIABAvbzHRQpiw744zVhw4e3LxxW19fX1d/PxkjXmEAh4hSADC4jAC08kKTJOgFvT2zRo9Oteas2OZ67n/0qSd2PDJuHGhZEHZuQV68bPa7L1jtuVghUH5FnGmuEvmcBRAwASg42bySDXmFmm2304SULvDJ7nJ+GDhjlPIRJWTgSFHshBBKReSc0krKcGYVmG3KiJoMAuvduw5s2LABXlOjTGZwsZO6cGD73jSh1WvWZUkaRNVksuEHQZZm6E8B5APKBEwIBMfmCRjAQt/G5zfn0ycIIJDipF3w9JxFi4Y370vRmz2VJjJoOGtKUSJd5jJFDthXpuDZauh0++hY7+LZXaW+ZupYF5uEBOhkRKGPUiwsty4579xVg8HozmePHh72Sj2V/jmlco2zFjCyVC9uG5opiObNX3zhxUcf+rqNjaCMBTIgCGa0ZN2CM9eEa842zOhFNjPS4qKFy+bOmXV44sBzzzwhXaW7u7tWq/m+T2CxE9W8VmQVjUNwCAJ/eoOS66z0GzUcgLxqC8esOsgJdjCjb9CZaHnd0Ybj8kd51iRnC8e/KaXMiwwvfD8AeCcoWL+k0dvMoSKAEFjkyTFEQMwjBjCAAJ3ZhtMkXAQJIHlmmqVzGpy2zwEjUJ48QEZQHqIEgeAycikz5S37Ao8/Iw4EADmpQCuxeMn8uNXavHnz8OF9y1etkgDMLILAGZO122GhAESACEKQMblU9EmHlZ0EUUxF0cqCpsxLW75ynGSlvoGoPPC5r3zz8W37x2KwYXdCgXNRy7rxON5+dOypI1t+/4Zr5jR3RDgJ0AJWTexOdTl07cg2gBmwmMmA0AR2Ek0d2IFXy0Rt0hZs0DWuJp7cM75trD7ZTJafsXL+rN6ymeg145rrMDGhK73QIK/SCw7idjMIAnJWhkVMMnn8kEWwzukwnB6diELlBRLpVWlMEZFUio816xOR8r2De/ce2L9//YUX1iePlkoloNT3ECjVCsD5J/86n4SUw0lVPcDg61ItGS0I12hna5f2zefhUdncPMXTXlKKdNhKJ/YPr1277uChkdjFiW2Wu8TU5J5asRuxcrjd0IO15sRRi7EnsMhCNTOfIJL6pssH1i2r2UajsvIs59zoyMiOjT8uFApLzzgDggiNEWiJSCjFzjGAEIKJjvfQhiaGsFpYedGC/jO3PfvM4b270GUIjtl299Tmn/PWcP4qAFAMCgDQsDYAoDw1t7AAYEGcZZufe27HtmT+/Pmz5syRQrBzzCyUAgCyNr9QDiK69dZb77nnnnK5/Od//ufnXnABJclv//ZvP/3000NDQ7f+1/+6fNmyzjYw81yzVWwVE+T0m8SMuA7MCO2oTn7pDXnfyQOwLA2DIaGYFICH5EsWEg2C7BCH1x1t6KCDDjr4BeHkZmVEIMeWgC3gS89DOmOCQmHt2WcfOnBg68aNtb6+gd5eG8eMyEobYwUCMOfDDzoI+GSHNcAZe3LBTgABAhATKhlU/+Whx45OtXoHhqYPHnXA4AxAykwCgQG37Njz1/9w72fetTZiBcaB7yOwYCeYjne6ExCTY0b0PGBkkCkoI8LHnnxu0zPPNCbHnpqWJIPk+1u6CsHFqxdce+GZA1pHg33x+GTYM2TabRO3dBg6Iqm1iWN18nJIpShN6/X6/Pnz+VW3ykjPy+JYay2kdM4JrQ/v399oNNZfcIFLknKtdurSvfghxK6vEtUmTCtpCYbpRnv5GauMG0sst5KkUOhLEJNWXBJifn9l/ZLaQGA2bd/ponC82Q4rfW0Djanx0BZWnrN6oj4mkDhteVlWkmLFogVvPvestQubLs0QMYtjqdTA7NnVWm1yYmLb8897ntfb11cqFpXWzhg4FrvDMaNrAAChAQmJoat/2ZsvWbb2XKYU2TE7jAIu9Lz4p/OUWnPuuVm7PTY6umXTJq11T09PrVYjawGAEVEIBMiJyj333PPkk09+61vfmmg0b//sbWvPPffvv/Q/urq6HnzwwcOHD//TP/7jpz/96c4u0EEHHfwC0aFlHXTQwS8nZgbhXm5SUSiFRDbL5i1fvnzFitbU1JNPPKGF8JWKyiWyZqZyqnUeYp7671EySACQ4ARbQHYo2Svsm2z/8/2PP73zICh/9tDctN32BWnIAslaIqFMQD+1dc+jm/emGIFfgiAS7DRZxQbAAjADEoMQiIhgAVglrFNd/uJXvv4/7/vu5kOTc1atnyguPhrOq1fPPKjn/cMje3/nv/3Tlnph7yhDee6hkekkc1FPr2BWpVLSbusX1nKFYOb69PTA0NCrn8olYzzPQ0RnrZRybHT00KFDc+bPB2u9KIqbzVf00yJ0v/G2i7Axyq0pBa5Y64q6BnYeGm2kzi8UMrbTsidVJTIZTB9689L+P7nxygVhu0D10NctI6YMdQ8NJVm69dmnF3RXzMGdvdnkB67acPuf3PSHN16xYVmNnWtNTaKUOc8BACnE4ODgilWrqtXq7l27Nm3aND01JaXM6ydCzKg45hUAK0LQBUvaZggYQLUfq4PQNYTdcyHsBniJdi/l+8K5MAjmLViwctWqgYGBXbt2Pfroo1NTU0JKOCbLmv/HsixTStV6exfPn4eIJo4RyFpb6e+fP3/+yyzRd9BBBx38/CBvvvnm/AA4XpN9Xc1sTU8dqVQiwEwAMefG4XmbSt4d22lSOi2QxHEQFYAJhejMNpy+cKNZajxdBNIoPCABKEBJRGZ2L6nMxgDWGD+KXBwLxO7u7lK5vHXLlqmpqYLnad8HAGctM0utyblTJ68QCRWDQGbJBk1ipYao9+s/2v7orgmjSyNHjnb19BULhXa7BdYwWSnQOGLpJyxFXF931pm+bQmyiAoAFKVIGaAgERoAT4IEC2TBK6V+932Pbf76D7dMkZ+AF9X690y7jHXCspWRFwTg7JHD+zecs8Z3ia+hGOhkelJ6XtZoBIVCkiTq5BFqRLTGTExM9Pb1vfodnvJuLgCp9djo6JGRkZUrV2qlEBGI9CuNbl2ChLtHpputFEw8e+HyXQdHKG10lcOmk4fqWep3a9PuE83LV8y6cu38opnsqQR79u6fSoxRgScBTNNHg+2pxb2luSG996qLLl61oGDGy6IV8bRC9KOInUMhyLksSTzfByGQqFAq9fX3e1E0Pjo6OjqqPS8MQz7GGPKOtQy0IxTSU15IIB0hCI9Rgw5B+ESIL6oV76x1KBDRECFAWCrNnj27Wq2Oj48PHz48MT4+MjISx3EURVLr2bNm/eAHP7j/29/+/774xWuuuWbpihW93d1f/epXH3/kkb/927+9/vrrFy5c2NkGZh5poKTdDsPoWJ0RAfG4tDF0hkjeqPedJQBB7tmAgtmTXrHdSqNCEZAROkPRP+dD2LlOtaGDDjr4pTkxTv6CgQnIATlAfulgWAivWIybTRlFwvOctbVabe26dV212lNPPXVkeJiJlOcxMxC9MLYmVDRTbSAEB4IFYwpq896jrjy7LUvV/tnPb9s5b97cSuR3l8JAskJE6SXgpxjtHG1nqpyyBEcSQLETbHMhaUIUgAgEDOAVMhEcnjZf/c4j06LkyrPquvqDTXtX9Gse2+63RwrQDtBpTz/z7HO/9q533fqZP4Xx/a41Hnb3bHzmmXe9612/++EPJ63WCz/9+Ph4qVQySfLqabfS2hqDQtSnpiYmJvqHhrIsU77fbrVA6fRki4mXhFBQSCeuXrcmSCaGqqHLkqPjUyooEABRFvkQJOMDgRsM+Xff+64KNPz24fOX9P23P/zA9W9eOQRTpewINg8U7XgvNmrJ2H9481mXnTmvi+tlrgderLIxcg6cs8YwkZQyqNUYoN1oOOeQWQBUC4X58+bNmTNnx/btTz35ZH1qyhmDUjKzSVMlBTJbchk5A4KkRi900if0wCuA8l5yrXytBLMkEohps2nStFwqLVqyZMWKFcuWL1++fPnQ0JAXBMh8zz33KKU++9nPfvGLX7zvvvs4y/73vfcuXrz4lj//i69//etf+9rXOntABx108ItFp+jZQQcd/KIgmB2idDaTygPgLE08PyRnhFTOGkQUUjM5AMYZCWY+8Q8TMRGAA/kygmFrrTFBFFEcA6L2PGcMGNM3MFCpVI4ePbpp06b+/v7+WbPSONZRAaxhZmYWWpO1hIIRgQGZgAkQEDG1dHi8PpUUCPTRyUZQKD/y2A/PXL50emq63mxmji0GVgrQ3mQyYYQvvAIwkHV5QzvkZm8AgCwAyJHwgsTgw09vimVh0ig2UooQHfbaI7PktPD8ybiJyo+z5t6dey4+44w1a1a8/ep3fuP+b2x/4kef+9znbrnlluHh4auuuurb999fCENmlkrl7g3btm1be9ZZUqlXk4ubGR0mUr4fJ8n+/fsHBwerlYqQ0qVpsVwmk/lB8OJ9UHzMx2Dm70mrWAjPWjrrhqvfsnnb9od3PV/2ayZucOYCtjUlelt7B3z5W++41LctZqeiYProcCTFjRefcd2l5zy5bed4vVFAWNzfN7daGtu9VdqYKZPgXLvJAgQIAPCCAIiY2UxPa88rFAozEo6IueWF1Pqcc84Zn5wcHx8/cOBAtVqdNTQkhIA09qRiABAIAgiRwVln2IEGLV6q+EnWohAohBSCiTzfn3mIrUVEPKYOkitlOed+7/d+Dz1PZ1mpVFO+PzY29l9uvTXXIZyYmOhsGR100EGHNnTQQQenI7IsEUJJQSikNQYAsswq7ZjRZJn2Q2dSIsrtmZ3JZK65jMdFePPR1Rky8dIcJW86Ol5JYD7+Hd/3Z449q9IAACAASURBVM+ePWfu3MPDw888+WStp6e/p0cHgXVOInKWCSmPOYccC3aJjQCJGPmaJ1PhByiCjCyD2r77QBiFDiWzRAAlAJAUuixtSiZKM/DLTACc+yUzIElEJMMINjVGFR97enOLIwzLBjUzKE9nNuvuqo3HGaLPfiFFf/GGq+vpyN444tqg04W/+qs/efvb316p1YqVyoPf/z4IITwvaTZBShSi3Wr5vl8sFEQuW/gKwQDA7JzTUZS1WiDl5NjY9q1bz1q3LghDtBbyni6il/PzhZT5e2ZmjqUAdtwYrWTjv3X1hsHnDj59qD6xb3/Qaizv6l9WG7ysv/f8889LWw2kFJQGFlLK0DVCboCAnoWekbM0o3KMWT3ojh5/4DvnXfwWjComTfxCAG2X3+X86p7nERGdQF2YmZjJOSlld3d3patbIk5PjG/ZskUJUStG3YODUgjOHCOylA7Al+gYhbWAL9ETgScsyKlfvwBnnXXWJz/5yUsvvazdbg0M9BDAr1x55eWXXPKe97xn587hyy+/orNpdNBBBx3a0EEHHZyO8JQCochmQvtAaWpcIQpQelNTR6rdve3GVFSqAri0nbKzyo8ggxmjAwBAegFXeFUOocIPkka9q1qdPWfOnh07nnjiiWXLlvUvWGjq08rzjDFSgkNiFowCUYJSgYDx6dFFs3t2TB2tu8wBIEjhhbGj1lRbKs+xE8joUqK0K+QQM0kGARwLRiUwQ8jyWBIAKMuEp51z2vOnGk2GAgMjkIRMQbazoSxWm5jFQgoIna+NNN/5+r2bHovv/Ku/C2sDu3bt+sIXvlCpVCYmJsrl8j9++ctZu/3888/X63UiKpfLAwMD+Ywv/0wj0cystM5aLa9QcEmyb8+eN7/1rWma2jjOE/mv4Gch5n7eAIBCgEVgOHhg14VnLa+WvA9eddH2GKviChjb3rbQM+/s3myzmTgQeWHSjrXnkdSUW+OxBWc9l/nOASKwBAHFaql3cGD46OiseXMZOU4gfOHVAaSUICUgkjHWWqm1FIKsJWu9IAClqtVqpVJxzo3t3fPNf/7n8y7c0LtwIRhrk1h7ntBaEADNeJO/Vr8Ra9euvfdrX5uemJBSFrt7IEvPOe+87z3wwPTUlOd5nZHoDjrooEMbOuigg9MVQpks1Z6fJW0viDQlKLXJknKlkiVxVKo4k5EzSvvWWWGzEyax6Ngr5tn6Y1//7LBx2w9DRGHTdN68eb19fQf27x8eHl60ZAkCCCmRMwHCATgQCBLZsk27iuXFA1X95BYtSkYGlgFBgRIkyBFLKQU7MLFkt2pBb9Vz1MqU0s4yKS1RyxmXa4eEyAQCwIIxJgxDjEmAlUAep5rjw0nFJnExLEg2yJlCsO3pN19+0XXnL/6jj/72F/761v7+/ne+853X/vqvx83mFZf9yve++93LL7ts5apVeRknzbJKtYpCWGMAUYpXPNUmtSZrvUJx4sjI7t27lyxZkhmjpUTfB/PKXCBy7dGfcBgV7Nyxt1TpLWgr0ikwphtrXZocNG2jWXCjFGe6WGRHoe/bNEPBBEjoCeEBAhLNuG4jgkSQYu7ihVu2bO+fNctHaaw9RS+QnAMhGBGsJSIUIvegEEpJpdi51BjIMhRCAsggGJy36G1z5+87eODgD39U6eoanDvXEonMAArhCABQvGbKHAwAUpYqlSxNTRxLYGQGIcJy2aWp8rxXRs866KCDDl7zc7uzBB100MEvCKQ9bdIYUP6/f3Xb+9534+9/9CNHhg8JFWTGfubTn/oP777utttuS9LE93SaGTjBXXgGr51mhhBCKEXkmAilJOeWrlixYsWKZ59+enh4mJ1DdjM+5bnGDghEDAStWjr3jDk9PlohUAhtWCQOM9BOKCE1sPOF6yl5l65fLUxTgoUsQ+U79Ag1oIQZE3SHWoLJpBAIsHLFmQhOgpNgFMeaM4O+8kMkW1YU2cbmh7/Z3Lex6ibeffGac4bC/ZueWL16davVUkJEYYhITMQAvueFURQEQVdPjzOGrEVEIV9xmEvO5c1d7empkZGRZcuWVbq6KE1RysYrb7ifMTgTgohMlh09MrbvyFhXb49ficA0Qs/0qsyN7S+5VuBakW2yVyEr2HHz6BGlANkggBV+Ksqp6jGyCugDaEJpUViJGblStXhw72501n9BTSqfhCZr89FtymdXmNuNBhMBkQLwfd/zfUREaxl9FZSG5i1auXYdaP8b3/r2ngMHpOcrrYVS+NpWAJhbk5PsXFDrMkksfJ8AbJpSmoalkutwhg466OAXjV8CAdZqtWhdSwp0ZKTQRDjzP8UO7Tld0BFgfWMCpc1SHURf+fI/7d2790Mf/nBvT8/DDz+yft25d/zN7aVS6aYPfXjjxufGxieWLV0GiIrHs9R5fpWdEiIAkMC56iIBMkoJDM45kQ8BOwcnmHbhS+XXUQibpgggPS83hmNjEHHW7Nn16emRkRGlZFissCNnrRToyAnfr09P93Z1dRfEgUOHJlopCuGEzlhKv8DMGkxoG7Mic/FZy69aMejZtgRwDqTnI1sJBplmGAiDQGAClB6iX672PP3sRuPYskhEmKliQM6XIjMZohBs+ivB2PanIqqnkyNPPbnrdz/xkXXnb/ifd/7jwQOHHn74sanpxoc+/JEwCk2WCmQpwRGSsyrf6l+G3dvxRcvPBUZ01lrmjc8+O2v27FpXFzung4CyLCiVbJYJPzBZKpUiIpTSOkIhUEpn7QtZyvGzhoiI6OChQyvf9KZiFFFrWijpEqPDUEl0EqemG+VKxTEiskDwowCdQyHacRwEEQgJQiA7AQyYewMjEHu+FwTB1k3P9w0OKGCQgo4NtKRpessttzzyyCPf+tYDjz768EMPPXrm8iVI9Pm/+Zt//f6/agnzFy9CcpRlyFYgIjKgJHJKS2YqFotLFi/O0nT3zl1T4xNKa197+WOWD+GgEHBCG9gL13lmYaU8zk4BAD2PnEPPQ0STpn4Yxu2W9ny2RktJznlB4NL0uKFEB9ARYD1t73tHgPUXCufc671JKYljRKmk12yP7tix/fCBw8VCLcusp8Hz1fkbLurcxQ46+CWFSdo6KE5PHN22besf//Efh8XqyjedlcUNcrbZbN544421Wu3aa699+JHHyBmpFOgCNgywABAgNVgEOBaiIZg008pTQZA0m8wcFou5V3GuhgRE8sWz7MwzvePOSSnBubyLRggxf9GidqOxdevW6Ojk0uXLFQIxqSAE5kqpYFoj64YicdX6//7Axs17Rop982IMJhrTRU+WMQ1o+m1rV/zGlRdGrV2ACKClr8HFM7KdQgJIAQDIDIhCMaGmbEl34VfWLPnrr3y7e+WGUa9nrJnNchMxeeCVYyZtsjnd5QXrVr3r4rP6Cup977k28lWhXPj0n/2XJx7/sRDy4//xkzZNmZzWCsEBkwD2jrW4iJfRoSSEyKMxzhfQOV2pPvPoI6tXr/7J6LO1QggwRgUBmExpzc5ZQNNoFKpVYwwkiVcsujg+5YrWWu37Qilw7sknn1y6dKkHJE0LvYDJQySwKSA6CDLhCyk0H2uCYgShAQUACnCCE6SMeSYHLwCAgYhEFKkkXbp82f59exctWjRzK5UCIXzEP/3TP82yrNQ/sOPZZz7xiU8I/K3z11142223rjz77Mvfctk993x5ydKlUkoQAM4BAAgnAIBJAkgEFHKor3/urNntZnPr1q3GmBUrVhRLJaEUas1xnBNX4fucZZQv0YkL6/uUpiZNiSgoFKRSmXOu0fA8rz09HRYKxe5uMAat1Z7HdOyxfMmnt4MOOujg3wWvd9oQFQrGJI3W5G23/YW1JtBBkjgptEC7/IwlHdrQQQe/vJBKWZNUql2HDx/++7//+/HxcWvtJZdeeuGFb/nVt7/jgx/84Jo1a3bv3v2xP/i4HwSOgOL4yJEjAhMlSoWCrVZ7mRlmUsIotSZHkKa+7zNzlqZaKTiuQJqHgK80syWlM4bT1A+CFatWjRw58twzz/T29/f39Tnn2DlUSngeEa2a1/3x9ww9s23vpt3Du4fHZheoEvlnzJ+9ev6aC5YPZfW90YtzlmOZNGCHYCVnl5x/9uHp+MHN+4LQ9GDgREAgnHWa06J0UB/5nfdcff7iXuUaEuqMXjzR6u2qXnHpW5Uftqang8DPR8T5Z8q9ETMw87EkvdD62cce7e7tzSs5p9K/NNNKOiKTpoBYKJXSdltor5lmoZsOwvCUoWEvCIjZJsn+/fuHhoZqtdpMUeiEe4TMUkr8maaNs0ZDat03a9bo6KjwPHAOENnafAqbpAoLGqz57ne/9973vneyFYfVykWXXwWIf/jHn3zgoYcXLj1DasXWAuAx2d8Tkm3WshBM5AfB6rVrp+v1AwcOZFk2b/78YrlsjVVKGmORSDArKU8ZQLdZhgBCawngsowRlZTK9x1iEEXMnDUaQuuwWs2aTeH5klxno+iggw46tOFl5yOzzDm3f/+BLMs+8YmP93X3felLd77vfb/1nz/9x4uXLO/cvw46+OWFUEHaqqtCcPTo0RtuuEF7gZL4gQ984MILLrjn7ruuuOKK3/rtmz71p3/y9FNPzp83t1zrMW3b1dVV65o/cbR1+PDh7z/48ODg0IJFC6u1IoEFxigsgFJgLQjhRRG120QEx/2eX2H7pXMOAKTWeQAttJ63YMG8OXOe37z50IEDixcv7hqcBc626/UgCIoqWVLU886ad+WaBQkJqT2J4IHVFAduynEbwH8x2oDIAIIZkQQbDdAXhb9/47VdX//uV+5/LPIjo8qFctVkKaX1ft988oPvXz3L1/WDECC0WhDqMArZZmgtkSt0d3GzmY+JMwoAwlcafjMTUf7x2bktmzfPmjWre2Aga7V8/9QPYrPU0wXH8Mk/+qOhoTn/8ZN/JABu+j/fv3Xr1mq155v3f5NPnplm5wwzG9NoNFafcw5lmTjW5PMT2gCgtf4ZRJ+E1u3p6WK12picrPT0PPPjH69atSpNU8/zPN931oZRmMSxcu7JJ3/8+c9/fmRsev/w9I79h+YNDT357MbBgYHEcEEJSyxRopDA9hSuC8wgBCBmaVoqFLpWrQIU37//O0qps88+W/me8jw2BhDz657Ex4yRUiopwfddq4VCOCItJSK6LEOlvHKZk6Q1MREUCnGjXigUOhtFBx100KENLzvbJ2QQFNpxCxGV0sSYZVmWpTfddNN37v/m+vUbOrewgw5+SeGytheEziTLly8vVmo2S4TUo6OjKPXw8PCn/tMtcZLc8pnP3PCe37jhxt90JpV+JNqZs7ZcLle75py5+pyk2R6bnNy/f59xGYIgx57n9fb2FstlIGLnPN/Pe2xQiFcqlKk8z6SpoNwdAh0gUQrMZ65cOT4xMTE2dvjw4cWLFwelUpYkHiaKWgJFAFAGCUYCsHNOILGzLzmFzACEAACSGcEookiKrH3k3ReftWx234Ej48ixY2Gx1t+3as2SeXPKXntiT6XSbRrTqjyXkrZU7MipKMgabdmYQkBG5lzbFV5xT3zenSWEyNJ0ZHhYal2tVpMkFVISojh5Jf0gcIjf/vrXGo0GM4KU3/ve99evX//5z3/+ew888JGbbrr99ttP+bBZu71p48bVa9e2pqaiYpFPsOXOJU2JWWpNr3wImK0tlEouy8rd3VGxWB8f3713r0Ss1WpVrYVSWZqhtX/7+c+fd955KGW1u/uf/vH/Z+/No+y+qjvfvfc55zfcseaSqqTSZEmWZUs2HrBNPMiSMaNJCCYNIRAMIQyOO81KFqEbummSfmR1MO7u0Al0Q0Ia6IR04AHBDAZsbMDzPGqwrFmqebjDbzrn7P3+uCUDJs/G7y0SY36fVavWuhruvfU7vzp3f885+/v9m0/9j081m/Xzzjvv2NEjhMDMIICaQJ7+Bk7uNogCIa1BxOe5AFx06aWLc3MHDh0S7/v7+4dHRwXR/JQ1LSJCEDpbHN279xs33JDn3gSUpelFl166ZevWJx555Kbv3hTH0a6Xv3zdunU6CMpZoqSkpJQNzwl2Lt962umf+euFH/zw+1e+4sqlpaW/+Pif79v32IvOPrMcv5KSX1yUUkAEypxyyim/9cZ/9Zn/9dl2a3Hz5tN6/kIPP/TA9rPOvuXm727cuElpLd6hIm2MIsq910rE2igMV4+NoV4BCkAQGOZnZ/ft2zc/P6+U2rx58+joaBAE3nv13K0evLXGGDSGe3ac3vvCRvU6WNtXrzdrtSRJvv/9769fv37DGWe41hIRkcuBEBAhzYGUUgYsQ1jhwmLwzLKhZ/LgT55TYmOtwiCg6OLNo3zqeM2fEIq8ji1q8Ekyc6zRqLaX0kr/qulW1ler5nNHgiCENAuqMVgPJ10jpNcn+BxX7Xv1uogszM/v3r175xVXKBEtgtVavjD/tBV0MgYBfvCDH1x99dX33HOPS9NHHnnwmmuuCWq1l11xxctf8Qr5yRNiKo73P/jgmWeeabQ2zb5sfi4MQ1z2p4If/WP6/+J40WvFZpGs3UbEreeeJ93OjzqwnWNr8zz/1Kc+9Y1vfUu8N0CXvOT8iy+6sCiy//kXfxEpjAMCEkIGArDuaW9Dae2sFbailDamJ3icteLc4OBgs9nUxuzZvfvRRx8944wzVqxeLUXxE9eKyOeZt3bVmjWvfvWrBwYG2u32rbfe+uB9920//fT3/9EfffGLX3z88cff+qY3feELX1i1dq08R3PbkpKSkl9q2UCktTaVOL7mPdemeUeELjj/gm9+88bR0dFzzzuvHL+Skl9cWADYJ53FN77pzYuLi9df91Fm/r1rrwHgD3zwg5/9X39744031mq1d7/n3ew9iKCzzF5EjDFAhEIg1Cs0hRkEEWhgYOCcc85xznnvF5eWDh48aK3VWiNirVar1WrVWk0pxd575t6COpw0klt+qpP2oFprEWHnQCkA0EQ6DHtVIBF5kUqttmPHjkOHDj18553jqyaqlaoxVSLhIicTARIISRB40F4HAeTPVOwuO8visogAD4gEBbHXUAAQSIbCij2iQuG4qsBnFQNcZI1qjV3HVGogIKTQOtCGvRdhBGIRE1bypBsgsogtClOpEBHnuTLGWWuqNdftaGOYWZhJKfbeAoZGnzh6dHFx8bLLLiPmnu6QbicIguWWkt4mCbPPst+/9trXv/71QRAQaR2GaZp9/OMfL4piamr61a9+1WU7dxLi3Pz8zPR0L+ttaGgoqNZQOF+YDysV8P6p3DRE9M6R1u25OSKy1pIx3SSpVCpirTYGlDpy5MhrXvPa3/mdq3/jN3/zS3//94cPH3bOhWF488033/D1r4tzCkCFYe8Nw1P+Rb0e9zD67Kc//a53vau/v5+V6rZab379y99zzTVRFH3hs3/9N5/7LHgnDEgoRYbG9PqSl0+4Ifa6k3sNyj2FIyLLD3uuU8wbN21avXr19PT0/Xfd1Wg0Vo6NRXHM3vfiMpAorlScyKr16223K0TXX3/9F/7hH7z327ZtA4DTzjhDRLpp6jyXfdAlJSWlbHgO2CJPki4p3nbGNuctKbjokp3bt5+lFVdqlXL8Skp+cSEdglhErMTx7//+7wsqV2RxrZF122MrV77//X+ApFAFIB7Ygdbws3WHEpHWmogGBwZGhodVEACiTdOZmZk9e/YsLS319/dPTEyMrF0HzkJRMDMgemtFJAhDIPJFkWdZFEXeeyJCxKIonrbEroPA57kyZsOmTQuzs7v3PtE3ODwxPq5Aov5ByHNxHk0gqDwoIQJ+RtkggEDLR4p6sdEoAA5YEAWEnBoQJAFCYC0ZSAHIylvsZJ46johVGGgEEe9zJZaCwGaZqVYgL/bufvz/+tCHjh49+sY3vvFtv3etJN3F2dn6wMCJY8c+9rGPfeQjHyGlijzXWiulnHMAEBo9Mzl56NChM88996cbDHqWrKiUyzITRV/+whdWrVp16aWXfuc73+l2U3FOa/WWt71tZGzs9ptvfu9733vOOef0j68aUqq/r4+MOXb48NiaNSRS5EUYhr00iaee3HvfO5xTr9dPnDhhmk1wroEIRKCUy3Ni/spXvvKud70DAKJG4zWveU21VmNEm6ZHjhx51tsja7eWFhf/3Yc/nC4uGoCqxn/4u8++733vS9L8G1+/odHXB0qB86AVBqE4Twqeuj30s7Vb9BQoEVVqtbW12lqAuZmZ22+7bfXq1ZvOPKtot4JKRTEDQDo/H8exCYJvfO1ru3btGhsd7d26f/AHf8DMr33tayfWrdNYuk2XlJSUsuG5YIKwUqkVLmt3WoePHFxaaMVhLcu9UtzXrGzafHo5hCUlv6CILxCh2ugXl+sgYu9Mrck2i+Iqi5DSIt4VKSIqbdjZn/XMCiIR9ZoZxHtfFKSU1npk5cqVK1cWRdHpdLrd7mP33N1bHo7juFqtVmq1KIp6uWakVFipeO+1Md45Zg7iGH7ypE2RJEEUuaIgpfqHh89uDszOLezbv79WrQ6zhGHYMwJibwWKZ/U8RUG1HHVMvOz3LyiwLCVQUqoCEogYKRQo9B5cBkpRHARgLJMlIyJefGAiUCC20GEA3gPz+9///t+86qpLd+z46Eevu/Pmm85+8Yv7h4cPHjx4zTvfOT4+4byPoqi30i8ASETGdDqd2dnZcy640OeZqdWedtIGw9B2OkEUkdZZt3vw4GEA+NCHPjQ7Ozs3N/fpT386DKuL8/MjK8dGxsba7dx7L2lii0IHAXu/YvUEMKdJEkQRKPW0HAlEBKK82zWVqve+WFwUxCCu5GkSxjEQ3XjjjVEUjY2NHThwgLvdqFZjIptl73vf+654+Su8c8/sVRpXKn/0gQ9wmipjPJGOYjD6+v/+l6BM4cQBKYp8qKxnFOXQx66LShERau2LZxnKp05DycnYkEazuWPHjqnp6UfuujMIgkJguK85Oj5eqVaV1tba+++//7rrrhOiJElEZOeuXUtLSw8/9NCJY8fGV60KqMwmKikpKWXDz4wtcucK9vLnH/+vJ04cBw8D/aNBEC3MT519zpmlbCgp+cUFVSBsUZy1NiDKszSuaTIxAIDPwRfOWqUUmQh8TvQsuw2Iy2lPT5110b2GVOfYLaO1DoJgcHh4cHjY5rlSipnb7fbCwsK+ffuSJBkdHV25cmV/f7+OIpfnEMdKa5skRZo+fbdBa/GemUlrYAabDdejlSObDx868thjD5+29YxKHGpN4B24HBgEzTO9eQAUFCBBEEQ+6ftJvdYEgIgzQRRAAo/AUK1DBwVMIY1MVZwx2hD6AtmJTZPOUhSFxFx0k6BaWVpaGhkdHVy1enCg31qrRDqLi3/3uc9df/31H/3oR+OBQbu0SESkFCilEMHaQ/v3T6xfj85qY2yS6J/MQpY810EAiOxcVK2+5z3vigeHfJrcddttN99859uv/deHdz/+Z3/2Z29+85u/+c1vXnXVa4bGxnpRD8icpanWGrWOm03Oc5tlT3tyIuq1E9ikOzMzc/ToUUTM8/yyyy9H546eOPEnf/Inf/VXf2Wt3b9/PxHNzc7W6/X777//oYce+vCHP6yMgWdspNZKddvt2uCgzvNle1bSjOgt6DD0aLpWHConJExRXFX2GDA757QxqNQzN9b3QkIQUZ20XjXVqmTZ0ODg6MgIKZV0u70jdioIwPtHH354/fr109PTY2NjN3/nO8PD4xdecEHf4OCBJ5+8+957x0ZHIQzLiaKkpKSUDT8rJghE5In9+5aWls4555z1a9bnOQYmyLPWirEV5fiVlPziIr4ABO85iCreFVGlxt4LO6WQlBF2OggRgH1BpITlZ+lpfsp7BxF9t9tLK1OI2hjTq8BE2DkB6FWrSutms1mv11etWYPMS+12p92en5/33iulELHRaPT19wfm6UU/EjGzUkqYPYAOiMAL5xMTY/0DzWNHDzpbrF4x0mjERAzCgM1nvBa9pX6EXvzpyeKUe53CgsbNAipADUAAKG0LYV+Ho7v3Tz10cI9NF42dr2rcuHps28Z1/dUai2PvdGBcUfyH//DBz/7VZ2767ncXFhYueMlLHPN9991njFm/fn29Xi8WF0wQiFKTx4/PzsxEUdTtdoeGhqpx3Gt1kJ8yoeoVxOKc0toVRVSrdaan4mZzfHz88pf+Cnfa4xMTV1555W233bN9+/YdO3e6NEUA0ppF4lrNeo8APk3px7qKn3py572y1oShB/iViy8mpdIsC8JQvHfMn/rLv7z66qsnJycPHDgwNTNz/NixsYk1Ls9uveWWD37wg1G16vlZ+gEcUlStuW6XtLbdriAREioNJuhYmV5YeOCxPTPzLRXEVrDR6LtsnRpbtaqXAPgzmnH1drl6P5TrdhWRNgYA2PtKpQJK+TQFpXLrbr311p2XXz6+br1Lulu3bfve925RxkxNTd999/27rrjCGFPOEiUlJaVseA7keW5M1Gw2+vr6XnTWOWecflaa5lEQOpvooJxSS0p+gUFC6PkpASutBQRJSDkQD4JAgRedsY0Vgu8gWug+WMsZQ8DK2sK6pVQqcSVAVuwILVgNXpO2YJwAIBstAXAAxE45q2zozFOKAn+sxOutDSsAIBrs7x/s739KgSRJMjk5uW/fvm63e9pppw0MDFQbDSTiomDve/8RALz3LAgU9ARArVI9deMp3aJ4+L77ms3maWecwdZiEmLFO5Mg5Eo0JAGoAYkGj4M8mbbR1IwEFSgGtO3TmUrmI809NVF4FNKsSZtqlkmlMVQsJZmpP75krv/Sdx44NmP6+qWLRTqINch2H1t/7/S/+dVXXDjcHKJWOn/Q95t3v++d/+WDH9u5c+cHPvChL3/pS5dcdtlb33rNI4/e1WsW11oDIjo3OjIyOjLyEyNEBMw/rdaeun4IoIjAuWq1Cs6tXr169erVAIAiu3bt2rVr14+pIhQRBBIvGgFFCBHYATAicGtJBHU2gwAAIABJREFU6sOtLpvmsNMqNsjJfOjapB24PAYDaQ7VwcW5edtevP2Gv7u96Digo21zwaWX18dOyZ07Otd68xnbgshA3gV5qr1cAaClCvxE5h0jCGqFzEYpsNMQhsdl7fFw4obb7rj1ezenELb0YIpVLT7gpb+6deGSS2u/evmZmyBT88cjYm8oCVAxVXIQYFA/cWWeZtmleyemTu6AwcnEN0HMO+2ZmZlNW7Z05udqg4PjK1ZccMH5v3HVVZVK5dpr33Ph+eenaVrmNpSUlDy/PrhbrVatVkNEZiai3gbr8+f9HT700PBIrZtOfvKT169YObp189YwbDjrtcE4NqeeWh5S+qVgcX6+b3BYvEWlf9pJveSFgSybhToQD0gCuhACUAEiSgLgrN3bnUuwvunhg93HDi8WUBVBsNlZWzdsXr8q6nbqCqxvmwrkaRKaKhQK2IBiVs6SC/xzW2hgACIS7z0zIE5PTqZ5bvO810IdRlFfX1+zXu8dqsGnVdiInhmIThw50m63R0ZG+gfX2GzRRELoc69RD+6fyb/+g/vvfuLgVKfrUSuh4ZrZsnrokhdtOn/LeimWAvTUO6IEQpA71qAqIsZhvHey88mvfu/uY21b7UuFA6iIJ68d6jx27cFs6Q+uevVF6wYqdX/P3Te/5R3vvPvm20ylcu+dd/7R+973hje84aabbpmYWBWGwR133HH22Wd/5CMf+WeY9n/cKgoBUASAAYBtwSb0GGcSFqb++KFjC3NzEfmNE8MjjUihj9ExRalFVBRArn3bzhz9wQ9+eCLhq377XUnqPvTvP3DGaZvf/JY3K5ejQvBeEAEULzeR97RCz5FWEARFEBl7+1fSgiQ9MXDOf/rSnY/t3WvTrlNxWw1kVNPiQl/UfeJg/vyto//6yh1rwaJNfQBJgIqxUogIwHNxO0KtbVGYajVbXIwajW6nG0dhkSRhtZq0WpVaTUQYgJgZEZUiX6ZE/79cSXALs7P9/YNABCAgBNj7bUGBH3mTlbzQxp0DACfKCjCjZq4G1RUzU62hkRWAHkEBlO1AP7c5XKQoiuf7bkNR5HE8euT4fJIkjz322J5H94AYpUyaLJ1z7otK2VBS8sKCe23BvQpPISKgFweOFVErOHuyr/PX//D9Ox+dytVgVF/RTdLRgf5Pfvcfz9y68Q+vevn2hk5bFoBVgOAYUD1VOxA857IYRXqn5Hu+mWPj4732aK01GTM3PT09NfXQAw9ordesWbNifDyMIrG2dzplOSsty1avW7c4O7t792413zp3+3aZncFqP4a1R+azD3/+qycyXbj6wMC6IktAw5TtHr53/+OHjh2aWfrVyy7w6YK2napmdjkqMsIeZKnwc674T5/8zILpD+v9uRUtQOR0FOSFd10XVus+hE9+8Wvb3v+7tjt3xunbasC33Xbbriuu+M63v33hhRe+9a1v/d1rrmnNzdVqtXe/+91//Md//M9V54Gg9CIqAEAQQQgBqNIE0POpuErzDz/80RbEaeGbjcrizIlT1o7/1ht+Y0vTC0Y2MGnSGYpCSjuA1R1XvdGnrrMw3xxZ8af/8d+FfX28tCSauPBkjAfDqD0oRqxwe7mWROg59gIyCgCiAIBFHFz1yJPHH9h7yLFSOmJQgkjAWrwGK2Ejd/k9jx/4ajV4566LQ3IAFkEQBOS5Wx0xK6Ki1YqaTU5TKXLRKooi7qXUOQci3jldqZBS4FxZ+paUlDyvUO9///uDIDhpXI7wYxvQzwfarZlGM2ZJleING07ZvHHT+PjqDes2bNy4fs2aibGx1eUQ/jKQpWlUqYIw9haWSl6gaxm4XOUjAPbUAwCzgFIxUPAk9H/u67fsnnJzvpGaoQUXJlBpO8K4OdMpDu7bM9KIR1aszPNECSvordQjoAAKgOBzXIUSkd6ab29KFEStFCiFAN7aWq02MDCwZu3a4RUrbJ5PTU5OHj8+NzfXarXyPC+KIorjIAx7mXGr1qxZ8u7onj1oVb02+sih2T/+3P+9x5rFaMir/rSNYuJF6zyFVOlbTP2h4zNzrU6lWqtVK5EhACErYLRnLsL6tx588vYD80tU6xasUcVByOCcTSKlq6aSJTbzkCPHNdy4akXIxa+9/GU33/rDu+64c3x8/JprrtHGWOeMCXLvSeS07dudc+rnOe3/aFB/7LSQAACSIHa8WYLGl266/T//z88vYCOJR+ahOudCbqw80ubv3Lv3wQfu+/Y9j+0+NreYSVhtVKp151xsQgaqVKou7QSafJr0ghoQUcAwKkHNQIIUcoonNxmWTyg9pRkAkZTTzb/82h17FpHReFsIaY+BABkuAs67XEnBm0Ade2L3uRs3jtRiIc/ESkB7AHhut5UtChWG3lqFiIhBFAFirxdCBYG3VgeBCgK2lq2lZ+vA/mUGgbMkiePKcqQGICx7IuDyo/IavSDHXRQA91rABEkkUEEt6eaVaq2XbAnlyP888d4/33cblFbO2eGh0Z07dxptFGmAkL3fu/vhVnuxHMKSkhdQHSAAIsvzfm8h1yMLYigYL7n8b2/4P5PTS3E8GLac85Yc1uuNE8eOjgz0Ner1Rw48/qmvzF3z269bN1j3donZKZBeIAIK0nPfuVZhCM71akt2zheF0EmMAURfFMxciaLamjXiPQIAUZ4kU1NTR48evffee40xGzZsWLN+PXi/ZtVobe36PXc8cPiee289ODvbttHw+ELClTjIFxetBwl1wihRFSg+kix++fa9N3z7lh1nbXj3v3plhLqJGbhCa2Si2x7fPwkVMbV6bHy3U7SToK4LzmzXKd0X6IaLcSGXx+eWdgCMxPUVI2PvufZa8F4bA0R5loWVSt7pKJErXvUqzvOff6YYATII/JjmRwBiRAHMg/7Pf/eem+7eN68HTGPsyGJW6R8RVHPtJYBKs1rb3SkE1UNTT9Ldu8dr+v3v+q0+qQ2FdduaVXlLRwEUTlWrdnFRV6vAQuQQREBU755aftGedITlnnJAAGRULDif054jsx0eQXH9cd25AgCUeA1FIEVebSZpFhlc4vi+3Qe2rDwHICXxJAignmuJEkRRkaZhtQoAebfbW7ALq1UKApskROSKAgB6zr/ddrtSKeOJSkpKnkc832XDnj17T0xq5xcBE60VCXmvnXU/+P5NE2vGz3vxr5RDWFLyQmG5xBNQAKzAgTCCeJEc8aEnjh879KRlrYNIklZFDQQYS9eu6q+A76aLS2Gz/7ETMz98YPeGl50foXOt6eWcYMBehSjPUTj4PO/twfYS38zJqC8+6fxjggAAhNnnOfT2ab0PgmD1xMTqiQlbFAIwPzf32MMPG2N6RkDNVau7HVnYe3jbqZv3TnXQWWh3m1WwogqMPJrMOoBAVYYSX6mGte/vm8v+7jvveNMbazytYAm889ofX+jmlWEWBd1WA1EFYZa1iIpKVBGHXY+pIxdUHz90NI5emi0djixDAL3FbFJKK8V5bnp2ogBFlgVh+HNd1WYAEgLg3go/e48myK3TQSxAP3z0wDfuOzTvK7rZN5v6qNFvvQdw1WpE4n2Rzat+BNCVWgh+Km/92z/7H6/bcc7Kyy+oVvu4M4VKA2oonKk2mB1pAm8RLEqv5R5YkACACICBGZABqCdQBQB0+OTBqU4BVgf1ai3pTCsAIBF2Rhy6rNNNdaVWUKohmu9aD6QACHqnqJf7JZ7DLe69CQIuCu99EMfiPWrtsgwAlFJ40rSKvSeiSqOxLFxLSkpKStnws/DEvn0HDz/e6ENrW0SoQCEEiCoMgu1nnlWOX0nJC0s2sIDxoAgQwAFYYFa6nkN49xNHcqqKDhxTEFUzCyJSOEdaExkGcqSpT93+8L4rLzizYlwYBABOSIloFAJGoOfWXfrjwV7/9AHOk/Y4/+Sf9/xbV6xYMTI6KgDa+naRTYJ8d/cDS+BUkV04MSHMB6f2zWfTHRcltiGmmkuQsIKgkpFOcxUH4Xf3tR7+b1/487e8dG2slcpD8XnBjmICiRQqXziIG9Xa6uGRgwfnxNRz6xwab23RTdO8G0URFB2FAN4TEfQsjJbLeQaAIAh+3idhBEmEUXous0KaRCmxbBkKgdse2j/t6z6qJE5IaxIbiCdwBgG8BfbzZpSEPThmsYYchTfcvW/l6Ohlp49FXoRZVIgA3gtSwMBIGsWBeGAPID4YcN4pYOfZEFFPmfZaHYCcc8LOe4+GWp1uk1QlChc7xYa163jheD4zV9O+LZzmrlHr6+YeAFCcEi9AJ7uhn2PXsggiaq2ht0P14/l0Jwdi+Y4qNUNJSUkpG54Tv/baXx8ZrbK0Ca3jVFNgC9Y6RLBAqjzlXlLywpINIIAnLS0ZhAE8AuVg9h2Za0FFJEBVdcZZrwQjMEEhgKQFfMauEdUWWser1SoWbRB7sh9agxAAPefy7v8fvfMnvWwHJIIkqzcamY72HTz2xNGk2VBPHlhoxHpiw9CWkbEDJzq7D3RyXxjCAMC73DHUqo0ibZtGZTLNb3z04FvPX6ncAtrOQLVqukjijFhAbwmBcf3o+IED0147Bgw0Ke/W9vUbW1gsTPwv7lW9bAi1XBYz+yLXQZQzIZlDx08UPEqgNDGKQ1uwy7QC7UURinglrMWTCKB4MByamXT28/9440vOeEccRwLM4oE0G20ZkLQi7XxBwlqR1qrddQONQZe3tACJO2m0s3wEWoMfHaiBTaIaZdYpBYvzC/Xm8OED+3/ljI2PHt8burYLw4Q5DMIgMAiCwAie0Qj1eg9Ks6OSkpJSNjw/aLfbff0Glc9tN0naSTdFCACUcFatRgODZeJbSckLSTiwIDAoBF5WDkQsbBHbDjxAoDUAss3ZYrVeIx3NLrZEs4kil3tHZFkCUsgMwAAegAQFgED+uV35njrgJADiPQeilSbWE6Mb9p44cjABFTWmfHH48UNjk1pXhiCIi26mFQTgrU8MEqeFBs5zC8wPTnULE0fWNwJaMzDwaMuRuJCtoLcKitxj5sI4mlPWgQSuqPri1KGxkWoVi663luBfMmxYAPFHso0BCYAIlQAyUtpNNFpCIWASTyQqDOM47CbdwjMzRZQr8CjMQB5Nx3I9aMwm7YPTM6fWuBZr8Da1DsO6M9FCTnOt5OjUTJLZvoGBwcHBdTEvZp4cRioUL/pHUkYAWZH0R2psoDHvMw1eAQeGrMsQcXLy+Jnbtj2wZzLJsjBQNktWjZ9GPSkrDAAMmkrNUFJSUsqG5w/GGOcccPGJT/z3yakTAQUIQZYVIMW27af/1pvfVg5hSckLRjQsl3NP9ZmKBxWwF1LRwMh4Mv1IRNpZDl2rEtRO3zyx/+Bxb6wVVySJMVEhygShtxa9W7baIF7O+fhnlw09zfCjg01xCMqottlx3q5b99xQRENTHsDblSaoJhnnPvVaKBAExU4TOpcxQxAESquscI9NLSwWriEgnfbZWzZ/d/9jCN6ItcgOCYSWphertdqRzqJXGr0zWefMdWsiYc/Oo4+ebyNNhACIipSphEFYWPQegQFEKRWEYb1vsFuwdSyEIecKPIh4NALa6yD3vl6pHZ6a3TI45F0X2BlVFRPsOzb/t9+67eEDJzqOMlaMBpV645b47W/+Tde11mfVMIQieWqbGgGAbdWoc7af+uhdk4ZEfFGv1RZa6VD/wInjh1c3104M19NOt+1cvRKfdupmgjaARxQAZMRez0RJSUnJLwnP9xmP2YdhePTosSNHjlx44YWXXHLJwMDAzp076/X6yMhwOX4lJS8g0aAENIEYKAhYQAnE3msUPwCd7f02ZVOIQhbtirUj/YvHnuzMHBfrELWDACXALF852AhUTpAAMQCxBAJK0AMlzzLVAHpUHhQDCfQcOwVYgBmYgT0wgzjgAiQHyQByAAcgDMpBwD8V+oVEIsLes/fC3HG2KGyItHlsRVDkLl3ShikOc4wWknA28y1JlHZh3h2rmxC7YApbcYuQJd4rirpzMxz2FWGf5/ziTX0711LDz1mKinAwd2BNuG9+yQRxnBcjnK+UbNvqgTO3rHOuQDIm6Hvmn90hFkSMAsLAAkzA2oPxSIzMaBmMgPYeAE/2AaNiD56RweQQp1TzoE9eHyeAQgrAg+0AJkpysikwA6KwE5ei5FB0AvKBuP5mzRFnJuiaaoqGfBYkM32+UxenQDuoBLD4orGBGDpiEiW2AkFKqlu4OLdVBBGvXIC679uPz13/rYe/t+dQF6UdDc03N+XV8VDHNzx88F0f+5tbDnaSYLjIGVwB3gqgQ/LIID7U6qItE6uoHdmONpXFHDlsTLazvDp4+/6p0T49LItj2eQbLj5toh8ELYABH5EnEotSth+UlJSUsuH5Ixu8J6Jjx44EQfDSXS/dsWNH/0D/rsuveOlLX+rKdrGSkhcUGtAQiAGrwQNooYp1ZBTWYfaStVVhr0jluR1btSb3OD3XTS0tdl3qjAr6YgqwtbBtw3jNMGIG7ACMQMCohByo7rO9OgqgIMpy2ByiEPa+976AUHpRw/6pr5Oz6D8VTfqTDdME3iBrKZqBOmPN0AqTB92ZGha1ah2iPq9NrWZ0njS8najVIvai2IaaqhXCUFI4ZSC0DFYC04hX6KkPvOGCF28cWlhsLbbzKopzWRd4uL9RTzqN2RP6xP7fvnJHLRQk5x2rZ8tVZyRHJAAogizIBKAFlAAxMqITFjJGRzEi2CRNllpiCxUEOogUKYfGYiSgUATBoXhAtMzOMTYq2F1URUFByECFZwgr2Khrl+lYYdq23dbWDav6G+FCN8mDZmoaVoRst0GpsR3Fnj0B5CMV06wgGmeElWMVRV5k/dAwJAs6txAP7TuefuJr9/9gEvPqIBOlOlpS/RaCwGVLtfE7Jv1ffvOBI2nEooFzEAdAHpUggzG2tXTWePP1F2wySye6C7POOiAMK1EG1FbR8YOPvnjt0Dt2nX3lmasq2BVygAFwpJiUOMTyY6ikpOSXiOd73FurNVNvVDwnjz32UL1eXzNxyre+9a0wCBYX5g4cePK88y4oh/CXgTLu7ZcFfNoj9N4ZHaRZMjgw5IrpuUO7G/WBgZUbHj24MJ0ZifqjagN8oWwndK0z1w+/cdd5TZk3mqHwrGOPoQAo8SgWMHjGV2YCj8DYs9kBFFSMClALakHtyTBqRsWkGbWgAuzpCibxCPzMFv4KE8wKjUHWTRpDwz988AFnTOHRpR49KfHaFZVCbV2zpbWYzbXSAgNhbSz2WV33sG09XbJtfYOXqGiTCKt47cZTm32NojVDnam4WGhQMWCszmYvftFp1179hjVDNSoWYy1YpBQZ8M/0WyOACKhE6GRmliAACqFXIiSMLFzkIMxeIIpMtSaegR3bHH2hCDQ4LfZkzhZ59oBaR9U09RgNJqo/o9jqqjWxE+q2umFUdWluqnVi7u8bfPCeB5FV5jSYiiBZ9n0jI8fn5wsiMMBArXbaHBlZbCXCASMWSWtVhd740vOr1BWlnOn71NfvuPdEWjDFaEFUTlUAijgLpHCo4+bI4vziwtF9F21dFWMBpDzFgqTFK7Y6MOz9qol1m05ZDzbh7rzOl4JiqcrdPu22jVYv/5WXDFTN6qEBztum1929fIlIALBMl/qXmSrKuLdfynEv497+RfkFiHsTkaLI1q1fv23btiNHDm89dfbUzad+8YtfdDa56OKXlENYUvJCnqGYwzBk8VprrdTbL1qjpx6biys3PfZIjiPx8FjSThTnDSqwmF01UHvHlZes7w+xk4MSqNSZg1539c/0MSKMwAgIoAQEQDGiADEQAPXC5wSUoGFkBCFhLVYLgxQgIkCAz2RYpEHApmC6sc/P2jD+xpdd+Imvfy+oBnG1f2GyU6maztLs+OgaVWlMHplpWYP1ukARAFDRiUW9eN1InM8qnwB4AGXy1ppm8/UXbb3q0m2dpbnZmblDBw7Xq/El73xtAF5JQa5r0ILzSjF0lsDUnknSCChhFOxlKQMygJAAsYAggEFwSgdMpiClg6rSkaWO+Fz5HDjX3IXedSMCIBTRgUottAuC6sS+ucXZRXv0+BEEXjOxcv34yPDgSDebc9Y2reU82TjQ/+9/42V/+PG/pWZzASmn2KnaEhPVY0lTrbnw/fuS+Qsq/WF+IsMsioPY5m/51Vd6g5BrJJgp/E17T+j+TVFrQbwuqKJY1bltpMiUYVELc52BZt+jB/Y/dGD8ko19IsSEKKQZQFhs20Q4oDoXbqifvWnX8dnFybml3HIYxY1GY8tIVYN/7MF7fbqkFfRsZAWRe5pBEMuFjJKSkl8anvcp0YqCIPQ+feUrXmVdUa82z7/gwiiqBkZedM7Z5fiVlLyQF5aWv4nRkYAHmX/JlvG7Jr1O57TXSeYioBpkQ7p74bkbLj13+ykj2uSzUb3i2wuktQftUallL3z8WV8QGAEFPIk81Z99MmeYPJCAEsBlFdHbnQAH8Cwmp8yKKhGkOQ00qDP1ivO2mEr4+W98f2GytTIe7hTtuM/Ew9U7nnw01yZrVpxixzZQvuC5tadufsnp66UzL8ZhFEPBgqCyhboQge0z2eoV5pw1Z87MTGHnOBEVRVqNDIiTLMMweNb1cGRGIUFkAkYRZMVMyx8QCoQKFUFQPTLbOjrfnpo/lBd2ZKC5si9eM9pfj+uSTCspgGKGkBEIPBROTH2yDV++8ZY7Hj241AVNID4JlR9uRuduPeXy88+a6BvL0rlKHIhrrx+p/eFbf+0zNz18//EDcb3JmCcLs2tXjOx58kl04jFIjSmSdHUYHckWukszl2/YsvP09c4dZY2+KO4/fGhW903PJSu1J68yqpHYmFuCkFEUShBV4laWNuLG0aVWpoeJwSFpBmAQIKzW2VotSw0Vok8G++jUvn5QoRNCpVXRRUWbJlY8cPcdZ27bCrVYAAWBARhJAZeqoaSkpJQNzxeKwnnvtDGkY20oz5Lh4ZGdOy/TgXE2KcevpOQFDLMIOCLlfI6oVDfNku6Vl+y67KWvu/W+I0dnEpvlW9eNbd+woi8U49pu6XBcCbOp2WhwKEucRAoFSeBnkg3Li8dwUjn0xAD0rDZBoLfMr9B4Cnh5KxwBEYQA8VlL8wJqUVSBouUmj0YDQ1Is7Dxt1QXb3vHdW+675Xt3n5CkCCtiOi03B3ETgpAUU97WVKzfUP2dt7+ynuwJwiqIg6QLphLG1bTTbVYi4ATSJa8jFVZGKhSF6IssCpSzFg1hXAPnrEP9zDO9CAgDEoPyKIQMaFF6HQ6hoJlWtbvue/zvv/bdmYQxqntB5VLuzl1x0bm/9rJLx0yt5mYBkJE8kiCSjnYfmv7z//OdR+aUHlmXxLpI2xGFsfKLc+3jtz/++JNHr33TlRvqdSgW0RVKZ+eeNrZm84Y7Hz/0ha9+LXOpLNCGTauOWsceRGcaC+nMbqiZVrKwcWLkLTvP6svmlnRCSlAHN9z0DRttCeN+1U0QtMM4EB9K6oCY4qJjg/5Bm7sMYDErLGkt0uvEAAEmlXaLuBJikapkCWo1ZV2gIkDHjq1FjaQYokiff/aZ+/bt2bJ1KyAw9HZmft5BeSUlJSWlbHguKEWIyOy/9e1vLLbmFmcXtYoRyPts7bqJK1726nIIS0pesKA4xwgcBGGapoePtgbG15PvNNJjrzqjH/wICBKIkkUqHEkRBwAui+oNsV6HkRdB6Nl64rPOdQyKBREYhRGAetER3goyioBCEAcMiJ7YkYmAl8WEoAIgQMQgyLpdTYREhOi810oxkc/zIAhyrNmOrahINw3bPA40WVsH++vnbXjti7c8Njl1+74nbr/7oUH2yJwmCOQjKrZNjPz2FZcN5fMKQTyAKAiaAMrnPtAGEHyeqThAUdzpBEEgIp4FNTApL0p5caxM3ASxz6wbQASQBFGAQADZCYZAYeqijjefuPHO79/1gAsGi0YtZa2MgTxp1Fd+5b5Dj07e8JYdm3eub4oKmRkVCQWtXP7umz88kRpfHewU2mKsI7KSsBQUmcymu6ezz3315t999QWrA/bGOALxCwPQftmWyhWbf8MydTn8wQN7pof6ZpfyVj4lqk3zs2e96KzTzjj/JTvOrR2bNR4r1AWbe4qGB/rxiGOwLKgVMVtNsOmUTVNz00tzSRjUkyJHARAxKhAgAe5FkoMIg9JxhdlqMhDFYC0gAhdQCIEKUQF4YCCtUCAwwYkTx4dXrEStnBdSpWgoKSkpZcPzCSIyxjy+Z+8jjz506PDBkYGRPGMEyvNOpRqW41dS8kKenrQ2WllXtDtL8/OLun9clDHgA14Cn4EVEA2oADWgAnAgDKgAFICi5f0BXvY7wmeZ6xAJSXnvSSkEcOyQlKk2fJJorYo8hzQN6g1AckttpQoVxb06m4kEKEu6tSAyxqhqzXXaGMfGM9iiSJJ4YDCZmw0HRoSKJG3V4xALAUKTJiE45SFs9PW1jv7mmVvefvElP7zv4VvvvH+hnZx37lkvveSC2HejfKGhDRcgoBlVLystTbv1SgzsVb0PWvNIvNhZbPQPpO12dXjF3IljzcERtg61MRqYmZ5FNnggENDc60zoHdlHKsh0TO2zX7vxy/cdw3AEgnqHNZiQAXQYtbNWLR57ZDb5zFdvP/P3Xt8MNHAXvfM6vv/Jg/c8OduKRqVaZUDrvDEKPTlGUbFp9M22Z2996MkXnbJydPuYaMhJh5zGvg2+AKUBwqgw20YaW1/36oEVazS5ab804qFzaF+mkno2b/wCCFbEAQuyveis7V/Z/UBUq4oJ2KUBZCz+oT37Ttu0YWZ+v0AknBiEAClANMwEwiKADMgACkRLT0UAwdOckZCfOqCGleqaUzbee9ddptaoRpGOKsKeyobokpKSUjY8f2BmZkCko0ePvu3qt20/fbtASKi9z3pHCEpKSl6oeM9KCQiLSKu1uHZTv0szjQzO95LBAOik8ykKKEQlqACUAKB4BdxziANQDIjPGOiPYbOoAAAgAElEQVQr7IgEEB0jmzBHJF3pZrz/2MLRyZn+gcHTVq2rkwk4DxsVBQy+APZIBECMGDWaaberlYJuh5ltkrD3gdZRteqSro5j35o1YWAiY51FpbUTQA2CAeftqcNx3h0lJtu6/EWnXrb9NIVKbKF9osRiaGR+BqshAwggAKFAGMV5lqpIc9d6CLUO+ob72VkKK+nSYrOvX9g7Zz0IWxdWKvDMHqwoANxzCCJBYgTUYjnX0R17j377oSeoPmG9WOejOM6tY++V0WyC3Bdi6geS5L/+w82/94ZX9AMg+Fzknn3H88aalEMpbGyYFKgiUWi1pgxV2yul667GD+w9/LKzT0GfagHNACwgAtYBSxSHq4biY9NHoi4H2m2qxIVNm2sGn9h9osmDaQAAFhwCanRy0Wkb14d3HeC0yxBLEajCssbaSDfJ1w9U98+1ldKEGLpi8/h44DwCWGRAAfIKgNgBgIAGJAANwAC9HngGACGNIM55ynNl9Kmnn3H40KHTt53uvSNtxNnSSqmkpKSUDc8bRIhg/foNQ0NDSZogIpFy1moTCnM5fiUlL2BEBMGwFHffffdFF10U4pMd28YgAh0DVcCb5XgBBEZCEYKn/G2YwIJYEEHQgsqj1s8oGwgYmZ0TCGusa/OJ/9I3bv3Sjd+vja4K6kPT83tGY7nk7O2/vuPFNbfQ4E6EBGB76dOMJEUuzulKxaVpEIagtbMuS7qZtZVKJWw0IU+gaDFqp4z3KCwqqEvaxlrt1q/fsOPinaqifd72+ZIoHfYPQ7sLLCAFcM7ISpiQAUSAlYiONASx77bf8Ka3HJqctlli0+SOu25vDI382/f+/le//I99fQO33Hbr4sz04Pj4wonjfX3PmPiGDMiCAqJIYNl6ShSb+K49B9vxgPMuDAIsCknmasaoQHU685U4BsI0TY0Z+PKdT7zuVcXwgII8t473Hl9qmYG5xWT1YOg7M3HQEN9V4li0I2VV3SqESD96YJ8z1WpeaOdAECAADEEHhSADVCo+8CcG+weKbjeYmguHhzvgJXeU2sKYWGvKAILABUxz0zs2r9x//yQ3V4tdLJaOxSObji+5ik93bhyYLqa77ZYmvWHV6GlrJ5SdBAGlRJCBPHkByQGUkPKoetZRiJbAoTCA96iJFCBxz6ZW6Ub/wD133nvu+efZTlfHUWkJXVJSUsqG503dAJBlGWl58YtffMv3btnz6B6jK0VuRYq16yZ2Xf6KcghLSl6oEFGaJfv37zv33HONDsF1tG2hDHnQDipeVRkUApAwgUMUjyhCiKKEQRjEAQgIAhp+9mhLD2yNCiEM79u973Nf//4TcwUPnzKlmkstDZV1qVs6dsvDe544+PZXvmTbigpwa7mTGBDAA1EQBNf96Z/Oz89ba4no6quv3rxt+xc//al9+57odNq7Nq15+dt+m0EjEFDohUBAh42D+5/YeuY5YV9DtHeEOoqL3BZuAbUHx0ToTOAxrOQ5AhF4AEDx0E2AAJgnJtZ+8m/+Hnzq83alVv/Ex67rqzfuvev2O++885P/5bp3v/e9vr1Yr0XP8qOjALKcVBDgCUQkCtuWD84szBccGuasHSIAW2VJeaorz7lDpauhyjnoX71lz5NHtw0MgTilg5lW1vGD1YEhV8xV0DnO+5qxLdKF1KJCL4AqXEo6fR5zDxUGsB6AgIxTpgMhhoG4do0Kn8/I4v6A6qDjPO2kUTg4MDw3Od8dCiomDFPxaKwvqoF65UvOuWnq3ns7Eoob6Ytmsq6ujiXp0cmD+4YGVy3mnXVjq97w6gs1F+AZEBGYUQQBvQWPQBqEABUj9Hx4qXdLAAuSY0EiYQSWsN4c1aYzvzB16PDo+nWSJqBU+ataUlJSyobnS90QRdUnD+296aabPDuXu04nJ9TepXElKMevpOT5pPIFKADx4i1qDcxPP7/xo4cI7J/2tygCGHibKWOEPVJAkh87dLAaRs3GIIgFqVmDIYToIQROu3O1el+WdKNa+PUbvvL5z/3vPCuq1Wq73b7qqqte//rXP/LoE9ddd5219gMf+MCpW7Y8/eWwl9XG3nsikiBQurE0w33hxP/+228/7tYfC5sdpStZPpF0hvKl3SvS9kB0z7Qc+9J9733dWZfX2kB0sLmmybX+ZD+EaSvxeZ5/6EMf0saQUt5an3Tvvvvuj15/vc2yf/O+910soUKK4oopuuJzNMp1Onn7+Lp1awgFnARAkDgDCN4DACgCgMABALAKAHrGPV4UUdgA7xXxcKM5NFiFduYiY/P2179z41ve+juqf+T8/4e9N4+y66rOfedc3d77tNWqVCqpSio1tmRZtmW5FW7AxgGMAcdwIRgngRgc4BpCFwK5ue8FRrjvpqEPJDcwLrwbiHkJIUAak2Bj3EFsS7iTJVl9X1Wq7rS7WWvN+f44JdmSjWW5CSLev2F7aJTrHJ1z1j5rz2/NOb/5ytd84++/5z0SSG1Mhh4ZBWlJAkgAEIAHYQEzQO8xICggU8gxcArS+YycqbS9rs9OR96FmHrUDo3XpZggDKN2vVYKJNu4KKDGcQo41WoCjoBrVag1Hw7tbDcLQ6fNzrAzfb3p9l85+6qf3H6vcWYc/axs67JpT04VOJmXMDOz6SyNl+ArFAuvsyRWYZj6bgyXknNQAEnUzxz3Fe+8c8O67nWBw0ykBjGiFLJ0dGDg828+68u3/PNPds2kYXc5UiWsp6Z0r6u8Lt63NGz8+isvWNhd1z4jHSB4AVYQAEQkAefCfivBPqnJWTJEAKA6aW0/l6pCKVHCGees+ek99wwsGfGIEsBaK6WUUnLurJSTk5PLhl9kHEKUZXGaZMz8mldfvfbscwWGCAjoEW2+fjk5p5JqYKSMmQHx6Q1PjxYWYuc899gYC4W3MaIAEMAO2I6PjVtrR5YsA7LMx09ti8pln2WICExr167tqnYHxUprduaOO+5ot9sM8Fd/9ZX3v//9QsqPfOQjn/zUp9aeddaTH+69JyIppTKGvSeXTLUavn/V27/8vx41vlZqNWmSlGsVeEeP2k5yQcKN1IGuPn5w9raNj73yqpXMiWAvfApA1rlKb5/3/qc//enUzMyioaF155/P3v/e7/2ezbKHN28uF4KCCRg4np5UQQAsKKUduw/0DY7o3oW2HetnPrNmeOLjYspaDWWCuF7bsf3xT37wg6iIkP7rBz541RVX/Oz++1evWrlj+87tWx+XneJ77qRfBLLnufG5suMfy4iMjkEBMB5VdIAyCJpZFkaBQBQILVlBZgGsOJPAa5aveOSRGgKQChsgnKCS8kKKJMsCZSzBvMEFVSl37d/fVe1jokK578BUrYUq0SYTohgVZmcmT+/p6WfO2OljLwNEdGmqlALmrq6uibGxvr4+RJRSsnNBGA4MDNRqtUqlIpQCABQSql1ZkvZ1d93469f33vnA4wcm94wdbrWz/q6egfkDq4eWkU0H+vt8GhsjgBi4c3nic4jx02YzKBTI2tFly3/0b//2sssuQ601IiMmcRxEEeTVszk5Obls+EUhlVJKLRpe2NvbGwSmWq0AqVYrLpaL3mX5+uXknDqgkICdpMHPaRIVYk48MIMQTzG9Z/Jeh6FNWlIHSDQ1Nbls2TKlJJND+ZR5at4jQBBFwHb+/Pn98+aD50aSfuhDH7rlllsQ4H3vu3nF6tXgvfe+3T5+zIuMIkkERJ2EAxD0Fvp/sPHRTXvGbFgJJ3adE7V6/Eyq5ETYPWGqQVN1VXrIGuxefMemHbX1Z5SLSmOmQAA4pRVIuXfv3gceeGDhwoXvfOc7P/3pT7/85S8fXLLkPe94x3333fe/v/YVDIyrN6JS+e//7ttRsQJChmFhdNUIyEiHCmz8TJ/tk9QDAhuJoIHJfvWbf51NHdaF6PJXvvLqN7zxt379hq//76/9/gfed83rXleJNAggqUApmaUAwIAswAPzXO9v5x9G8JI73QV0dB6FQNSI8/t6JpoT06o34CzwzcC3DdqhstyStawpJqLUJlNQGdrJofnzpQqQM8s4OLQw3r1jZHjJ4bGZUlSsdg1tOzA1I4NMBSnKdr02VKn46b1L1iz0gZCWxbG6IcuyQqnkra10dW3etKmvv985p5QiIiHl6Ojorl27lFIgpU1TASwzZ8JSLW6VdfgbV7+86awxRkiIWy1PdlHBbN786PjB3aPDC1zSVsfos452PQn5EJTLLkkkYl9P9/Dw8N5du5auXp02m2G5LIQg54QQ+VaQk5OTy4ZfDNZaa22r0S6VSnfedef+PfsBtBQ6TRoLFw1eetkr8yXMyTlVYALiubJwYEAJxzn4MANKQADywE9zKCulBCaptM2SLZs3D48sDqIieSek8t4ddxzvnZMm9Nai8KgAEInp+9/9h6uvvnrx0qXk3JLlK/7PV7+6YcPGyy677Lzzzjvu73LtNjO3Wq3Z2VkCMBZJNutj4ysrxO395w8FK+rJqCCUfMjP7GvV7w56H2m2W1yhysCs77p3896r1g5oSHVnShyxz7I/+/Sny5WKB1yxYsWP7rjzkssuy6an/+yznz106NDn/58/+p9/vCSodvnMvuaaN5AHExVa7QTQNJqpBhueMNrsTIkABmbrrUrp4OHx2c2bVq9dK0yxVJ1Xn67v3Xvg+ut/7bffcYNj3rp5i2+1HEhiDj1ApwsEvUcmZGCBgJKEAEB2CBZAHM1peOeNhqw9vXJk8LGt29IolIjGt5BtiA7TlhYetHFOxKBN1uwO/eL5fUoQeVKBuGDd2d+4d2vz8KGKCdG1I9O7Y99YEqhEIbHvQghnJrps82VrV8fU1vpYjytEAGBm730YBI1GA5ilUiCEVIqdq/T2wq5dDADM1tpCpUJxQklciYrtLJU0VQAvMy/RI2TSYDsJVy1d+OhDD4qhfqUkMOPJaoUnXzZpCgColMuypWec8cj9908fONDV08PWmiAg7/NtICcn5z8xp/q5iNE6CApj4wd37949OzP72GOP3X/f/Q/cf/+jjz66f/+BfP1yck4hEEFKEAqYbJo8NeeQxjH7Z/BNRiElsxdKjo+NBUHQ3dtHLhNKHzHEPFZjGNNJFDAzAghmYP7J3Xf/33/0R0JpXSyiwBve8Y73vvc9t99++z133nn83ieEDoKurq6FCxeOjo72rlydVKulXrd+WXztuXDmSG3eYp/2Z+3SVKV73+pFe6/sql1UrC2kw9SY9iJ4aNs+KSVSypyBMQ5wamzs61/72uz0dNZq9vT0ROXi9OTkn/7pnyljRpcsKZW7jYmAoDk9GxYLkqzyWSVQaNuVchjqE23FPFdVBMCApKMIAPq6e/7qq39jVPijH9+7cfOuM9ZeuHXLtv/xh5+EKPrLL3zx3HPOSONYAsRxG1h3dntGz2gRUwmp5kRTpnwmKUNwCP6IzCMJDl1cwuTC04eXdqmQkoBTQZ5BgNQZoZAaiAzbAroubL/pigvmFZDiupAk2Q52Ra9+2dl9Kg3SadOeCsh7m5IkJzKN7aHAD1H93ddcecZIn1Cpx+MvCaWUJxJCGK0rlUqj0RBhyETQsdNlNsZMjI+D94VCwbVbwmilhU9qBekC3yi4emBnVDYjsxnIZpVrmUgPzu/b8shDkKU4Jxieo2uqS1MhJTsnlEprtaHFS3bt2tVKEu8cIGKeasjJyflPzSmfbXAuTdunn77qYx/7GCJK0N6DEsqTNSZ3y87JOZVgBubZ2Zlv3fI39XqjUIh+68Z3hlFI3gupH37oZ3ffdde7bvptASBQAsNckIqCyQMAImbWmqAwfnCfdX506XJymVDGOysQUMjjDVSZmVhrzWCdc0Ko73//+8OLFyeNhgqC8T0Hd+zYceHFFy8eHX3Vq141fvjwUzQOsvcAIKVkIuWzpf1d6QPb+vb/rAgNAm6jScMoKPgwq6n61FlsK10D1aQ4lZZmMyUlkpBMMXBgSXnJ8xYuOnTo0De+8U2U+h/+/m//8JOf7Orvb7dbn//sF7WgjKVVgXRcHRx0tdkgCn3ckFFofAK1JkgF0jAReS+lBCGOL5FnBsEw95oFE6Soi0NLrv2N3/j8//u3ThT+9aeP6O7qlde+1QF++c+/3jU49Po3vQVMgQjK5TIkxEiMHsBLcFIgEgliQAXEzA6VJAbvSAoUIAC89O1eY6BHXf+qi7Z+Z4vS0pLVKkgR2xQmFhTEVW6XaXb98t5XrV1Wdi1wLdBCOBsxXPeys8vg7rzzp/PmDwbN8SCb0tgF3obWLVCF665Y+7oLTrPJmC5SlmQAT/K3IFJKASJKScyLFi2amZ2t9vczkXVOau2SpFAo7N69u2/ePAIQSoCPAVBJCT49orEkoABEEKiAuVXrqxQn9mf1ZqO7qxuU8taqMHRpJpVk4s710LmmOr3yRyvoGBGZiYiIUMogiuioUhWiu1qt9/Ye2rt32fLlTETMyHz0efBpKvFycnJyfpmPB+v1eqlUQkQiEkLMbZqnDBseuI2htXTZwOOPP4QCjAo7M54EUqFgli1fmS/hS4HZ6emu3n72FqV62uKWnFMBIrLW/+6Hf/ft7/j1M9ec8/3v/YPN0te9/lopcHLy8Kc+9akNGzbcdc9PmDujAVBI5V0mhEAhAdh5Ik/TU4cnDx9euXKl1MHxNU7Zlka9VSoMsg+FrAArZgEIgJaRtm/bcdO7fvtvbrmlUq1GpVLabH7kIx8/4+zV3trv/v23P/vZz65c+YzbhZ/F1sHtf3tLZWJ/t28DZKlGK4SxopgKyCAtTkyXonE8+3v+zDvq/n/e8KvnrSgedvUu1eeyFAsC6i2ptSdqzM72Dw3ZNKUsQyE8MzBjUAXySkq2KbFVyAI8IgN7ICJpGDQgyiBg55J2OwyPcU1FIYDIWavCKCNMWVpdmon9PRs37Ruf2nNoKsncYE9l+aL+NUsXrlmyiLKacHFYLtl6TQeBdQGgQ7QIFjFLnQuVRqE5dp4Fh8UYkFALUJJ8JBwkNYEOADgstdrp9rj8j7fdde+jO5tYCqr9ixYv2bHpocDWFvcEr7n8gkvXLK1wU7oMyQJ4kOhNNOu1FNUkpR/8678Vw8qsENMSY5+dtXjxyxYv7Ka29C0WGQTArNDrJ4tBROzchpxzRLRr164VK1YAorNWaU3eT09P79q1a9myZT2Dg9yuHRkE3pn0JxnFXG4GAAAkx6A0pZkj2LZ9x2mr17gsDcPAZ5nouGnxnGxAxI5I8H5OxzpmKYTLMqG1MsanqTwunyBE3GrN1uvk3MKlS7NGQ2vdkSDEzER5q8OLFbuAm5mc7O7uBSEAGFgAIh/tdMfn1PCec+qvOxkAx9IyEKEiKpri/MPj9b558wE9gjz1i2h+mQ8GOcuyUz3bcOePf3xofOe11115xx23tdrN+nS9Uu5Nkox8su68c3LZkJNz6iCEMIpbrdoZq1Y5Z69+zaut5yAqpnHrAx/4wJve9KaHH35YSAVkQYTkMkAptQaQwJ6ck0KpIJiZnl69ejV37v4nc+NfunTpd77znVJ3T9Kop81mWK1+7nN/OjExgYi//c4b6YSnITxzeMvtE+1DLtLWh4oyoWNil2KUyIo21ZAP94vYxDvOrgxMQPnMpQvITyGiAJZMQGB6eqndStrt/qGhtNEIikUoliCJsyQxhUI7tcyECEJppSJBlNkEiQFIKimlIO+ElGAteR91d3N8TIc0OSuERKUdyzZhWFpw+4YH/79/uXPvTDzVdOXeHinFWNa8d+uugZ8+dP6qpTe87leKSmCzJZWAtOmNFsCCWQAAqdZsQ/VVJ6fjcs9Q09GP/33D1t0HevvmX375y7vDYKZxeH7Ui9kMasSkVQrMUpG+6/WXvvP6t9zyg7se3ra34mbWDne9+bVvOK2/mE3vr1BNzYl5MRez+aQ3VFOT+yjmVQt61q5d3WKFUZdA02qOlaiGtg6lADP0iRdGPfXm1InapZRCCOec914ohYidY39mPvfccx9//PGegQEU8sj0DMEoGAShZBaMcs4VCjNwhNKYUBUrXffcfc8FF13knRVCsHOoBM5148BR+1SpFHnvnNNap8RGaxEEoE3WbkfHygD2vtDXL6XcunVrf3+/DgJnLQAopQQi5QOkc3Jy/nNxqsuGNWvWjLYHFy9efOaZZyolkRBAMyFw1jevN1+/nJxT6iRoZmZmerr2hS98ARHvuuuuj3/84+ece+43v/mNq666at35FybJH3vvkBk59cQ+ayulnLVTU5PNZoMZJsbHVq1aBdKwy8ATipOIuhxzVCiAd1GxiEK4VgsA5g0tRPJpZ3LzM5OIxt2PLpZaUAqUKRO1PVgprNIOhId4MB7qUYejZHJ+cez16y8MOWWisBBh4gw755gcE2IURS5JTBB4ayWzdU4qlcWxMQEzemQvdSsDERRjLqCOHKMjrEKzQNNA1Kls8a3W8afUzN5aVkFGgEH1hxsf/Natd+9uoq2OqJ5SzScI6YzzYXnIcfbDR/exufud16w37QxdG5ABU2RCJmQkCEx1UUN0PTx16Hvf+5fH9k54ZkDEHfEt9+xY1Nf9irWnXbV22cKoh5JZITQ7CjRIn2St/W+/cu2Bs0cOjo2tWXWxoTT09Wp30bdboBSgAGEAPaNnsDZu9vb3bN24adWSYSEaRYiymTGlwhCdNABa+XZTiKLUXd47gU/f8dLJAAghvPcoJSIysxBCSimCwFoLznmQIOScxxQjAEvyDASd2qPOKDtPbHTcTAaGRsYmpmu1eiUKokLg00zqwhPGtszAbJ0TUgpjmJmYtRSOmdttaZxWT3PHpFZTBcHAwMC2bdtOO/10ZUxH23ReeT7JIScnJ5cN/3GsOO20+YPnKZ1cccUVAjEwZSZG1IDElOTrl5NzSsmG6enpgYG+D37kY61G7QMf/r3//vv/bdGiRYcnxt/73vdOTk6WSiX2VkiNUoNPtDEAUgdmYGD+vP4+ofTikWEdlvbv2TG4YKFQBvgkZrMYpWqNWldvb9puqyBgZhWGjZnpMAzDnl5bm1XqGbc7LieuWjSNLD5YCjRzQbo+wdVQegGz4KfG9ErIZvp0VvKzi5YMgM9QCCUVewcCwGYiKrh2O47jak8PENkkkVpLAGI2xSJwBoSZ9Rkrq4u3/ugnj+w8tG+ygbowOLL0qtO6XrEkAmNslplCAYj4WE8eBpAmiDOvKt1b9h769j//cNeUw/5lMy401YWNxuFApQJEq90OWJMJ73hwy9Xrz17VXbK1WSmcACmBESSwYgxKlcG/+fHGr9x677iouupplCZFSQDapTaeTabveLA2PfWbV60tgI60tEnLGOPqtWpImO7PsknNU31ZxXvfaCfVri5VKJH1AApAkvAsMgJhNIGz3mbF3t60uVVzKRI9gAKsI9cgZTkw0lQhDl3WNE/SdCgEAjDzEzkHrQGAaW5wRycLEdfrhUKh3WqpqOiFEswCvACSRB2vJACCueSKZBaAEqU2YbD23HMfenDjuWedyTZThQg8Acon/jopwTkmEoiB1mAMx7EAiAGCILDx8Sa53HF5Qqz29o6Pj0+Mj8+fP18aQ9ZSXqGUk5OTy4b/YLxzQqg0S8cOTWze/Gir0SKS5EFJWjA0sP5lr8iXMCfnVPm2eje0aISIyMbFYrFZm0L0t91226ZNmz/xiU9kWTY2dvjLX/rSe2/+HRs3TFhkb5k7PvcspAQAHYTk04XDi7135JLOD58lztpqX3/WbpkwZO+VMexcuVIBgGx2Rml9wr3QV0yTWJog06adGi50oyoL19DWhpD10gQ73wq7Uw9B1ga0hMgOSAIIQFI+TZXWlSAgawEgCALKMkSUiJSmgihB05blf3v48X/6ycP7a7btpJQVSGD3Q3s2P7zprmV9L19/3vkjCyAZVypDYhIli4GmRHCMDiGQWaCcCO94eOvBOphgIE2VQm7OHpKIPkFiGyktAKfbDQ/6zkd2Dl10ekUZYCsZEQDJpo58oeff7n/0Wz/+WU11Y9TVbDRLYTH2ZEWmfFICnm7Z723cctqK0SuWDjo7LbW0cRwFIZFDct5lRiIIECC6enuBwCWJkArQAzAAIaOUMmklAkkoCTY2UTewZuvANkABikAIzShsO0ZmE+DxkfiTanuYuVSu7Nu3b8nSpeSclJIBiCiMou7u7i1btqw5d51zFpVE37GPRUAGZgAEJAAAVigQyIWB9EnMQJVycXZmuquni1EAW2G0a7eVUlmW/fEf/ZGUstFolMvl3/3d3/Vx/OBDD33h85+/6KJL3/Ped5H3cOw12ZnVAABayjPPOmvr5s1hGPb09jrnOo0u4qmD0lHYNBFSIoBQirxnIqm1yzKldd5CnZOTk8uG545UemrqsA6yL335i2malAtl8hJBCOFb7SW5bMjJOXVg8lGhdOaZZ37gAx+4+uqrP/OZz7ztbW9769ve9tYbfhMA9+7atmnTpv/6vt8BZhOVbdLUQXD0/LjzBJ04DICkPOljWikl2Exr3Sn1gc7hNDMA6BNqBgCArDG2v1gNSmaeIwCtMdJt30RsFJWXJOa3d9Y5nDIVXZ3XExhASyJEj9QZVQxK8Nwwu6OuEsf8QRRiMt+995HvPLBlT6pj3cNKBQQh+4jcFIbf3po+OPvIzW+4+NLhipnZBiZiUbUi0JQhWwQDzmZBOAvw6IEpq7o9lYUVobLIbeBAkwZ2ZGOWGBQLmdOP7Dt87SVroxhkYHxKMlKghVJ62su/u/PfD2Yi1RHZtApx5GQLUGobyrRIMjbhbBT98/1bLl28NKQaGkCLKASyZhYEBsMKi4DJoSdglgIQPICHo8voEXRh62OP9fT0OEolRgAAGo70uEtkiR6EYICnG3J3bOjc1931owd/tmzZss64QCkEMwulyuVys9l0cdsopRiJac4EqTMD+2igPjfsAoBBIjjnli4evveee84999xiuZw5EhTrctkm6QMPPOBc8Pu//+HM2ve8+zxJwEoAACAASURBVN1jhw/bJPnkJz75K79yVRCILE2DcpnT9LgX21llBACiwcHBn/3sZ+svuYSIJICz1hhzzC8DtJqNYqVCAAKx3WxKEwSVatqoKyGe7OCUk5OTk8uGkyZNk6GF8x997CdKqVe+8rXLlixn1sAAnJUq5Xz9cnJOIZEvFXn79nf81r/+4NaJw5M333zzK664kjwxZETc3dN30003eWcBhZJHp8KdOnuhXnnlFYc2bfDt2ZLCrjBMbQPjVHNcQW88tEUBC72x190DC6HcBSChUzgPnWj4BG+nBmY8dj+489/HY226FmQkgFkSAXgvQApfVurQVO1zX//O4ve89vTuQUgakjNJnaBTg3AgtHIQKDU9OduiIgc68UBEgWd0de0ZFXvglAWwIuLde/cLEUgRAJCQEgjIUSrETx56eP/4NBUWgjLgUi2EdKkBTKSXKmg2HZnQSfHYth21dhwFLDtONUc8jrz3Wusj0w/gac33iIgB9u7du3T5ciKSJ5M1erqV0VLKNE211gzgnOtE61KpkZGRycnJhcPDfMSv9oRmgFJKRhwdHZ2YmBhAjCoVnyQ+TV2W/vf//oc3veemH997r0H80pe+BFKilN/57j9859vfPnDgkArDrNl8ZglaLpdXrFixc9euZStOozQJoui4YjMvZFQoOCIbxzoqKK2RKW02nXNBueLjdl7XlJOTk8uG53N+SbOzs0tHl3d1dYVRODq6BCAE5ixtSpWbVOTknEIgAgpVKETXvvEtcXM2KnWRS4QKAECCS2O69tprvffOW6WEkKfY5qN09/pLt2zbXEUXRqo9Ph6g6hVSkdc2U4C1QnfLB1DqH1p5FqgQOmMUAAD4yCC2Z2IG9Oe//s3DiehfuGLn+KwOAmSv2COQE6wppcxjub8mSv94//bTXrMaMUawhlNAAGEAGwAcevReUIZWmbZEK7BAqDPbpVkq10pTCAuORZJ5BZClqZASlAICRATrSGgVdU03dzldZBVlhEYoA5m2SRhGU0zKlLx0HJYTTKzQDz22afCCxUk6G2HQOQjvdCcXi8XOoXjHZvSpYToiTk1MLFiwQEsptebnNztZIC5atKjWaJSLRX00EGcWQgwODu7YsQMAiFkKQc/CQFxEkU2SoaGh++67b8+ePa1Wi5kvv/zyQrVrbGzsW9/85qpVqw4dOvThD3/4tttuKxQKRFStVvfuPSgBZLHEWfrMz79gZOSRjRvBZqyUy7LjJNPDGx7o7e11zmVZRkQLRkYqUbRv965arTY8PFytVvNtJCcnJ5cNzx0TBGFYaMWHBgYGHnjggVatJUQgUHkX9/R1n3/++nwJc3JOHd2QxU1lImQbREWftVFqACKXAWKhWBJCMMpAA6AGSJ/zpN4XA0vKlAeXrr+qvum+8QM7qiaELBMsBKMHzawmsUpBeWjVubB0FWRIKAAQmAWAgBObxO+cae+tZ9Z0TY7VTVBGTxocgiNgJ6RhXy6aMa+mMrVthg9nuh8UUiaF9qgJNCgW7JTz2Mq6otJBq9rCSxVQy5YFLuzvr8e1WmIdKYcGlVaUDFS7knadmIFBSkVEgDL1kLL0GLQz71GDZGBSLu5S5nArTjlEDC1JpxQLsXPvHnveIlYa5gJ1hidnG47wtFfCzPT0smXLOg95nkvjvR8eHj5w8GBPTw8SdTpeyFoUwhiDiGkcK2MAkYlOOGEtbTYBAEulNeecExYKlGXMzFK6NOnq6n3rW9/6mte/Hry/5urX/uyhhy664ALrfb1e11pa712ahs+YbUAhmjMzoytW3Hrrra+48sqnNuds2LDBe2/C0Fr7V3/5lS996Qs7duzYsGHDitNOu/HGG7/97W+PjIzkG0lOTk4uG57zDcMVCsV9+2cee+wxpeQ9E/c4i8DInK0+c2UuG3JyTiGYTVQGtoAKOJPGALFLY2VCchmjBASptEvbyCSVPqUm95EsktMTdTxtzSXbG8ns5IHuwNTSVKCRUdERzajuc85fX1i+BlIGE3XEAs6lGuCEEmjHwYkmq1iEYaUvSazhRLMV4DKJFqVUYmJiHBYshLD46O59KYSMApmRHaIhRBJgHGsURRTD/b1bD9VQeKXJp63uUlGrYKzh27qMQVecec0syK8cGSoZVhlBs+1KoUIJQmXWCRRSSIVSBIazxGVZV6gXz+s6NGZT0KCC1KMjj0A93V0eWGiJBHNl94jMfLwn1VMr8pmttVEUoRBk7fMfIRqVy3G7rUrluDYbBQEAdHqOgUgYkyRJqSMbOirlGWVDUCrFzaZrtaJyOa3XgzAEZhbCI1599SvHxyfQOV0oxHHbAyRJopQSQigltJRIJ7hiyftSd7dPkiuvvHLbtm2rzz6b7TFuYDfedBOjaM3OPPLII9Ym6y644Ctf+cpffu1rvt0uRNF3v/vP73vfu/ONJCcnJ5cNzxFEkWXx0NDQ+9//fiIKdSHLvEApBBuT14Dm5JxaX9c5y1R2QgpgBgRlDACJo4EmO9VpEj0FNIMHACJGdM5lZB5/fGdP/zI9OrjUVGrbH6LJ/e2ZqZZ1Qbm70jf/rNPOLowugwxABZ47/c+MQMiAIPhEssGnTkoNwrQyLxCRneasr6cy0U5iwtRx37z5e9JEFIs2S4REdh0pgp0iKEbFgEA2DNyaZUN37tlbFuyStKhowUDP/tnGDIWkI+KQIZE+Kbj4jOF+49pAFgQiiziLtdSRxBBJ+0Qrm2aJQpRSsm3O6y7zwUPtpF3QkWQXsNWutXLpsBKYOe88YMdEiNlaGwQBM3fKb6SUR/sKjk539p2pBUHg4vh5NjYAgCOSSgkhfKMeHvEaklIKAFRqaGBgw4YN61/2MmZGKdn7Z1YpnCShUp0/GGO8c7JQyBoNZcwHP/p7H/3gB/7iL74yOzu5du3ac846KwiCr37tm48+dP/kZN2Y/3X9DTdEJ3o77BwzB5WqUmrvzp2eGYhKpVK1WtXGZGmqjSmUy7feeutf//Vfk3Pe+zSOpRBXXXXV17/+f7z3UilnrTaGTvRecnJycnLZcAxSSudcGAVCdqOAUIUoQmdJaelsO1+/nJyc5779ITpmpbVg3rZ1a3fP/IVDQ5AmZviM/pGl0JoYYAsowRRBR+ARAEEgCNVpgH6in4HFCauUuiNpBDOzCFTabIScaGmXLV4wu3V3pCLn3NhMI+ydryEZLEuZNQQToGBUyCzAMYbWWSO8z2Yvv2DlDzbe99jkeFjpq3aFixYObDrwiC72ty1ncRwJt6AsK8340jNGi6Hjhocg9EJrFUjv0NXXrVz8zX/5cViIPLIQoJSSLL1LpERrUxBpIDy7+mhfYeXIfMlNm2aIpiNi4Oc3D3R+3ulInpya6u/v56dU9j/HZZISkkQIgYjUaUV/ElEUFYvFRr1eKBRAGy0l0EkoUkS0zaYKQ0rTsFz+zOc+9+jDD/f39w8uXQZpws5d/5ZftdddUywWJyYm9IneTkc2ee+Vs8NLl00c2B+FYacpnJm9cwLAM2St1sxMbfX5F0ASW2t9kqTOVSqVINBzvky5WsjJycllw3Pg/vvum5jcc9WrLrr99n8CZHCgVAQsEOyi4aErrnx1voQ5OTnPBURHpIKg2Wgc3L+/Wg6GFlRJeCekIoSkLcJeoBRAsAgzCIxPGFEEIRE5clLqTmMDsgAgYHzmfMPpA9125rCsVK1NdCg0oyKPlCWNZtDdV0cXdRcIvWoeWjGMVYwRPKCxaBRboMxngdGS2DE1iggf/Y1r//KW728/MDEwNHL3T27LnJEEZRVIBcbWi7P197zxihLW3WxDCAEyIFACANkGPh3tG3jlujN+uHmcUXtU7XZqKtFMo87IUaQj9GSbAmZftvp0kzZAZ6Uwwoy891IIInpqM8NxMS4zz05NLV22zDmnggCeXz905/mJKAzD6enpnt7e45olhJSjo6OTk5MjIyOdQXEn++w6CKy10pi0VlNBsGLFCmGMb7c6B/86DIXWHqBv/nxxomi+0+yhoqjdaATF0qKREQYA7xFRdhJuxqT1+k03/fZb3/prvtlg5nK5DIjFatdDGx6Y+6g62ix3Ys3JyTn1ONXrfKamp/bu3dtstXbu3Ll9+/Zdu3Zt3bJ182OPbdy4cffu3fn65eTkPDdsliljsjjet2cPAAwvHhA05VzNakyUEd3z0qYDDkCXSZbamQYTstTW+8x7pZRgEsDIAIAM8oR76eJq4bQFAwH6dlwX0juKy+Wg3ZwxQvrUx1YGlX5Km2U3tW5xd0Q1YCIMnAgYGCDTHILUsW2pojc0s7yCH33LGy4cHuyLhAxAutleP1mND8D45kuWVD/z4bdfsnpBmEyrKPQysrpCLBER0AmRRa72vre+8fSFvWljCslKpcNSZapez6zVGiFrRFQfKuFrX7ZO2bZCQGIUAgAEIj1pKsXTKodO3GytVcYopfAFin2FlF1dXfv376enPCETdQ8NxXGMiMTMdJLFb8wuywSAYBZCgJCIaJQSzFkcS6VMEGRxDEKg9+LYIQxP+zrJe/a+UCqxzdrNptJaGSOEIO/Je3DuoUce2b171xVXXCEQnXMDAwNbt2xx3n384x8fGprf+SSFEJzLhpycnFOPUz3bcOmll73xTVeXKvAHf/AHRF6iIq/Ik5CgVL58OTk5zzUSFSJutXbt2BEEwZIVp7EdR50ABBadkEFsbVDpBtfm1IOEQlByNMMAzGzCkKxDEHAycV1J8I1vffP/9a3bD9XJUqYpKxS79u7Zg1BqN9syLNfaaYg8OlC95NyV4CZAGIfSgwRgIGtJGk0q1AwZskUfVmThNRet25X6vtERpVC02qVidXjh0Eh3MBRmujVBYIXLHFYS0hqdNCGkTUAPtmWTyRuuu8bc+ei/P7aLLYEQtVrDsZLIRvCyBfPfePV5kSAgCyTYEQvZsUyiZxeUa63JORkElGVM9HxnETADc7lcnpyc5KfMaSYimWVBEKRpGkbRCZ2Ujn9uAKE1ee+JZBjaOA6iyDonAYrlsotjlDKMIiGlFMJlmXrGhAMRyUIhqdVUGApjikL4NH1CaCFmafrAffd99rOfBSFYaUn02te+9qtf/Wq1Wn3FK15x9TXXICIzCyGIKP+S5uTk5LLh5CgUCkopKcmoovMWiFVUdlmmjADK8vXLyXnJYrMMUOpymS21mo1CuSqEypLEVKrpzHRQKFhPOgxso4GIMgzJ2k6ZjSgWs1bLVKoP3XVnX1/fyOioSxMpe9iDBqiCBTc7F1PKACQIsMbPdLQGCADrJAAAnZR/LGm7akHwrosGvvp3/5JEPbEqt7jvECKH0rYbw6rBB7eftqD6/v9y3WBRQRoAsPEzGluZKCbhwtA1srY1QRFillKkSaIU7d36w9e/4Q3tOkZRhNgHAABNgCZ4AB0hRAwQciv0LeyEoKIECChAt8fOq5bWXd3/+IrZO358x1SLG0INTI/N7++94lWXXn7JhVm7oagJFQ1gA2BPqLV2RCaKfl44S0RCCE+0f9++YrEotc5aLVMoUPZ8N+qjkXRPT0+z1eo+9shfap22WtW+/h07dqw66yyXZepkjpQEIhDJTmTvnNGavZ/TBkcG1ZkjfdjqhEMhEDlJOi3j6D0c6RF/QlBJ+e53H/FKclYJcfbZZ3/hC1946vvN2xtycnJy2XDSfP9738tcrd48UK2a2dpMIANnMTBhqzV71tmrf/W6X8uXMCfnpQkppQgpjm/51jdm263L1188vGik1NU1tnPH9/7pX9hlr3ntaxeOjKCUiGjTVArhrAUhfKtFzj947z2Dg4N98+a9IA6hJ4R9iijPW3O6KXf/4533bzs40x/xeDINUkZGGZtcfPG6yy9Ys6BvwPoZiUp2ZiUACvCSBDArpRDAeQ/ea2N27dy5fv1675wxBpU6qRYCrbWzlpmXL18+Orrk8T3jfYNLoiiUwEiuVa+bJ4ZpYudfZkYA+PmaAbHjysS7du1av349OSeEAO+dc888WfnEH11ntBxiT09P3G53d3cf+8H6oFisAmyr110cmyDIvxo5OTk5LxKnem+D8+6RRx4xxmzfvj1Ls0ajYa1ttlrNZjPL8mxDTs5Ll0DrhOm8887buXPHr77u6o9+9KOlvr7d27dfdtlVpSgIguC33n7j7OHDKggEgEJkIZTWUmttzLYtm7u7u/v6+43WKKXU+sWuCdGQcTxdkdnla1Z85Ma3/MnH3rsoSoejeHnZvuPV5/+PD9140/XXnrFkAbm2t1aaIqAG1Ago2SuwR2LyI96jSjWbzZ5585z3ulikY4cDnAAEABBCaGMAwGa2MTPdXYpCpFBxoKBYjBAIOs6vII4emXeckp7+RtJ5bULM1mpRFJkw9M4ppYD5+cfxc7JBiHnz5rVarePfDaKNYx0EixcvPjw5mR/R5+Tk5Lx4nOrZhktedsnQwp5tOzaWy+WLLrr4vLXrensXAAupmHySr19OzksWlyShiRqN+Oabb9aBuuSSSzfee+/mrY9feukFb7juuiAI6s32pk2bLu7tTZPEFIvoXOy9QNy5bVu5q2tkeJi8ZwAmYmYh5YvrXZMlQViwrs3xZI+KSoyvWLXg3W+80ts00MalzZJ3adwKlUBtsizRQgEzAgt2yA6EIiIikkoB4v49e6rVKhAJRLb2WbXPIgDMtWN0One998Ssta4UA0FxFrdNoZC02xhFyATAAMjAwIIFkvdCSv90kwSISBqD3oP34xMTZ597LnuvlGJm7718fqmGJ2QJURRF9ikC6egg6oGBgZ07d+blPTk5OTkvXdnQ19d3zrlvarbWHziw45577/ziF784OnraDW/7TSInpM7XLyfnpYvW5N2nPvWJm2/+ndFlw61m++zzzms2mzt37h87dCjNsj27dkxPTlxw0UVS6wN79sTtthfCJ8ngggVdXV2d9AJ3rIFOso/2uSAVOS+lJpcYcJs2bFgxuqSYHAJvA1BEBLEUxBKjNPNCR469AC/YIVsEzyw79f0oRH129uDBg2edddacrxHiCXuOGZ9QDgDQcVNFY8Bm5JwipziVCnzWCoy0zZo2phOLcycE71TbA/iny8kgIniPUjpr2XvwHrXuBPRS67lqpecBIoJSPo7pSLPBcbJBF4tZs6mjaE5ZvRDDInJycnJyfvlkA6BoNGrlSqlQDMfGxuI4TtOUGAIdAFjIHepycl6qoHNCmk984hNf/PPPzF8w8KU///L2zZsvuuiit73tv7zpuuv6+vouvvhiIQRKqZgXLlz4tL6hncDzP8AjH2WEjORJGeOsnTh44JwzV0qXCCXAxlJIICeFBJtpqYmZARk7Zk3cCY6JSAVBliQHDx5ct24dACCzQkQiOOH5+rH/Xwox17Prqd1qa63ApgggQYB3xhg+5pEI3ne8fXSp9POquRigVquFYWiOtCwjIjx/GyUAAhDWAoApl5VStdnZziQHqbW3Vmrt221jjE/TgYGB8fHxoUWL2HvvvZSy016cf1lycnJyXhKyodGoT8807rznHw8e2L5oeOFVV1y1YsUarSUAkXNC5iasOTkvUQjgpz+5l4guuugiGQWXvfzlX/7ylz/+3/7gwgsvvP6GXzdGf+7zn1971lnI7L1nIdQvtHaFICAgFJilLs3Snt5eISQTAQhA2Wkl6JQFIfi53AATAM6NRRYCvGdmKeVzaMNgfCK6xyPdAsAsANN2bJSGp7OFenK4zT9/Bhkzg5Rs7e7du0dGRl74cq8jZUhAVCwWx8bGBgYGAICYhZTsvVSqM4cuLBSmpqbAGNdsaq29c1KpfG5aTk5OzgvFqd4S/aPbb7/llm+Oj4+vXLnyvHXnRVH0+OObH37wwZ/ec08+7i0n56WM1nrJouH58+dv3rylOTvz4MaN69ate+hnGz/4wQ9m3u/fu/euO+5Ys2aNJSIi/EUXrpBUifUgNQHMzNYXLlqEQrFQgAqEIRaABlACsGBS7BQ7AQQAgBJQI3Ong3nPnj3lchmf5Oz5bE7TCWBOaiDwE7ZIDAD12VoYFgAkgAQQDIJxLg+DAIAMeOShnWKkp6ivTlbBpunMzExXV9cL31rAPNeW7X25UhkbG+u8ZU/UmUPXGasshDBBEMcxIIIQc80YzuXflJycnJwXilP9tL4zcBSEe/DBBx9/fGvaTo0uSqFqtclz150zuvT0fAlzcl6asFLzhxd96EMfuuOOO5r/3DzzzDNf96tvVABTU1Nf+PTniLKPfuxj1YEB22qhUuw9/EKzDYKJrRWhCZRImvVFC4eYQUrjmaRS3gtGKZgRCMEfOSCXDEgoCRG8U0GQ1et79+69eP364zZJeNKc5qf/rACwU+3TURFEKBUyI8PMzMzgooVeyLn4+4lHAAIgzymDzo/Y+6cWHSGiS9OZ2dlFixa9GKf7nSwHIrL3YRAopeI4rlarndeDUmZJooMAEQVAGEWzhw5Ve3qyOA6iyGfZ86+SysnJycn55ZANV1111fDi68PIZ3ZGKyNQkhfeOh0aAMp7G3JyXrK4VksF0RVXXPGq172aXSKUac7WWes3v/3tWa1mql2t6anpgwcrXV0qijj5BRuvoUvLkQKfAQK4LAo0sUcVcpqADFkIK5Qir9gCE4AHQEAAlB4Vg9CCwPvx8fHFixdrY5DnGh6ebeE+wnG7JSOCJwBoNBpBUKDOvQCpUwwkGI/mJ4551NPVRzGz0np2enr58uXUsU46mSESJ1ZcQjARCsFEgDgwMNBoNBYsWOCZrbVGCCEEMHcMnfp6e7ds2XL+hRcGQeCt1Tp3zsjJycl54TbkU/z1hVFkjCF2gS4QOwBCgcoE5FLOp0Tn5LyE0UHADEopzjJE9NZGUWSCgFstIWU2OxNFUXdPj0B0rRb8ok05CdgCs8AsTQCRUQAgEyMgOy+AJRMCMQKjYFSMkgEBENkjeEZk7+v1+sjixZ06/pPq9BV8JHXAc4E4ABNwajOhFQpA8MheMCMTHunDPqoLjsqDjpsTEYEQnZ947zsipKurSwUBMQMe+XukJIAXZCAGP6ltvb+/P0kSEIIRhRDkvZSy46LLAOVyOUmSpN0GpfzTSp+cnJycnP+ssgE6GWpEAEYQ0MmbIwgpUeTm3Dk5L2GYkblT9N4p1hdHfFQlotYaiTpVN/LFnsnwbPYxKdh7ANBB6AEBBQoJ3gshwXsJpNgKIAAEVJ1Zb4AKACWQYodS7t+3r1QqIaJ8kgTCI5xQNggGMeeLBFIpBACBSZaWKmUAkuwleAFeAAkgfFITNQAeHYbQsXx1zgERBgFJpcplx4xBMLhgATBLIVyaIoCzNotj9l4eMVZ6vncBAEQUiOVy2XsPSiGROpJM6IzDA+eklEuXLp2ZmQHnZF6flJOTk/NSkw05OTk5v/QQSSmtc+12OwzDk320TdNdu3bNmzcPtHbPuwToaK1RlmXlcvnZxu4AaZpKKWUQOGafZeBsMjODUrlGw1pL3rNSzjlGVFrrMJRau+wFTguLTlWSlOQ9AOBTpMHQ8PDs7GxHSeaj33JycnJy2ZCTk5Pzy0QnutVSbtq0qaen52QfPjE+Pjg4GBUKz2a424llAzMwCyHSNH023kcoRCenEcexlFIJ4RnYOWAOe3o5S7MsU2GYxDF6H/b0EmKaJALRA7qnzHV+nnjvlVKQpp3R0ce1W6AQ7FwnJSKUcrmTUk5OTk4uG3JycnJ+6ZQDER0+fLhYLJ7sY+u12uLFiwGAkgReCNnAzICYpmmlUjnx7x/5b5IkQghLrAVaaw+NT9z6998+fPhwoVp1SVLo7t69e/dPb7/twN69UbnsrQWi8OTf7AllgzHm0IEDc10WT8E5V+np2bNnD72gndk5OTk5OblsyMnJyXnR8URC6yTLisUiPafKGa01HjnFfwFkAwAgOudOomIK0VorhNBGE8ChQ4eu/7Vfu/vuu9/85jfv27lTKPWv3//+Te9617e+9a3333xzY2aGiOL0BRA5x9+0hFBKHTp0CI60dhz33oJisa+7e+fOnc5a9UJ0VuTk5OTkdMinLOfk5OS86EghXJI0arUFCxY8mznKDEDeiyCwSfLgxo3Lli0DpdjaMAz5eXsTKa0dETnnvUfEE5oyee+1MWRtHMflcpmyLGm33/nOd/7Jn/7J2nPOeeNb3vLDH/7wmmuu+cQnPvXlv/jiqpUr77z77vHx8dFly4pK8QtdpKSUCsOw3W6T99Tpin7S62dmStMgCAYHB2uzs/3z5h338KwzbFsb9E4K4YmUMc5aEAKIiEhJOWdXywxCYD5kOicnJ+cIebYhJycn50WHAZxz9WZzyZIl+CyKZ1AIKSVnWb1Wa7fbvf39QMREqPULYmmKnVnRz0IzdH65M3DNd8a9ETXr9WazuWrlyrGxse5y+YYbbti5c6cQtGjJ6J49e1adfvrS5cuFUh3jphf4k2TWWkspkyTRxhwnwBBRau2Jli1bNjU19VTj3aBSlUppBJtlWCwBos8ypXWrVlNRZKJC55MRSqEQNk3zSzcn5/9n787j7K7q+/G/3+9zzufzuffOnS2TZLIBASFsiqFKBdnc9VuXr1Wotj+3ipWl7qL159ZKi4rFWrdqtSwqVev21Wqrta1VQUFBXL5sQhESQjLJTCaz3Hs/yznn/f3jMxMhiRAklGTm9fwjj0kymZl87sy95/U57/N+A+yE3QYAgIc+NoSQNptlnru+vtjr3e/7R+9jjGJtWRQnnnpqqKp6xawhPPiFuMbIdd2USN1T9b7fX5ij98xcVZUxplMUE5OTZVl+/OMfHxwc/PnPf/6Yxzxm2fLlzWbzU5f8Q7uv75prrnvN61619tBDRUSZk33aziiEYIxZtWrVjpmZNE2NMff+WsWXJTuXNRplWe4eiqqpHUGVRYy101vH+trtXqdjmZt9feXMjA8hTVMm8kVhjElQ4wQAgNgAAPA/KcRonGNmzXOeny9xH+YGERCNrlmjZcki4pyGfHQs4gAAIABJREFUUC/fH2xsqIeyzc9us/b+XgiYg/fWuTo2tAcH261Ws9l841veQiHccMMNz37mH1x++UfzPD/r5S9vttvLli374VVXrVi+fGBkJOQ57bKyf3Dq//7KlSvvuPNOPzhorN3lYlZV1ciystttt9vbx8d36VvlkuTD7/+bT3/6U977pUuXvuMd7zj55JPf/ra/+MY3vkYUzzjjD171qvMGBgZ2Xii0cAUAQGwAAPifY0R8p+PStKoqNz+k7L5X9iJCIj5EUhWiUJZzo932InXcf2yo18Qie1OkpPWwZ2bvPYtQWQ4MDGRZ9rOf/OTYo4/efPfdRx550CGHHFJV1fj4+Jpmc7bXazab7XZbQ9jny27jXP01+6qyu2UGDSFJkqooXKMxvGTJLTffvEts0Bjb7b6vfOUro6OjeZ63+vqC6tBQ3zXX/DCEEEUajUasj3OkqaJ/KwAAYgMALDZBUmtd0Z1JLLMQlR2KnrQiITLk3ZKCB0II9SnhVqvlva+rXOpKepdvNRKpLChNKJpIqWdHJCZWhiolJb6vo2JizOa7706SJMZYn7697692bjhDjI6IrKV7Ti570Id0Y4xs7bZt21rNJjMT831/TCFK0zSqFkWROEeqWV/fZZddduaZL3jCE0777ne/f9lll6xYs+ad73znS1/60mOPPfamm276yle+4r23xhjndJ82QtUQrLWqWj9Su19MZuYYyfus1QohTE1NDY6O+k6HVG2SUIxTU1OrV6+enZ0dWL5ci8KKdLvd+thGs92mqmJmttaXpe3v104HPzsAAIgNALCIcNXx3rjElVVgspIMBY0avdFgmWxVWr9JreUk0arimQlhbjBrjNQNKlK4IQ65S6zxFRExByFRUiYl5fs9+auq27ZtW3PwwdbaGII87KUvqnme9/f37+VuwD03Jbz3zDy6evVnP/+5n/7kurPPO++gQw4pOp2nPvvZB69du2njxle/5jV9IyOh09EQ5k5R79sEWHdDslaM2T2A1X8VvLcia9eu/dWvftXautU5t2zZMraWYrTWXnzxxUmSXHPNNeece+4pT3iCqn7iE59Q1bvuuuvdf/3X7L1LEhEpp6acxaskAABiAwAsJkY8WVNU3vQvnyq0UCtJmhqnFH3Zc+wzG8fGxm740Q1EdPjhhw8ODk6MT0xMTIjI8uXLGyND/U3TmxobSFOhwN4brYgMESkLkc5PRduzGMK2bduOOeYYY0xd8PNwJihmIup0OiMjI7LXJU86PyfBpimrsvcrV4we8od/1B3fNj0x0Wq3Z8fHH3HooeuOPTZ6n+/YwczG2n2eGdjaEIJzrtXXt/nuu1esXHnPr59FQlWJtfWXOjo6OrpiRVWWZVkmSVL2eo1W69xzz3UDA3F29oc//OF3vvOd49ev//O/+isiLmZn/uzP/tz3es3BQd/tqioyAwAAYgMALDoaQoixw30/vu6Wa2/bctOGbTM972NcvnT4sEMO7tr+627bvGnTJuuciFT/+bMkSYwxZVl6760bO2XFT0773UefeNRao9ON0HEUWT2RVTaRHVEUuq9SnG6eNxqNelD0Pl9J/xaxQVWnpqbSNBVj4l6cQNgZdUQkeh9V804na7Vir2sbjVSVmJvNporJZ2acc0ma+qoKzNa5fTy6QURVOUmGBwd/+MMfrli16l6xhznGOHcyhKiqKjHGOcfGEHOWptH7K6644nkveGGWuKVLl1ZV5b3/0uc+98xnP9s5l2Xc6/WSNFVVm6aqyvui3S0AAGIDAMABo5cuv31s+pL/87WfbpyesUNlMhDYEtFdW6qfbb6lkEaHU5MNW2MrX5Frdpk1KElKKZHS1Xdtvfq2bz/2ESvOOfOph7WMqyZIPZEnakY2TEz3GRsmt29ft26d1s1PRR7eEiVm1hhnZ2eTJCER2suzB/XqnJmYrUi7vz/EqDFqCGQMhUDWRu9NPblZlZkNcyjLfVuRFYvCOReKIm00vfe+LO/ZCUpDMMYIc1mWLss4hBAjM7N1ojFWlUkSEvnA+y5i5jvuuOMNb3pT/+Dg2NjYh/72b6emptasWd1qt9klXJW+qpjICKYbAQAgNgDAglav0UnEWOuL4qZu8z2fvHysZ8LAmkKbXU1YDFVFZpnYJL0dSxrGe+9zLyJ1RX6WZb1ej5mTJNlKrf6Bvl9snPzQ5V+84OwzMrZMeb2OVWbSXVfGLFLfxa8HI+S93upVq0jE1kVKeyGEEGNM+vqKmZkky9jaqtt1SaKqu5QVee9dX1/Mc2EOYnrTU1mjYdN0ZnKy2ddnskzz/N7rf52dnR0dHSWRstdzaXo/R7SZY4wxxvpUA6vWZx3qBXVS91cVoRitCM1XPc2t5h+Ccixrbd1Gad26dRMTE8uWLVMRUQ2qQmSM0RidcxSCmR/rwMETkYio9y950Yt2iUPnnHPOvS+9J0FcAADYFZ4YAWDhPsEZU69xReRLP/rvDVVf2b9qey69aEKMFL0zpKGi4CVtbs9pNibUHC5Mq7R9hWnNxqS0fT7pn42JzVozBXWl+d9bOz/55caKEyImjUyRaPfU8OsZzCIixtTLbhHxVbU3K2nvvVjrkqTqdJIsi977Xs9YW3kfdusKaqz1nQ4bU6qGInfNJltbdLvtJSOkWt47MxARM5dl2Wq1pJ4Sfb9nG1Tr/LM3rWMfavXUOZck4tzQ0NDs7KwYU3+Fezn0GgAAEBsAAO6xviRiY+plcVT97v/dUDaXzkaXNFqGY9OqhJ6lStSXRe7FTgXbM83C9c1SWqX9hevrcNaVRv2rxKDMlW10pP2z2+4upEnsdjZQ4t0Wq3UxUr3MpfkIwcze+725ke1aLanPHztXFYUxxiYJEzljbLO5+//Utlqd6ekkTV2Wpc1mkedJs0llUZUl7Xa0QETyPB8cHIzM9Zd6/y8VIlVVNRqNh3342dz5EOcoxsGRkV6vN9eD9eEu/QIAWPBQpAQAC1NUNfXNZ+a81+t46uY+S5N8drKRJRLJatDAxjm1joLv016TOcx2+5hNKKNGjcrC6pWYQjCNRjvPq77m4B3bpgvOWmxFDRExRWLdtZHS/DCESNSZmUmSpF6gW2v3Zpke8lysrfLcpalNU+99fZCZra1mZ5N73/WPRNd9//tf/OIX62Pcr3rVq4aXLCHvi6L4wpe+tPHOO9/ylrfs8rWVZTk8PMyq9QyE+z0SXceGZrO5PwxOFhGKsSrLpNEwxkTv5zYZsNUAAIDYAADwQKnqXMm+SKfTqSpvhFIJIXRTjWWe9w8Mz3SrovSS9XGcTRMjHKtQLl++fHJyUoh89IMDQyIyOTmZUVTWTozdiqaLWEkS2Qox0R4iAxHN1f8whxgnJycbzaaIaAi20QhFcb+nhEMIvW63b2io7HScc8rcm5pq9/drVaWtlpblLp/ryiuvfPzjH/+cM86Y2rZtYMXKzsS4irD3l11yyerVq/d4cZxzGoJJknDvj7bHd2ZjvPdZlinR/nBTP9Qjons951xVn4quS8KMQXgAAEBsAAB4IOaPFtQL3xA1dU5D2bCUamHZH7Rs4PaNW2IQjpVhUpPFGPqpO9DKJrdTqrmnxBi3ohm7E0XPrMpnij7HLp8YzvqZqkoMa0IsTHMnHO611K6HMRujMW7ZsuXII4+8r5v0zMF7EeEkCXn+1a9+9ZprrmHm9evXP//MM6sY//b9769v9r/iFa/IiHZJHaq6efPmww477KrvfOfgtWsbM9NpozE1OXnOK1/5nOc85+abbw5ExrlYFPXViCHEGI0xOt+ulJh9Vdks81Vl6ysWIyeJlmVdahVC8CFkWbafBMIYo02S4L2xdmZmZnjp0lgf+UBmAAB4yOBsAwAsTEaE5yuFWq2WdS6qlkXuDGvwy5YMR1+GMk9YJVYmliqWVAep62IlxGnMjUiel8uzmMV8MvYtX3GwC13X3XLEaMtRLwpHk7BaUZXdVqv1upyIKISZmZl6wS0i5P3uWw0xBJskpfdVt3vt9ddffPHF77rwwgsuuODf//3fxblPXXqptfb//8u/KoriqquuKnfrl8rGbNu27ZOf/NQXvvCFV77iFXdv3MghfPaKK1796lc/6lGP6nQ6zDyzfTsRbd68+dZbb73jjjuIyForRFWe1/1YjbWhKAwRi5RFIcZoWcYY2Tki0rqtU5LsJ+cH6jolY21/u71t2zaKUWMUY3AkGgAAsQEA4IFjjjFSCK2+vrXL+rLYazrD4oJpjB525KaJrretilM1SUlJl7LCNAvb6nGjJ42cGrk0p71tjKzuUiPa2a1Td8Y4O9jnjjz0oDTE1JPzJJE47GFCdFClJNEYu73ewMCAMYbnzx/vvrQV54peL01TY+0NP//5G97whtmpqcmZmfe+970hxIsv/uCJJ544u3XsmGOO+cxnPjPX8PQeNMbXv/nNl33qk3/zoQ+97vWvf+UrXzkxuWPz5s0nPP7kTp5nWcZE7f5+H2PSaPT19WVZtmzZshACMTvnZGcHVWYVKXo9sdarVlVlnPO93txn2Q9ONexuYGBgfHy8yHMRIcahaAAAxAYAgAdIYyRmEYkhaIxPWb/Gdra60A1V1RoYni14fLagtOWVowqxrchGTsg0PLkgWcUuSKMXDbk+b1KW7UODanTqkGWDjz1yXeaD9ZH8bxzyxvNr7c7s7NKlS40x99VAKQRmrorCiMx2q2uvvfYPX/jC33va0/72bz80Nb4ty8xBBx/ct2xZe3Dwpptu2n3tXub5rTfeaJjz2dk1q1fnef5/vvylf/zHf15/7KPe8da3/vSnP33D617Hzrms0d9qrTzooJWrVzcajaqqVFWs9VUlIkW3a9NUiETEtVo2TdM03fm/qPdtpN7A2Z+4JKmb2zKz7uXcOgAA+K3gbAMALNzkMD9wTVWfdNSazu8ecdVPbypc/0h/a+OGOwwLlYWjKL60FBLPmY2Z5tb30thLYpFSESL1dmxpO/YylW/Z+Pgj1rz2jGfbfMZGTzESRRJR3sMxYWEOeU5EnU5nzZo1VB/RrhPFnlbe1loSQ8IaimXLln3lq19N0/TN558fQohRq6qKeV72eitWrNj9rr9z7uqrr77jjjt+5zGP+drXvnb22Wc/9elPf+5znxtE/uvb3/7mN7/5jne8I+Q5G5NkWVVWzhprrW02r/7+9+vdD2vtI48//uorr/TeN5rNvNdrNBqPPO64urVr6HZ3NpCtW8nuT4+xrlixYrbT+XUZGAAAIDYAAOw9FvFVZczcpOBDZOqc3z/NVbP//uOb+nRlsX3TQNLqdacGs0RDkWgpYbZPaVgmpNo26KebYbsNJijrtukR6dpyYmk7e+P/d0Zfb7bPEflApGQoGi1NFCV370PRKlL1emmaFkXR6O/f2fuImYl5lx6s3ns3MFhN7ahi7F8yPNTX10jToihWrly1o9MpivjLX/5yZMmSTq+3YsUKmR/DfI+Vs77vIx/5zje+cdmll7785S8/5ZRTArOq+jw/4YQTsixrDwwYY3xVBdUYI0lqjKGy/NAHP1hV1dDQkHPuQyed9OlPf3pycrKupxKRj3zkI67Z9J3OXHnV/Pny/exh5tHR0bGxsaHBQZck9eXANz8AAGIDAMBeU7XW0vxt/pafCNp8+XOe0Eps1WjNjMVuPqE2rh5pHL3uUcc/4pC7pmYmN2/sn9Zeu/WoNQNDMjJphqugB8u2dSsHDl934vp1R0l3psGeqkAUSTQayq0WllK/a2wwqkGERNI0rZuo7lzi776uNdZW01OSJFpVJ5900mv+9PxOpyMid9+9ec2ag/7hH/7u8ssvH5+cvOaqH7z2ta9VEb53NY4xRjud008//fTTT59b36sSkUnTtWvXrl27loh05xFtorIsXZKUSscdd9wbzj8/eG+TxBfF33z4IzF469wtN9xw1ZVXNptNPx8VJEm890mS8H62KA/e9w8N3XXXXSKyc8QeAAAgNgAA/LaMN9WMKztrh+wJpz/+xc98Rh6rGKtEmEPB3e3rVq9Ijx6Zummq2xxZcdixrTi11bfFJY1tN966Zcfx6w71ve0SvCQp5TlJVEPeaBBSIt2t7EiJRESYly5d6u49nW13bAyHQN5rCEccffTHPvY33/ve91qt1qtf/afNvtaJJ564YsWKH/3oRy972UsPP/xwH4J7cFciabeLmRmN8Y477vqLd75zcHDw9W94gxdJ0iSfzq1zX/ril176irM4TbXTkSSJIfg81/mzDftVtyIRUe/rOquIfQYAAMQGAIAHSavIasbuvuuxxx7ueuPsZvvq7kAaRKOT3CWtXndm2MXURZPvUJptJ83Kd9qDWXOsDDvGrLVkJORT4iwRKRMruaBW1YTdzjcw141N2/39Mcb7Lu+J3iuzOKdVFYti1UEHveAFLzDWRqK820uNHHTIIStWr07SNMRIIdBuzZQekDIvjHXTOyaPOOLQ9evXj23d+vSnPe3zX/hC1etlzWa309m+fWLZyAipijFVWd58881pmpZlKSI639N2P8HM3ntrbVEUdv/bDAEAWEiwnwsAiyM2aEbtkc5sd8lQf5+N0hlvaredhBblSegY8qTBEvmyMEbSJDHWhqrKsgblhYgxmWjIibxpuCAahJTJRsoqahTqQtx9OUtEUXWvhgmoOmM4xrnJzfVQhSzzRWFimJmeFpHU2qooEmaXpg/yUhSzM8bI8PDwueeee9oz/tcZf/AH111393U//nGrr4/EvPWtbz3xxBOzRqPqdo21qvrI33nMEccdd+SRR2btdlUU+9sja61ttVrbtm3D6xkAAGIDAMCDFbOBu+7c1Boamdo+FSk2GwlXeZidiqGyRlhsp1eomjyQilXjYhXJpb0ykLgoSQw5NVwloZToDQUhUuJAFCJVkfwekoCqkkhUNfdXpERcf6QoSaJEal1Q9WWZNBpibd/gYIhRnHNJsqPTjQ+6zWijv7/y/mtf+9oXvvzVzrat28bG1q5tLF22LHh/8w3/9xe/+MWTnvxkX1Wu2azK0mVZ2ZmlsqyPYhu7f+1RxxjJuVarNTY2FutrDgAAiA0AAA8AMxvjvWdj1BgqOz+79urVo0sHBtsSoyqRsWKdiFFiIklj10nYHPpZjK1mxGXNYnwgTFDalliqNJgTSy7xnHhKAgmRGlZnNXXRMDebRVWxMWUIZVmSddPT0xwjx6ghhBDYORLZ49A0YRZVw0zeGxH2lWE2MXKMQsQhWGb1XlQHmg150CtjS0RiTjvttG/9yz+//OUvf8mLX/L85z/v2GOPNa3Wf3z72xdccMGS4WFDpGXpjKEQnLXqPTNrVcl+NreBmUOeDw4NjY+PB1XvPTvHztXXOYTgQ+AkqUJgYyIzGxNiZGYfQoyRcIQaAOABvXwAACw8GiMT1bVGLLJl69Zjjz1WjAneizG/qUA/zrdGjSHUM84oSeqPpt7Huh+R6i4DicXazvh41u7Pu52//Mu/LMuSiEZGRnbs6L717W/+2Ec/Oj4+XhTFYx/72Be++MVFt5s8vPfsk1SnpwaWj37gAx/YvHmz9/6Rxx8fQ/AzM7/3rGcdfNBBB9YDLcZojEuWLOnMzg7095P3VVXV2UxE2NpQVUpUFQWLeO9JhLLM9HpVWSaIDQAAiA0AsMhFVYqRjYkhGJHt27Y9av16DSGGwES7hwYRUdWduwFKZIwJIZAxde3L3C6BSD1F7l4RJYQsy8hX2fCSd/zFXyRJQsyb7rzzy1/+8g+uvPL666//zD/9Exlz1h/90VOe8pT28PDDe2V8Z9ZaW0ztGB4ZGV62jIyZ2rq1PTBgiA474ojZyclWq3UAPdAsErxftWrVzNTU0OBgDMGmKRtTj9vz3ici0zMzQ0NDntlaSyF0JiZM1rDGkLXkPX5YAAAQGwBg8ZprFRqjMaaeVBC9ZxGxNsbIe3r/GGMIoS7iZxFiJmaqqjRNq7J0/f0cI/2mAnpr1ftyZtpZW5SlqJ555pkf+MAHVq899B0HH1x2OtbaVqs9smxZFePD3oxIGg3pdErvLVFF1Gi1QowmzaL399sudv98rIeHh++4444YoxJRCBQjWytEl3ziE1f/8IdLlixptVqvfcMbMufOPPPMI444gpkHBwfPf/ObLTYcAAAQGwBgUccGInEuVJU4d9evfrX6oININVSVbTS0KGi3Gn0W0RhjjHO7DSF4VbY2lOXwyMj2iYlmf7+qaozG2l3W/WxMKEsRscx5nifWfvIf/uGlL33pY044oayqFStXTG7f/nfve99RxxwdQ+CHu6Sera1mZ5NGI4ag9cEJl4S8Z5j9/fWK3d+oKquyiHOuLjAzSVI/FqX3t91884Y7N3zsYx8TYz7zj/+46a67jli37oQTTnjrBReUs7M2zWJV4icFAGAv4S4LACxMqhrr+hPmXq/X12gwszFGy3L3Q8n18GZhLorCOlfvORhjRFVE2q1Wt9vNZ2bmCpbiru1W6z2NOookzhlr//mf//n5z38+G2OYiehjH/pQr9c7+9xzxrdt44f7dr6oOufUe1atZ9KZGJIkYSInYu2BdDtJrCWRsizFWhFRIhIJ3lOjaZmvuOKK1atXfelLX7rgXe962pOfvO7oo4tud2xs7LnPeMa5Z589dtdGg60GAADEBgBY7M9uxuR5btL0zttvbzabD/KjxRidcxwj12vTPb2DMud5zs596vLLn/KUpw6OjFRFsX3H1Nve9KalS5decNFFviyXrV7t8xyPzr4SQih7PZdlZEyr3b799ttvu/W2jRs35jPTStTtdn/84x83m80TTjjhrLPO+sH3v580Gscd9+j3v//9L3nJS174whdu2bwZ1xAAYC+hSAkAFiYfQnNwMBTFjTfeeOqppz742GCsDd6LCO222xBjtElSN1qdnpr6yEc+8i//9m+cJMb7z37m05df/rXR0fS97/1gktgPfOC9T3nGM7Sq8ADtE3WnLPU+7/VWH3SQryor0ut2s2Yz9HqPeMQjnHPP/v3fj2W5cePGm2+88aTHPe6lf/wyw3zwwQc3Go1bbrlldHQUlxEAALEBABYvYQ5luXVsbM2aNdmD3m2guoyeOXq/++wCsTbvdpM0bQ8MzExNff7LXx5st0O3S8x/+KIXPfNZz/Ih1NVKBx96aFWUVhgP0D6h3ouITVNfVRpCjLGKMckyCkGZn3fGGe+58N1TExNs7I9//OOn/97vfetb37rlltte9+Y33nXbbd1ud+XKlbiGAACIDQCwqLExRbc7uX37kUceybtNWnjAIUQkeC/WVkVh03SXmWvR+2x4uJicTLOsPTCgqkUIzTSN3g+22/2tlms0JGuEmWmTJAFbDfswNqhaaynGrNnsdTriXNJskvdaVer9spGRRz/6uBNOOMVac+qpj3vOc5/rjLnssud95pGXl6VedNFfHX7UUWjACgCA2AAAi24FSTunKxAxEdec8967vYsNVVWJCO/xnUXinmY8z332orBJqqre+3a7HYl8WRpjjHMmRq0qZVYiraoHn2Hg1+FQRJljVUmaZo2GEmlZxhBExCZJ9P7FL3vZ8573PBFpNpusqt5/9vOf78zMKFEjyygEXEMAAMQGAFisS8l6Ua56xx13DA0NGWt1r+8oe+/NnmIDMwuRxmit5d2mLogIeS9EpFTPARAiMoaI6pDAzOR93beHkRn2aVgkVRGhqqqz4tzDQUR1M1nVdrt9rweL6Nd/8nAP0AAAOICgkxIALLTAUA97np6d3bFjx8jSpSHP2ZgH+ZHTNJ2amqp3LxRrTQAAQGwAADigM8NO41u3HnrooTZJvPfmQd/gbzQa4+PjVFfFIDYAAABiAwDAAZoZdsaGereh1+stGx2NVWWtffAL/WartX379noOMaqMAAAAsQEAYIGw1ha9XozRJEl80B/NJUmn00FsAAAAxAYAgANYCIHSNIRALvEh/Nd//dfq1auTNDXWhrKU+9tt0PmDy6q6x05K1toQQh0bUKQEAACIDQAAByRjLRWFqnKSbB0bq2cA1yeh65ql+/7nO89SM/Meu6MKUavVqjByAQAAEBsAAA5cSpTnuU3T3sT45OTk2sMPFxGKse7OuZedlOYmPxDVuwq7BIuhoaFer6cxYuoCAAAgNgAAHJBCVWXtdqgq55wxhrxXVY2RiMSY+z2NcM/dBhbZYywZHh7O8xyXGgAAEBsAAA5Uxtqi0xFjrr/++tGVK3UeEZFq3Ltxbzo/BHr3oiYlarVaZVmqKvYaAAAAsQEA4ICkMaZp2p2dnZmZGRoaijHubMm6Mwzcd2Ag1aqq0jQNIRhrd40lItZav9fTpgEAABAbAAD2v9igStZu3rz5MSec4B/4wWVmjjHOtVG6308EAACA2AAAcCBiZoqx2+329/cLs0uSB/oRQgiq6pxjZto9G8w3ZkVsAAAAxAYAgAM2NojcdsstQ8PDMQT6LRb3zCGEEKO1lph376SkMSI2AAAAYgMAwIFtaseO2dnZ0eXLY4wk8lvUKYUQoqpzbo9/W9cv1YEEuQEAABAbAAAOEKrEFEKojyXs2LFj9erVLk2FWeYbqj4gzjmNsa5Q2v2f15+l1Wpt3bqVMbcBAAAQGwAADgzMGtUYE0K0rVan02m323Pr+xDMb9g0uK8QQhTrIqU9/70aa60xs7OzuPYAAIDYAABwoDx7iZKytSoytmFDlmVpo0ExsrUhhL0cC33vGMLB+yzL9tiwVVXZ2izLpqamUKYEAACIDQAAB4gYhZmIgq9uuOGGlStXUj3fTYSZKYQH9MHqqFB5n2VZnSF2DxUaQpZl3W5XdzswDQAAgNgAALBf0rm6oolt48uXL08bDRIhZvLePPCthjoYhBjTNFXVPcQGkTLPXZqGEMIDzCQAAACIDQAADxPnQoikun379iOOPFJDqCuHYgi/XZvU+lAEM7PI7v9c5wdO9/X1FUWByw8AAIgNAAAHghCsc51Ox1obqsoYQ94AQx1OAAAgAElEQVTzzh5KDzA2MHPdQ2nuYMNuZUismiQJxbhkyZI8z3H5AQAAsQEA4AAQvWcjP/vZz5YuWyZ72h/Yx1RZhIgGBwc7vR6uPwAAIDYAABwIT17GTE5MlGU5MDyUtFrxIT6mrDR3TnpwcLBEkRIAACA2AAAcEIL341u3rl+/3hCHPJff6hj0AxK9j6ouSdBJCQAAEBsAAA4M3vsYYl9fX4xhj5MW9i0mmuugVJ+CAAAAWGQsLgEAPDyUo0Zm+e/bbv3uf30nRCINSZImaXbco4794TU/ssZoDCHE/v72mS94YYxRxFQhJCJR9e6772719Ym1VQxVUTRbSV1J9NvGAi6LIsaYZRntqQErERljhDl6H0IgZlJl5hijqorgFgwAACA2AAA8BGKoqqpKm/0rVq46+eSTBwcHp6am/u3f/u2/f/bTpz71qc951jPzPK+q6nOf+9z27RNVWTiiXq/bGjzIz/ii6Nx6661PesrTfFnahhVKo/fCD2GdkhIxkcZonIsxsojGGGNkZhGp38BjCgAAiA0AAPsYM6eNZpF3G1l26GGHW2eHhke2b9/+xje+cWBwwAqHEJRlcnLqwve8R4yEipM0q2ZnbTY8NTZ+2GGHsbUmhOi9dc6Xnvih/XJjPeWN2RgTva+nQ3A9Yw4AAGChw8Y6ADxMscFmviwSK0QkrBp1emrSObdy5UoiZpvaJLv2R9cccsjBLsmE2WTt4CvXaMxOTk5NTR123HGhKCRJYuVJ5CEvE2KOMYqIep9lWafTqVu+6m+oaAIAAEBsAADYB3zRsWnDe88iYowP/rzzzjvp8Y9nm5BG0rhjcuLtb3/7E5/4hLLokFLoTU9s377x9ts3bdq0ZOlS3+mIteq9GCGih7oBa30kmowpisJl2czMTFAVEY2RHuqREQAAAIgNALBo2bThq0pEmKjX7f7nf/zn+Pj4Yx/zGCJyaUbR/+Cqq9I0PerY4xJrmdWILF+2bPWaNUccccSyZcsskRCTqhGJVfXgdxustTFG59weeyVpCI1mU73PGo1mmm7YsIFVOUnquKJE3vugWlVVZGbmqqo4SYqi4CSpqiqoqqonyvPcM554AQAAsQEAYO/4qmJSkzTKsmi2h/71X75xyaWXps2+stfxZelj/PrXv3npZZ8KVRlifNjv5zPz3K4Cs3Ou1+sZa2NRiDExBGLp9XpibdJqhRg7nY5tNIpOxzYavU5Xre0WpQ9BVZ1zGgMefQAAOODgSDQAPDyMkCoTkRJP79j+rGc/e3T5cmFSEWPkro0b/uiP/mB4aEBE2KTRFw/vAQIWqQ8zkGqz2fTee1VfFFmz6cuSraR9fX/yx2cxk/chy5LJyR2f+fznr77qqs9e8VlVf+ihh77hz95S5j0iMnjsAQAAsQEAYG8X4iZh9eoLI2SETj/9CTZJKAabJESy5pBHrD7oEBYbfCE+J36YF9tMpEQiQqoiMjAw0Ov1MmtZVUR8WaSDg5+87JLezEw05ufXXfeDH1xtG42/ufivv/DFL87OzLz97W+f3DrWHh7mEIwxmDMNAAAHHBQpAcDDo8w7qszGEkmzr5+ZZ6anY4zENsYQfd7r9WIomU2MkelhLlPaOYg6hKCqw8PDvU7HOee9N8aIdb7bDUWRZFlVFOeff/7vPeuZvYnxI4444uabbvqP733/He985+DIiJalSZLCo0gJAAAOPNhtAICHR5Km9Vxn6wyRGivtdouISL0IE5lms95hUBL3P/D1GGPqI9ExxjgfEnZJDlRvOBC12+0bfvGLH3e7jUbjEY94xMGHHrpjYqI9vMRo/OqXv3zMMcesO+pIZr7mmuu2bds2MjLyj5df8elPX5I2m1Wei0GZEgAAIDYAABzIdO+6qS4fHR0aHnZZpjFSCFWIzYHBWJVFUVx//S8+/NGPFnlhrDn22KMvuug9aV/fO97y1iuvvPK0Jz7RNRplUWDUAwAAHHBQpAQAQHWXpHrwM81vKdyH4L0RKTodXxTMbJkSayLzxo0bR0ZGXJZVec9l2czMVNJo+F5vYGAkxijMxOwET7wAAIDYAABwIIt1s9f7W9mrqrE2SRKbJMQcQuj0enmn+yd/cs6Tnnx6LIqs1aIQTjvttAsv+Mu///u/37LlzhNPPJFEulNTiiIlAAA4AKFICQBg7sRzvdugREaEwn0dXLbttua5qlIIYm1UZe8Hhof+9V+/3hxZWkxuj8bGTuelZ51194YNRVGMrjmo4WxRFM2RpdXUDmvx3AsAAIgNAAD7TRKo31BVESHm+je/Pu68c4gbERHFGEVEiaL39334IMzOqqpxTmP0VWWNMWka8jxJkjg7k6RpiFHEhapasWpVmedGuCwK65I4O2OdI1U8Q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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">69<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x66 h2 y3a9 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x67 h2 y7ed ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu<span class="ff2"> </span></div><div class="t m0 x68 h2 y7ee ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y7ef ff2 fs0 fc5 sc0 ls0 ws0">Legenda do matrycy: </div><div class="t m0 xc h2 y6c5 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf46" class="pf w0 h0" ><div class="pc pc46 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">70<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Przystosowanie się do zmiany klimatu<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y118 ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Łagodzenie zmiany klimatu (emisje)<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y142 ff2 fs0 fc1 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Energia (zużycie energii, zapotrzebowanie na energię)<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1a2 ff2 fs0 fc1 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Zanieczyszczenie powietrza </span></span></div><div class="t m0 xa h11 y1a3 ff2 fs0 fc1 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Zanieczyszczenie wody </span></span></div><div class="t m0 xa h11 y761 ff2 fs0 fc1 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Zanieczyszczenie gleby </span></span></div><div class="t m0 xa h11 y762 ff2 fs0 fc1 sc0 ls1 ws0">7.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Zanieczyszczenie organizmów żywych i zasobów żywnościowych<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y763 ff2 fs0 fc1 sc0 ls1 ws0">8.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Substancje potencjalnie niebezpieczne </span></span></div><div class="t m0 xa h11 y764 ff2 fs0 fc1 sc0 ls1 ws0">9.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Substancje wzbudzające szczególnie duże oba<span class="_ _0"></span>wy<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y765 ff2 fs0 fc1 sc0 ls1 ws0">10.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Mik<span class="_ _8"></span>ro<span class="_ _1"></span>drobiny plastiku </span></span></div><div class="t m0 xa h11 y766 ff2 fs0 fc1 sc0 ls1 ws0">11.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Zuży<span class="_ _8"></span>c<span class="_ _1"></span>ie wody<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y259 ff2 fs0 fc1 sc0 ls1 ws0">12.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">P<span class="_ _0"></span>obory wody </span></span></div><div class="t m0 xa h11 y767 ff2 fs0 fc1 sc0 ls1 ws0">13.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Zrz<span class="_ _0"></span>uty wody </span></span></div><div class="t m0 xa h11 y768 ff2 fs0 fc1 sc0 ls1 ws0">14.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Zrz<span class="_ _0"></span>uty wody do oceanów<span class="ff2"> <span class="_ _19"> </span> </span></span></span></div><div class="t m0 xa h11 y769 ff2 fs0 fc1 sc0 ls1 ws0">15.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Wy<span class="_ _0"></span>dobycie i wykorzystanie zasobów morskich <span class="ff2"> <span class="_ _46"> </span> </span></span></span></div><div class="t m0 xa h11 y76a ff2 fs0 fc1 sc0 ls1 ws0">16.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Zmia<span class="_ _8"></span>na klimatu<span class="_ _1"></span> <span class="_ _2a"> </span> </span></span></div><div class="t m0 xa h11 y7c7 ff2 fs0 fc1 sc0 ls1 ws0">17.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Zmia<span class="_ _8"></span>na sposo<span class="_ _1"></span>bu użytkowania gruntów, zmiana <span class="_ _8"></span>s<span class="_ _1"></span>posobu użytkowania wód słodkich i <span class="_ _0"></span>mórz<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y7f0 ff2 fs0 fc1 sc0 ls1 ws0">18.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Bezp<span class="_ _8"></span>o<span class="_ _1"></span>średnia eksploatacja<span class="ff2"> <span class="_ _16"></span> </span></span></span></div><div class="t m0 xa h11 y7f1 ff2 fs0 fc1 sc0 ls1 ws0">19.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Inwaz<span class="_ _0"></span>yjne gatunki obce <span class="_ _39"> </span> </span></span></div><div class="t m0 xa h11 y126 ff2 fs0 fc1 sc0 ls1 ws0">20.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Za<span class="_ _0"></span>nieczyszczenie <span class="_ _6"></span> </span></span></div><div class="t m0 xa h11 y127 ff2 fs0 fc1 sc0 ls1 ws0">21.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Inne b<span class="_ _0"></span>ezpośrednie czynniki oddziaływania na utratę bioróżnorodności<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y28 ff2 fs0 fc1 sc0 ls1 ws0">22.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Wielkość popula<span class="_ _8"></span>c<span class="_ _1"></span>ji danego gatunku <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y128 ff2 fs0 fc1 sc0 ls1 ws0">23.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Za<span class="_ _0"></span>grożenie globalnym wyginięciem gatunku<span class="ff2"> <span class="_ _1"></span> </span></span></span></div><div class="t m0 xa h11 y7f2 ff2 fs0 fc1 sc0 ls1 ws0">24.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Od<span class="_ _8"></span>działywanie na stan i zasięg ekosystemów<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y7f3 ff2 fs0 fc1 sc0 ls1 ws0">25.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Degra<span class="_ _0"></span>dacja gruntów<span class="ff2"> <span class="_ _47"> </span> </span></span></span></div><div class="t m0 xa h11 y7f4 ff2 fs0 fc1 sc0 ls1 ws0">26.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">P<span class="_ _0"></span>ustynnienie <span class="_ _48"> </span> </span></span></div><div class="t m0 xa h11 y7f5 ff2 fs0 fc1 sc0 ls1 ws0">27.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Uszczelnia<span class="_ _0"></span>nie gleby <span class="_ _49"> </span> </span></span></div><div class="t m0 xa h11 y7f6 ff2 fs0 fc1 sc0 ls1 ws0">28.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Od<span class="_ _8"></span>działywanie na usługi ekosystemowe i zależności od nich<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y7f7 ff2 fs0 fc1 sc0 ls1 ws0">29.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Wp<span class="_ _0"></span>ływy zasobów, w tym wykorzystanie za<span class="_ _0"></span>sobów<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y7f8 ff2 fs0 fc1 sc0 ls1 ws0">30.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Wy<span class="_ _0"></span>pływy zasobów związane z produktami i usługami<span class="ff2">  </span></span></span></div><div class="t m0 xa h11 y7f9 ff2 fs0 fc1 sc0 ls1 ws0">31.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Od<span class="_ _8"></span>pady<span class="_ _1"></span> <span class="_ _5"> </span> </span></span></div><div class="t m0 xa h11 y7fa ff2 fs0 fc1 sc0 ls1 ws0">32.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Bezp<span class="_ _8"></span>ie<span class="_ _1"></span>czeństwo zatrudnienia<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y7fb ff2 fs0 fc1 sc0 ls1 ws0">33.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Cz<span class="_ _8"></span>as<span class="_ _1"></span> pracy </span></span></div><div class="t m0 xa h11 y7fc ff2 fs0 fc1 sc0 ls1 ws0">34.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Od<span class="_ _8"></span>powie<span class="_ _1"></span>dnia płaca<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y7fd ff2 fs0 fc1 sc0 ls1 ws0">35.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Dia<span class="_ _8"></span>log społe<span class="_ _1"></span>czny<span class="ff2"> <span class="_ _a"></span> </span></span></span></div><div class="t m0 xa h11 y7fe ff2 fs0 fc1 sc0 ls1 ws0">36.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Wolność <span class="_ _4"></span>zrzeszania <span class="_ _5"> </span>się, <span class="_ _b"> </span>istnienie <span class="_ _5"> </span>rad <span class="_ _5"> </span>zakładowych <span class="_ _b"> </span>oraz <span class="_ _5"> </span>prawa <span class="_ _5"> </span>pracowników <span class="_ _5"> </span>do <span class="_ _b"> </span>informacji, <span class="_ _5"> </span>konsultacji <span class="_ _b"> </span>i </span></span></div><div class="t m0 xc h2 y7ff ff2 fs0 fc1 sc0 ls0 ws0">uczestnictwa <span class="_ _2d"> </span> </div><div class="t m0 xa h11 y800 ff2 fs0 fc1 sc0 ls1 ws0">37.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Rokowania <span class="_ _8"></span>zbiorowe<span class="_ _1"></span>, w tym odsetek pracowników objętych układami zb<span class="_ _0"></span>iorowymi<span class="_ _1"></span><span class="ff2"> <span class="_ _4a"> </span> </span></span></span></div><div class="t m0 xa h11 y1f2 ff2 fs0 fc1 sc0 ls1 ws0">38.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Równowag<span class="_ _0"></span>a między życiem zawodowym a prywatnym<span class="ff2"> <span class="_ _4b"> </span> </span></span></span></div><div class="t m0 xa h11 y363 ff2 fs0 fc1 sc0 ls1 ws0">39.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Bezp<span class="_ _8"></span>ie<span class="_ _1"></span>czeństwo i higiena p<span class="_ _0"></span>racy<span class="ff2"> <span class="_ _30"> </span> </span></span></span></div><div class="t m0 xa h11 y423 ff2 fs0 fc1 sc0 ls1 ws0">40.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Równoupra<span class="_ _8"></span>w<span class="_ _1"></span>nienie płci i równość wynagrodzeń za<span class="_ _8"></span> <span class="_ _1"></span>pracę o takiej samej wartości<span class="ff2"> <span class="_ _12"></span> </span></span></span></div><div class="t m0 xa h11 y3f ff2 fs0 fc1 sc0 ls1 ws0">41.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Sz<span class="_ _0"></span>kolenia i rozwój umiejętności<span class="ff2"> <span class="_ _40"> </span> </span></span></span></div><div class="t m0 xa h11 y801 ff2 fs0 fc1 sc0 ls1 ws0">42.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Za<span class="_ _0"></span>trudnienie i integracja osób z niepełnosprawnościami <span class="ff2"> <span class="_ _4c"> </span> </span></span></span></div><div class="t m0 xa h11 y802 ff2 fs0 fc1 sc0 ls1 ws0">43.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Środ<span class="_ _0"></span>ki zapobiegania przemocy i nęka<span class="_ _0"></span>niu w miejscu pracy<span class="ff2"> <span class="_ _31"> </span> </span></span></span></div><div class="t m0 xa h11 y803 ff2 fs0 fc1 sc0 ls1 ws0">44.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Różnorodno<span class="_ _0"></span>ść<span class="ff2"> <span class="_ _36"> </span> </span></span></span></div><div class="t m0 xa h11 y6c2 ff2 fs0 fc1 sc0 ls1 ws0">45.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">P<span class="_ _0"></span>raca dzieci <span class="_ _4d"> </span> </span></span></div><div class="t m0 xa h11 y804 ff2 fs0 fc1 sc0 ls1 ws0">46.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">P<span class="_ _0"></span>raca przymusowa <span class="_ _4e"> </span> </span></span></div><div class="t m0 xa h11 y805 ff2 fs0 fc1 sc0 ls1 ws0">47.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Od<span class="_ _8"></span>powie<span class="_ _1"></span>dnie warunki mieszkaniowe <span class="_ _4f"> </span> </span></span></div><div class="t m0 xa h11 y806 ff2 fs0 fc1 sc0 ls1 ws0">48.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">P<span class="_ _0"></span>rywatność<span class="ff2"> <span class="_ _4c"> </span> </span></span></span></div><div class="t m0 xa h11 y807 ff2 fs0 fc1 sc0 ls1 ws0">49.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Bezp<span class="_ _8"></span>ie<span class="_ _1"></span>czeństwo zatrudnienia (Łańcuch Wartości/ ŁW)<span class="ff2"> <span class="_ _50"> </span> </span></span></span></div><div class="t m0 xa h11 y808 ff2 fs0 fc1 sc0 ls1 ws0">50.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Cz<span class="_ _8"></span>as<span class="_ _1"></span> pracy (ŁW)<span class="ff2"> <span class="_ _9"> </span> </span></span></span></div><div class="t m0 xa h11 y809 ff2 fs0 fc1 sc0 ls1 ws0">51.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Od<span class="_ _8"></span>powie<span class="_ _1"></span>dnia płaca (ŁW)<span class="ff2"> <span class="_ _24"> </span> </span></span></span></div><div class="t m0 xa h11 y80a ff2 fs0 fc1 sc0 ls1 ws0">52.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Dia<span class="_ _8"></span>log społe<span class="_ _1"></span>czny (ŁW)<span class="ff2"> <span class="_ _2b"> </span> </span></span></span></div><div class="t m0 xa h11 y80b ff2 fs0 fc1 sc0 ls1 ws0">53.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Wolność z<span class="_ _0"></span>rzeszania się, w tym istnienie rad z<span class="_ _0"></span>akładowych (ŁW)<span class="ff2"> <span class="_ _12"></span> </span></span></span></div><div class="t m0 xa h11 y80c ff2 fs0 fc1 sc0 ls1 ws0">54.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Rokowania <span class="_ _8"></span>zbiorowe<span class="_ _1"></span> (ŁW)<span class="ff2"> <span class="_ _7"></span> </span></span></span></div><div class="t m0 xa h11 y80d ff2 fs0 fc1 sc0 ls1 ws0">55.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Równowag<span class="_ _0"></span>a między życiem zawodowym a prywatnym <span class="_ _0"></span>(ŁW)<span class="_ _1"></span><span class="ff2"> <span class="_ _33"> </span> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf47" class="pf w0 h0" ><div class="pc pc47 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">71<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff2 fs0 fc1 sc0 ls1 ws0">56.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Bezp<span class="_ _8"></span>ie<span class="_ _1"></span>czeństwo i higiena p<span class="_ _0"></span>racy (ŁW)<span class="_ _1"></span><span class="ff2"> <span class="_ _4a"> </span> </span></span></span></div><div class="t m0 xa h11 y118 ff2 fs0 fc1 sc0 ls1 ws0">57.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Równoupra<span class="_ _8"></span>w<span class="_ _1"></span>nienie płci i równość wynagrodzeń za<span class="_ _8"></span> <span class="_ _1"></span>pracę o takiej samej wartości (ŁW)<span class="ff2"> <span class="_ _1e"> </span> </span></span></span></div><div class="t m0 xa h11 y142 ff2 fs0 fc1 sc0 ls1 ws0">58.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Sz<span class="_ _0"></span>kolenia i rozwój umiejętności (ŁW)<span class="ff2"> <span class="_ _51"> </span> </span></span></span></div><div class="t m0 xa h11 y1a2 ff2 fs0 fc1 sc0 ls1 ws0">59.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Za<span class="_ _0"></span>trudnienie i integracja osób z niepełnosprawnościami (ŁW)<span class="ff2">   </span></span></span></div><div class="t m0 xa h11 y1a3 ff2 fs0 fc1 sc0 ls1 ws0">60.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Środ<span class="_ _0"></span>ki zapobiegania przemocy i nęka<span class="_ _0"></span>niu w miejscu pracy (ŁW)<span class="ff2"> <span class="_ _50"> </span> </span></span></span></div><div class="t m0 xa h11 y761 ff2 fs0 fc1 sc0 ls1 ws0">61.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Różnorodno<span class="_ _0"></span>ść (ŁW)<span class="ff2"> <span class="_ _46"> </span> </span></span></span></div><div class="t m0 xa h11 y762 ff2 fs0 fc1 sc0 ls1 ws0">62.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">P<span class="_ _0"></span>raca dzieci (ŁW)<span class="ff2"> <span class="_ _16"></span> </span></span></span></div><div class="t m0 xa h11 y763 ff2 fs0 fc1 sc0 ls1 ws0">63.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">P<span class="_ _0"></span>raca przymusowa (ŁW)<span class="ff2"> <span class="_ _22"> </span> </span></span></span></div><div class="t m0 xa h11 y764 ff2 fs0 fc1 sc0 ls1 ws0">64.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Od<span class="_ _8"></span>powie<span class="_ _1"></span>dnie warunki mieszkaniowe (ŁW)<span class="ff2"> <span class="_ _20"> </span> </span></span></span></div><div class="t m0 xa h11 y765 ff2 fs0 fc1 sc0 ls1 ws0">65.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Woda<span class="_ _0"></span> i warunki sanitarne (ŁW)<span class="ff2"> <span class="_ _40"> </span> </span></span></span></div><div class="t m0 xa h11 y766 ff2 fs0 fc1 sc0 ls1 ws0">66.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">P<span class="_ _0"></span>rywatność (ŁW)<span class="ff2">  </span></span></span></div><div class="t m0 xa h11 y259 ff2 fs0 fc1 sc0 ls1 ws0">67.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Od<span class="_ _8"></span>powie<span class="_ _1"></span>dnie warunki mieszkaniowe <span class="_ _4f"> </span> </span></span></div><div class="t m0 xa h11 y767 ff2 fs0 fc1 sc0 ls1 ws0">68.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Od<span class="_ _8"></span>powie<span class="_ _1"></span>dnia żywność<span class="ff2"> <span class="_ _30"> </span> </span></span></span></div><div class="t m0 xa h11 y768 ff2 fs0 fc1 sc0 ls1 ws0">69.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Woda<span class="_ _0"></span> i warunki sanitarne <span class="_ _c"> </span> </span></span></div><div class="t m0 xa h11 y769 ff2 fs0 fc1 sc0 ls1 ws0">70.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Od<span class="_ _8"></span>działywanie na grunty<span class="_ _1"></span><span class="ff2"> <span class="_ _f"> </span> </span></span></span></div><div class="t m0 xa h11 y76a ff2 fs0 fc1 sc0 ls1 ws0">71.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Od<span class="_ _8"></span>działywanie na bezpieczeństwo<span class="ff2"> <span class="_ _17"> </span> </span></span></span></div><div class="t m0 xa h11 y7c7 ff2 fs0 fc1 sc0 ls1 ws0">72.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Wolność wyp<span class="_ _8"></span>o<span class="_ _1"></span>wiedzi<span class="ff2"> <span class="_ _3f"> </span> </span></span></span></div><div class="t m0 xa h11 y7f0 ff2 fs0 fc1 sc0 ls1 ws0">73.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Wolność z<span class="_ _0"></span>gromadzania się<span class="ff2"> <span class="_ _15"></span> </span></span></span></div><div class="t m0 xa h11 y7f1 ff2 fs0 fc1 sc0 ls1 ws0">74.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Od<span class="_ _8"></span>działywanie na obrońc<span class="_ _1"></span>ów praw człowieka<span class="ff2"> <span class="_ _7"></span> </span></span></span></div><div class="t m0 xa h11 y126 ff2 fs0 fc1 sc0 ls1 ws0">75.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Wcześniejsza, d<span class="_ _0"></span>obrowolna i świadoma zgoda<span class="ff2"> <span class="_ _52"> </span> </span></span></span></div><div class="t m0 xa h11 y127 ff2 fs0 fc1 sc0 ls1 ws0">76.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Sa<span class="_ _0"></span>mostanowienie <span class="_ _16"></span> </span></span></div><div class="t m0 xa h11 y28 ff2 fs0 fc1 sc0 ls1 ws0">77.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">P<span class="_ _0"></span>rawa kulturalne <span class="_ _a"></span> </span></span></div><div class="t m0 xa h11 y128 ff2 fs0 fc1 sc0 ls1 ws0">78.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">P<span class="_ _0"></span>rywatność<span class="ff2"> <span class="_ _4c"> </span> </span></span></span></div><div class="t m0 xa h11 y7f2 ff2 fs0 fc1 sc0 ls1 ws0">79.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Wolność wyp<span class="_ _8"></span>o<span class="_ _1"></span>wiedzi<span class="ff2"> <span class="_ _3f"> </span> </span></span></span></div><div class="t m0 xa h11 y7f3 ff2 fs0 fc1 sc0 ls1 ws0">80.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Dostęp d<span class="_ _0"></span>o informacji (wysokiej jak<span class="_ _0"></span>ości)<span class="_ _1"></span><span class="ff2"> <span class="_ _1b"> </span> </span></span></span></div><div class="t m0 xa h11 y7f4 ff2 fs0 fc1 sc0 ls1 ws0">81.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Bezp<span class="_ _8"></span>ie<span class="_ _1"></span>czeństwo i higiena p<span class="_ _0"></span>racy<span class="ff2"> <span class="_ _30"> </span> </span></span></span></div><div class="t m0 xa h11 y7f5 ff2 fs0 fc1 sc0 ls1 ws0">82.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Bezp<span class="_ _8"></span>ie<span class="_ _1"></span>czeństwo osoby<span class="ff2"> <span class="_ _53"> </span> </span></span></span></div><div class="t m0 xa h11 y7f6 ff2 fs0 fc1 sc0 ls1 ws0">83.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Ochrona <span class="_ _0"></span>dzieci <span class="_ _38"> </span> </span></span></div><div class="t m0 xa h11 y7f7 ff2 fs0 fc1 sc0 ls1 ws0">84.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Nied<span class="_ _0"></span>yskryminacja <span class="_ _16"></span> </span></span></div><div class="t m0 xa h11 y7f8 ff2 fs0 fc1 sc0 ls1 ws0">85.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Dostęp d<span class="_ _0"></span>o produktów i usług<span class="ff2"> <span class="_ _54"> </span> </span></span></span></div><div class="t m0 xa h11 y7f9 ff2 fs0 fc1 sc0 ls1 ws0">86.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Od<span class="_ _8"></span>powie<span class="_ _1"></span>dzialne  praktyki <span class="_ _0"></span>marketingowe<span class="_ _1"></span> <span class="_ _30"> </span> </span></span></div><div class="t m0 xa h11 y7fa ff2 fs0 fc1 sc0 ls1 ws0">87.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Kultura<span class="_ _8"></span> korpor<span class="_ _1"></span>acyjna <span class="_ _55"> </span> </span></span></div><div class="t m0 xa h11 y7fb ff2 fs0 fc1 sc0 ls1 ws0">88.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Ochrona <span class="_ _0"></span>sygnalistów<span class="ff2"> <span class="_ _4d"> </span> </span></span></span></div><div class="t m0 xa h11 y7fc ff2 fs0 fc1 sc0 ls1 ws0">89.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Dob<span class="_ _0"></span>rostan zwierząt<span class="ff2"> <span class="_ _56"> </span> </span></span></span></div><div class="t m0 xa h11 y7fd ff2 fs0 fc1 sc0 ls1 ws0">90.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Za<span class="_ _0"></span>angażowanie polityczne<span class="ff2"> <span class="_ _8"></span> </span></span></span></div><div class="t m0 xa h11 y7fe ff2 fs0 fc1 sc0 ls1 ws0">91.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff1">Za<span class="_ _0"></span>rządzanie stosunkami z dostawcami, w tym pra<span class="_ _0"></span>ktyki płatnicze<span class="ff2"> <span class="_ _56"> </span> </span></span></span></div><div class="t m0 xa h11 y7ff ff2 fs0 fc1 sc0 ls1 ws0">92.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Za<span class="_ _0"></span>pobieganie oraz wykrywanie korupcji i p<span class="_ _0"></span>rzekupstwu, w tym szkolenie <span class="_ _12"></span> </span></span></div><div class="t m0 xa h11 y800 ff2 fs0 fc1 sc0 ls1 ws0">93.<span class="ff5 ls0"> <span class="_ _e"> </span><span class="ff2">Incyd<span class="_ _0"></span>enty <span class="_ _4a"> </span> </span></span></div><div class="t m2 x1 h1d y192 ff2 fs5 fc1 sc0 ls0 ws0">Grafika 1-7<span class="ff1">. Macierz istotności zagadnień Grupy Kapita<span class="_ _0"></span>łowej U<span class="ff2">NIMOT<span class="_ _1"></span> </span>i jej łańcucha wartości.<span class="ff2"> </span></span></div><div class="t m0 x1 h2 y334 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie z zasadami określania<span class="ff2"> poziomu<span class="_ _1"></span> </span>istotności, za kwesti<span class="ff2">e </span>o wysokiej istotnoś<span class="_ _1"></span>ci wskazano te z ocenianych, które </div><div class="t m0 x1 h2 y80e ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _4"> </span>as<span class="_ _1"></span>pekcie <span class="_ _4"></span>istotnośc<span class="_ _1"></span>i <span class="_ _4"></span>wpływu <span class="_ _5"> </span>i <span class="_ _4"></span>istotno<span class="_ _1"></span>ści <span class="_ _4"> </span>finansowe<span class="_ _1"></span>j <span class="_ _4"></span>uzyskały <span class="_ _4"></span>średnie <span class="_ _5"> </span>ze <span class="_ _5"> </span>wskazań <span class="_ _5"> </span>na <span class="_ _4"> </span>p<span class="_ _1"></span>oziomach <span class="_ _4"></span>równyc<span class="_ _1"></span>h, <span class="_ _4"> </span>bądź </div><div class="t m0 x1 h2 y80f ff1 fs0 fc1 sc0 ls0 ws0">wyższych <span class="_ _8"></span>2,5<span class="ff2"> (rekomendacje <span class="_ _8"></span>ICMM)<span class="_ _1"></span><span class="ff1">, <span class="_ _8"></span>stosując p<span class="_ _0"></span>rzy <span class="_ _8"></span>tym zasadę <span class="_ _8"></span>„i/lub”. <span class="_ _8"></span>Ozn<span class="_ _1"></span>acza <span class="_ _8"></span>to, że <span class="_ _8"></span>uzyskanie <span class="_ _8"></span>co<span class="_ _1"></span> <span class="_ _8"></span>najmniej <span class="_ _0"></span>wartości </span></span></div><div class="t m0 x1 h2 y42 ff1 fs0 fc1 sc0 ls0 ws0">2,5 dla <span class="_ _1"></span>jednej z <span class="_ _1"></span>dwóch rodzajów<span class="_ _1"></span> istotności, kwalifikuje <span class="_ _1"></span>dany temat <span class="_ _1"></span>zrównoważonego <span class="_ _1"></span>rozwoju, jako is<span class="_ _1"></span>totny z punktu </div><div class="t m0 x1 h2 y425 ff1 fs0 fc1 sc0 ls0 ws0">widzenia Grupy UNIMOT i jej łańcucha wartości. <span class="ff2"> </span></div><div class="t m0 x1 h2 y356 ff1 fs0 fc1 sc0 ls0 ws0">Niezależnie <span class="_ _8"></span>od <span class="_ _8"></span>w<span class="_ _1"></span>skazań <span class="_ _7"></span>iloś<span class="_ _1"></span>ciowych <span class="_ _8"></span>tematy <span class="_ _8"></span>dla <span class="_ _8"></span>ESR<span class="_ _1"></span>S<span class="ff2">-E1, <span class="_ _8"></span>ESR<span class="_ _1"></span>S-E5, <span class="_ _8"></span>ESRS-S1 oraz <span class="_ _7"></span>ESRS <span class="ff1">–</span> <span class="_ _7"></span><span class="ff1">G1, <span class="_ _0"></span>zgodnie <span class="_ _8"></span>z <span class="_ _8"></span>legislacją<span class="ff2"> <span class="_ _8"></span>o<span class="_ _1"></span>raz </span></span></span></div><div class="t m0 x1 h2 y7d6 ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _4"></span>charakterystyką <span class="_ _4"> </span>s<span class="_ _1"></span>ektorów <span class="_ _5"> </span>działalności <span class="_ _4"></span>przemysłowej <span class="_ _5"> </span>Grupy <span class="_ _4"> </span>UNIMOT<span class="_ _1"></span>, <span class="_ _5"> </span>zostały <span class="_ _5"> </span>uznane <span class="_ _5"> </span>za <span class="_ _4"></span>istotne<span class="_ _1"></span> <span class="_ _4"> </span>(niezależnie <span class="_ _5"> </span>od </div><div class="t m0 x1 h2 y7d7 ff1 fs0 fc1 sc0 ls0 ws0">uzyskanych <span class="_ _8"></span>wartości <span class="_ _0"></span>istotności <span class="_ _8"></span>wpływu <span class="_ _8"></span>i istotno<span class="_ _0"></span>ści <span class="_ _8"></span>finans<span class="_ _1"></span>owej). <span class="_ _7"></span>Kie<span class="_ _1"></span>rując <span class="_ _8"></span>się <span class="_ _0"></span>powyższymi <span class="_ _8"></span>zasadami, <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _8"></span>Grupie <span class="_ _8"></span>UNIMOT </div><div class="t m0 x1 h2 y7d8 ff1 fs0 fc1 sc0 ls0 ws0">zidentyfikowano <span class="_ _8"></span>72<span class="_ _1"></span> <span class="_ _8"></span>te<span class="_ _1"></span>maty z<span class="_ _0"></span>równoważonego rozwoju, <span class="_ _8"></span>które należy <span class="_ _8"></span>uznać za <span class="_ _0"></span>istotne. Zestawienie k<span class="_ _8"></span>luc<span class="_ _1"></span>z<span class="_ _1"></span><span class="ff2">owych k<span class="_ _8"></span>w<span class="_ _1"></span>estii </span></div><div class="t m0 x1 h2 y7d9 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego <span class="_ _9"> </span>rozwoju <span class="_ _9"> </span>Grupy <span class="_ _9"> </span>Kapitałowej  UNIMOT, <span class="_ _c"> </span>wraz <span class="_ _9"> </span>z <span class="_ _9"> </span>ich  rozdziałem <span class="_ _9"> </span>na <span class="_ _9"> </span>ryzyka  (wyzwania<span class="_ _8"></span>)<span class="_ _1"></span> <span class="_ _9"> </span>i <span class="_ _9"> </span>szanse<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y7da ff1 fs0 fc1 sc0 ls0 ws0">przedstawiono w poniższej tabeli.</div></div></div><div class="pi" ></div></div><div id="pf48" class="pf w1d h3f" ><div class="pc pc48 w1d h3f"><img class="bi x21 y810 w58 he3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1f h3f"><div class="t m0 x21 h2 y811 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x22 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y814 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">72<span class="ls0"> </span></div></div><div class="c x21 y815 w59 he4"><div class="t m0 xb h2 y776 ff2 fs0 fc5 sc0 ls0 ws0">Istotne zagadnienie ESG </div><div class="t m0 xb h2 y602 ff1 fs0 fc5 sc0 ls0 ws0">zgodnie z metodyką ESRS<span class="ff2"> </span></div></div><div class="c x69 y815 w5a he4"><div class="t m0 xb h2 y776 ff1 fs0 fc5 sc0 ls0 ws0">Ocena istotności<span class="ff2"> </span></div></div><div class="c x6a y815 w41 he4"><div class="t m0 xb h2 y776 ff2 fs0 fc5 sc0 ls0 ws0">Ryzyko/ szansa </div></div><div class="c x6b y815 w5b he4"><div class="t m0 xb h2 y78a ff1 fs0 fc5 sc0 ls0 ws0">Opis wpływu na ludzi i środowisko. <span class="ff2"> </span></div><div class="t m0 xb h2 y816 ff1 fs0 fc5 sc0 ls0 ws0">Sposób zarządzania ryzykiem i wykorzy<span class="_ _0"></span>stania szans<span class="ff2"> </span></div></div><div class="c x6c y815 w5c he4"><div class="t m0 xb h2 y776 ff2 fs0 fc5 sc0 ls0 ws0">Miejsce powstawania </div><div class="t m0 xb h2 y602 ff1 fs0 fc5 sc0 ls0 ws0">wpływu<span class="ff2">  </span>w łańcuchu </div><div class="t m0 xb h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">wartości (własne </div><div class="t m0 xb h2 y3fb ff2 fs0 fc5 sc0 ls0 ws0">operacje/upstream/do</div><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">wnstream) </div></div><div class="c x21 y817 w5d h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">ESRS E1 Zmiana klimatu<span class="fc1"> </span></div></div><div class="c x21 y818 w59 h2e"><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">Adaptacja do zmian </div><div class="t m0 xb h2 y78a ff2 fs0 fc1 sc0 ls0 ws0">klimatu </div></div><div class="c x69 y818 w5a h2e"><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y78a ff2 fs0 fc1 sc0 ls0 ws0">3,72  </div><div class="t m0 xb h2 y816 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y819 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 5,00 </div></div><div class="c x6a y818 w41 h2e"><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">Szansa<span class="fc5"> <span class="_ _e"> </span></span>w <span class="_ _e"> </span>zakresie <span class="_ _e"> </span>przystos<span class="_ _1"></span>owania </div><div class="t m0 xb h2 y78a ff2 fs0 fc1 sc0 ls0 ws0">organizacji <span class="_ _a"></span>i <span class="_ _4"></span>prowadzenia <span class="_ _4"></span>inwestycji </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">umożliwiających adaptację <span class="_ _1"></span>do <span class="_ _1"></span>zmian </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">klimatu, <span class="_ _23"> </span>szansa <span class="_ _23"> </span>ochrony <span class="_ _23"> </span>przed </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">potencjalnymi <span class="_ _35"> </span>skutkami <span class="_ _35"> </span>zmian </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">klimatu.<span class="fc5"> </span></div></div><div class="c x6b y81a w5b he5"><div class="t m0 xb h2 y81b ff1 fs0 fc1 sc0 ls0 ws0">Wpływ pozytywny, <span class="ff2">rzeczywisty. </span></div><div class="t m0 xb h2 y81c ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _4"> </span>Grupy<span class="_ _1"></span> <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>na <span class="_ _5"> </span>zm<span class="_ _1"></span>ianę <span class="_ _4"> </span>klimatu <span class="_ _5"> </span>ma <span class="_ _5"> </span>miejsc<span class="_ _1"></span>e </div><div class="t m0 xb h2 y81d ff2 fs0 fc1 sc0 ls0 ws0">przede wszystkim w takich obszarach, jak: </div><div class="t m0 x17 h11 y81e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">działalność <span class="_ _18"> </span>operacyjna <span class="_ _35"> </span>(emisje <span class="_ _35"> </span>gazów </span></span></div><div class="t m0 x18 h2 y81f ff1 fs0 fc1 sc0 ls0 ws0">cieplarnianych wskutek zużycia paliw i energii),<span class="ff2"> </span></div><div class="t m0 x17 h11 y820 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">logistyka <span class="_ _7"></span>(emisje<span class="_ _1"></span> <span class="_ _7"></span>gazów <span class="_ _8"></span>cieplarnianych <span class="_ _8"></span>ws<span class="_ _1"></span>kutek </span></span></div><div class="t m0 x18 h2 y821 ff2 fs0 fc1 sc0 ls0 ws0">transportu). </div><div class="t m0 xb h2 y822 ff1 fs0 fc1 sc0 ls0 ws0">Wyznaczony  przez  Strategię <span class="_ _e"> </span>model  bizneso<span class="_ _1"></span>wy  Grupy </div><div class="t m0 xb h2 y823 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _17"> </span>wpisuje <span class="_ _f"> </span>się <span class="_ _17"> </span>w <span class="_ _17"> </span>glo<span class="_ _1"></span>balne <span class="_ _17"> </span>trendy <span class="_ _f"> </span>dotyczące </div><div class="t m0 xb h2 y824 ff1 fs0 fc1 sc0 ls0 ws0">rosnącej <span class="_ _20"> </span>roli <span class="_ _20"> </span>energetyki <span class="_ _20"> </span>odnawialnej, <span class="_ _20"> </span>dystrybucji </div><div class="t m0 xb h2 y825 ff1 fs0 fc1 sc0 ls0 ws0">zaawansowanych <span class="_ _1d"> </span>paliw <span class="_ _1f"> </span>i <span class="_ _1f"> </span>biopaliw, <span class="_ _1f"> </span>z <span class="_ _1f"> </span>jednoczesną </div><div class="t m0 xb h2 y826 ff1 fs0 fc1 sc0 ls0 ws0">przebudową dotychczasowej działalności. <span class="ff2"> </span></div><div class="t m0 xb h2 y827 ff1 fs0 fc1 sc0 ls0 ws0">Przeciwdziałanie <span class="_ _e"> </span>zmianie <span class="_ _d"> </span>klimatu <span class="_ _d"> </span>ukierunkowane <span class="_ _d"> </span>jest </div><div class="t m0 xb h2 y828 ff2 fs0 fc1 sc0 ls0 ws0">przede wszystkim na:  </div><div class="t m0 x17 h11 y829 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wytwarzanie <span class="_ _e"> </span>i <span class="_ _e"> </span>dystrybucję <span class="_ _e"> </span>energii <span class="_ _e"> </span>ze <span class="_ _e"> </span>źródeł </span></span></div><div class="t m0 x18 h2 y82a ff2 fs0 fc1 sc0 ls0 ws0">nisko- i zeroemisyjnych, </div><div class="t m0 x17 h11 y82b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">rozwój <span class="_ _c"> </span>oferty <span class="_ _c"> </span>produktów <span class="_ _b"> </span>i <span class="_ _c"> </span>usług <span class="_ _b"> </span>o <span class="_ _c"> </span>obniżonej </span></span></div><div class="t m0 x18 h2 y82c ff1 fs0 fc1 sc0 ls0 ws0">emisyjności, <span class="ff2"> </span></div><div class="t m0 x17 h11 y82d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">kształtowaniu <span class="_ _9"> </span>postaw <span class="_ _9"> </span>klientów <span class="_ _9"> </span>i <span class="_ _9"> </span>tym <span class="_ _9"> </span>samym </span></span></div><div class="t m0 x18 h2 y82e ff1 fs0 fc1 sc0 ls0 ws0">rozwoju mobilności neutralnej dla kli<span class="_ _0"></span>matu, <span class="ff2"> </span></div><div class="t m0 x17 h11 y82f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wykorzystywaniu <span class="_ _3a"> </span>surowcó<span class="_ _1"></span>w <span class="_ _3a"> </span>w <span class="_ _3a"> </span>ram<span class="_ _1"></span>ach </span></span></div><div class="t m0 x18 h2 y830 ff1 fs0 fc1 sc0 ls0 ws0">gospodarki w obiegu zamkniętym. <span class="ff2"> </span></div><div class="t m0 x18 h2 y831 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">Zmiana <span class="_ _2a"> </span>klima<span class="_ _0"></span>tu <span class="_ _2a"> </span>i <span class="_ _2a"> </span>związana <span class="_ _22"> </span>z <span class="_ _2a"> </span>nią <span class="_ _2a"> </span>transformacja </div><div class="t m0 xb h2 y832 ff1 fs0 fc1 sc0 ls0 ws0">energetyczna <span class="_ _33"> </span>stanowią <span class="_ _21"> </span>podstawę <span class="_ _33"> </span>Strategii<span class="_ _1"></span><span class="ff2"> <span class="_ _21"> </span>Grupy<span class="_ _1"></span> </span></div><div class="t m0 xb h2 y552 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _57"> </span>na <span class="_ _57"> </span>lata <span class="_ _57"> </span>2024-2<span class="_ _1"></span>028.  </div></div><div class="c x6c y81a w5c he5"><div class="t m0 xb h2 y81b ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 y81c ff2 fs0 fc1 sc0 ls0 ws0">Upstream </div><div class="t m0 xb h2 y833 ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div><div class="c x21 y834 w59 he6"><div class="t m0 xb h2 y835 ff1 fs0 fc1 sc0 ls0 ws0">Łagodzenie zmian klimatu <span class="ff2"> </span></div></div><div class="c x69 y834 w5a he6"><div class="t m0 xb h2 y835 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y836 ff2 fs0 fc1 sc0 ls0 ws0">3,56  </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 5,00 </div></div><div class="c x6a y834 w41 he6"><div class="t m0 xb h2 y835 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _23"> </span><span class="ff1">na <span class="_ _34"> </span>zarządzanie <span class="_ _23"> </span>śladem </span></div><div class="t m0 xb h2 y837 ff1 fs0 fc1 sc0 ls0 ws0">węglowym <span class="_ _48"> </span>organizacji, <span class="_ _11"> </span>jego </div><div class="t m0 xb h2 y838 ff2 fs0 fc1 sc0 ls0 ws0">kontrolowaniem <span class="ls4">i </span><span class="ff1">minimalizacją.</span> </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _33"> </span>na <span class="_ _33"> </span>zmianę <span class="_ _28"> </span>w <span class="_ _33"> </span>zakre<span class="_ _1"></span>sie </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">koszyka <span class="_ _8"></span>produktów <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>usług <span class="_ _0"></span>w <span class="_ _8"></span>r<span class="_ _1"></span>amach </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">dekarbonizacji działalności klientów.<span class="ff2"> </span></div></div><div class="c x21 y81a w59 he7"><div class="t m0 xb h2 y839 ff1 fs0 fc1 sc0 ls0 ws0">Energia (zużycie energii, </div><div class="t m0 xb h2 y83a ff2 fs0 fc1 sc0 ls0 ws0">zapotrzebowanie na </div><div class="t m0 xb h2 y2c1 ff1 fs0 fc1 sc0 ls0 ws0">energię)<span class="ff2"> </span></div></div><div class="c x69 y81a w5a he7"><div class="t m0 xb h2 y839 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y83b ff2 fs0 fc1 sc0 ls0 ws0">3,02  </div><div class="t m0 xb h2 y83c ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y28d ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 5,00 </div></div><div class="c x6a y81a w41 he7"><div class="t m0 xb h2 y839 ff2 fs0 fc1 sc0 ls0 ws0">Szansa<span class="ls23">  </span><span class="ff1">związana <span class="_ _24"> </span>ze <span class="_ _1d"> </span>sprze<span class="_ _1"></span>dażą </span></div><div class="t m0 xb h2 y83a ff1 fs0 fc1 sc0 ls0 ws0">energii <span class="_ _36"> </span>ze <span class="_ _36"> </span>źródeł <span class="_ _18"> </span>nisko<span class="ff2">- <span class="_ _36"> </span><span class="ls4">i </span></span></div><div class="t m0 xb h2 y2c1 ff1 fs0 fc1 sc0 ls0 ws0">zeroemisyjnych  o<span class="_ _1"></span>raz  produktów   <span class="_ _e"> </span>i </div><div class="t m0 xb h2 y83d ff1 fs0 fc1 sc0 ls0 ws0">usług <span class="_ _24"> </span>o <span class="_ _10"> </span>obniżonej <span class="_ _24"> </span>emisyjności <span class="_ _10"> </span><span class="ff2">- </span></div><div class="t m0 xb h2 y83e ff1 fs0 fc1 sc0 ls0 ws0">wzrost przychodów z ich sprzedaży.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf49" class="pf w1d h3f" ><div class="pc pc49 w1d h3f"><img class="bi x21 y83f w58 he8" alt="" src="data:image/png;base64,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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">73<span class="ls0"> </span></div></div><div class="c x6b y843 w5b he9"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Poprzez <span class="_ _22"> </span>do<span class="_ _1"></span>kument <span class="_ _2a"> </span>Grupa <span class="_ _22"> </span>zarządza <span class="_ _2a"> </span>zagadnieniami </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">związanymi ze zmianą klimatu. <span class="ff2"> </span></div></div><div class="c x21 y844 w5d h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">ESRS E2 Zanieczyszczenie </div></div><div class="c x21 y18a w59 hea"><div class="t m0 xb h2 y845 ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie </div><div class="t m0 xb h2 y778 ff2 fs0 fc1 sc0 ls0 ws0">powietrza </div></div><div class="c x69 y18a w5a hea"><div class="t m0 xb h2 y846 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y847 ff2 fs0 fc1 sc0 ls0 ws0">2,81  </div><div class="t m0 xb h2 y848 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y849 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 4,50 </div></div><div class="c x6a y18a w41 hea"><div class="t m0 xb h2 y846 ff2 fs0 fcd sc0 ls0 ws0">Ryzyko<span class="ls24">  </span><span class="ff1 fc1">finansowe <span class="_ _22"> </span>związane <span class="_ _2a"> </span>z </span></div><div class="t m0 xb h2 y847 ff2 fs0 fc1 sc0 ls0 ws0">karami <span class="_ _29"> </span>finansow<span class="_ _1"></span>ymi, <span class="_ _29"> </span>nakazami </div><div class="t m0 xb h2 y84a ff1 fs0 fc1 sc0 ls0 ws0">zaprzestania <span class="_ _3d"> </span>dz<span class="_ _1"></span>iałalności <span class="_ _3c"> </span>lub </div><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">obowiązkiem <span class="_ _48"> </span>natychmiastowego </div><div class="t m0 xb h2 y845 ff1 fs0 fc1 sc0 ls0 ws0">usunięcia <span class="_ _a"></span>szkód. <span class="_ _a"></span>R<span class="_ _1"></span>yzyko <span class="_ _a"></span>związane <span class="_ _a"></span>z </div><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">koniecznością <span class="_ _50"> </span>ewentualnego </div><div class="t m0 xb h2 y782 ff2 fs0 fc1 sc0 ls0 ws0">zatrzymania <span class="_ _1"></span>pracy ins<span class="_ _1"></span>talacji, <span class="_ _1"></span>napraw </div><div class="t m0 xb h2 y84c ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _8"></span>te<span class="_ _1"></span>stów, <span class="_ _8"></span>c<span class="_ _1"></span>o <span class="_ _8"></span>bezpośrednio wpływa <span class="_ _8"></span>na </div><div class="t m0 xb h2 y84d ff2 fs0 fc1 sc0 ls0 ws0">wyniki <span class="_ _2a"> </span>finan<span class="ff1">sow<span class="_ _1"></span>e <span class="_ _2a"> </span>i <span class="_ _21"> </span>efektywność </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">operacyjną.<span class="ff2"> </span></div></div><div class="c x6b y84e w5b heb"><div class="t m0 xb h2 y84f ff1 fs0 fc1 sc0 ls0 ws0">Wpływ negatywny, rzeczywisty.<span class="ff2"> </span></div><div class="t m0 xb h2 y850 ff1 fs0 fc1 sc0 ls0 ws0">Spółki Grup<span class="_ _0"></span>y UNIMOT <span class="_ _0"></span>mogą negatywnie odd<span class="_ _0"></span>ziaływać na </div><div class="t m0 xb h2 y851 ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczenie <span class="_ _10"> </span>powietrza <span class="_ _24"> </span><span class="ff1">głównie <span class="_ _10"> </span>poprzez <span class="_ _10"> </span>emisję<span class="_ _1"></span> </span></div><div class="t m0 xb h2 y852 ff1 fs0 fc1 sc0 ls0 ws0">węglowodorów <span class="_ _31"> </span>z <span class="_ _1c"> </span>m<span class="_ _1"></span>agazynowanych <span class="_ _31"> </span>paliw. </div><div class="t m0 xb h2 y853 ff1 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenia <span class="_ _4"></span>mogą <span class="_ _a"></span>pochodzić <span class="_ _4"></span>również <span class="_ _4"></span>z <span class="_ _4"></span>kotłów <span class="_ _4"></span>do </div><div class="t m0 xb h2 y854 ff1 fs0 fc1 sc0 ls0 ws0">ogrzewania <span class="_ _1"></span>budynków <span class="_ _1"></span>(CO</div><div class="t m0 x2e h5d y855 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x6d h2 y854 ff1 fs0 fc1 sc0 ls0 ws0">, <span class="_ _1"></span>NOx, <span class="_ _6"></span>SOx, <span class="_ _1"></span>pył) <span class="_ _6"></span>należących </div><div class="t m0 xb h2 y856 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _b"> </span>Spół<span class="_ _1"></span>ek. <span class="_ _b"> </span>Poprzez <span class="_ _c"> </span>odprowadzanie <span class="_ _b"> </span>ście<span class="_ _1"></span>ków <span class="_ _b"> </span>oraz <span class="_ _c"> </span>wód </div><div class="t m0 xb h2 y857 ff2 fs0 fc1 sc0 ls0 ws0">opadowych <span class="_ _26"> </span>i<span class="_ _1"></span> <span class="_ _26"> </span>ro<span class="_ _1"></span>ztopowych <span class="_ _32"> </span>potencjalnie </div><div class="t m0 xb h2 y858 ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczonych <span class="_ _2e"> </span>w<span class="_ _1"></span>ęglowodorami, <span class="_ _2e"> </span>Spółki <span class="_ _2e"> </span>mo<span class="_ _1"></span>gą </div><div class="t m0 xb h2 y859 ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczać <span class="_ _10"> </span>wodę. <span class="_ _10"> </span>Zanieczyszczenie<span class="_ _1"></span> <span class="_ _10"> </span>gleby <span class="_ _f"> </span>może<span class="_ _1"></span> </div><div class="t m0 xb h2 y85a ff1 fs0 fc1 sc0 ls0 ws0">wystąpić <span class="_ _a"></span>głó<span class="_ _1"></span><span class="ff2">w</span>nie <span class="_ _4"></span>w <span class="_ _4"></span>razie <span class="_ _a"></span>po<span class="_ _1"></span>wstania <span class="_ _a"></span>awarii <span class="_ _4"> </span>polegającej </div><div class="t m0 xb h2 y85b ff2 fs0 fc1 sc0 ls0 ws0">na <span class="_ _7"></span>rozszczelnieniu <span class="_ _8"></span>dna <span class="_ _7"></span>zbiornika, <span class="_ _7"></span>r<span class="ff1">uro<span class="_ _1"></span>ciągu, <span class="_ _7"></span>czy <span class="_ _7"></span>przelaniu </span></div><div class="t m0 xb h2 y85c ff2 fs0 fc1 sc0 ls0 ws0">autocysterny. </div><div class="t m0 xb h2 y85d ff1 fs0 fc1 sc0 ls0 ws0">Po <span class="_ _1"></span>to, <span class="_ _1"></span>by <span class="_ _1"></span>minimalizować <span class="_ _1"></span>wyst<span class="_ _1"></span>ąpienie w<span class="_ _1"></span>yżej <span class="_ _1"></span>wskazanych </div><div class="t m0 xb h2 y85e ff1 fs0 fc1 sc0 ls0 ws0">ryzyk  i  tym  samym  zarządzać  wpływem  w  obszarze </div><div class="t m0 xb h2 y85f ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczeń, <span class="_ _e"> </span>w <span class="_ _e"> </span>Spółkach, <span class="_ _e"> </span>wdrożono <span class="_ _e"> </span>i <span class="_ _e"> </span>s<span class="_ _1"></span>tosuje <span class="_ _e"> </span>się </div><div class="t m0 xb h2 y860 ff1 fs0 fc1 sc0 ls0 ws0">dokumenty adekwatne do ich profilu działalności. <span class="ff2"> </span></div><div class="t m0 xb h2 y861 ff1 fs0 fc1 sc0 ls0 ws0">Poszczególne <span class="_ _d"> </span>Spółki <span class="_ _e"> </span>Grupy <span class="_ _d"> </span>monitorują <span class="_ _d"> </span>również <span class="_ _d"> </span>swój </div><div class="t m0 xb h2 y862 ff1 fs0 fc1 sc0 ls0 ws0">wpływ w omawianym obszarze poprz<span class="_ _0"></span>ez:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x17 h11 y863 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">obliczanie <span class="_ _6"></span>emisji <span class="_ _6"></span>do <span class="_ _a"></span>powietrza <span class="_ _6"></span>w <span class="_ _6"></span>ramach <span class="_ _a"></span>opłat </span></span></div><div class="t m0 x18 h2 y864 ff1 fs0 fc1 sc0 ls0 ws0">za <span class="_ _1"></span>korzystanie <span class="_ _6"></span>ze <span class="_ _1"></span>środow<span class="_ _1"></span>iska, <span class="_ _1"></span>badanie <span class="_ _1"></span>emis<span class="_ _1"></span>ji <span class="_ _1"></span>z </div><div class="t m0 x18 h2 y865 ff2 fs0 fc1 sc0 ls0 ws0">instalacji OPB; </div><div class="t m0 x17 h11 y4c3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie <span class="_ _54"> </span>analiz <span class="_ _54"> </span>monitorujących </span></span></div><div class="t m0 x18 h2 y5ec ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczenie <span class="_ _58"> </span>i <span class="_ _50"> </span>mo<span class="_ _1"></span>nitoringu </div><div class="t m0 x18 h2 y866 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowego;<span class="ff2"> </span></div><div class="t m0 x17 h11 y867 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">badanie wód w piezometrach (ropopochodne);<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y868 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stałą <span class="_ _1d"> </span>kontrolę <span class="_ _1d"> </span>techn<span class="_ _1"></span>iczną <span class="_ _1d"> </span>taboru <span class="_ _1d"> </span><span class="ff2">- <span class="_ _1d"> </span>przed </span></span></span></div><div class="t m0 x18 h2 y790 ff1 fs0 fc1 sc0 ls0 ws0">odprawieniem <span class="_ _1d"> </span>składu <span class="_ _24"> </span>pociągu <span class="_ _1d"> </span>podlega <span class="_ _1d"> </span>on </div><div class="t m0 x18 h2 y1d0 ff1 fs0 fc1 sc0 ls0 ws0">każdorazowo <span class="_ _9"> </span>kontroli <span class="_ _9"> </span>rewidenta <span class="_ _9"> </span>również  pod </div><div class="t m0 x18 h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">kątem <span class="_ _f"> </span>wycieku. <span class="_ _f"> </span>W <span class="_ _f"> </span>przypadku <span class="_ _f"> </span>stwierdzenia </div><div class="t m0 x18 h2 y550 ff1 fs0 fc1 sc0 ls0 ws0">małego <span class="_ _7"></span>wycieku <span class="_ _8"></span>usterki <span class="_ _7"></span>usuw<span class="_ _1"></span>ane <span class="_ _7"></span>są <span class="_ _7"></span>na <span class="_ _8"></span>miejscu, </div><div class="t m0 x18 h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">a <span class="_ _39"> </span>wyciek <span class="_ _39"> </span>zabezpieczony. <span class="_ _39"> </span>W <span class="_ _39"> </span>przypadku </div><div class="t m0 x18 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">wycieków <span class="_ _24"> </span>będących <span class="_ _10"> </span>następstwem <span class="_ _24"> </span>wypad<span class="_ _0"></span>ku </div><div class="t m0 x18 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">wzywane są służby ratunkowe;<span class="ff2"> </span></div></div><div class="c x6c y84e w5c heb"><div class="t m0 xb h2 y84f ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 y850 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 y869 w59 hec"><div class="t m0 xb h2 y3f4 ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie wody </div></div><div class="c x69 y869 w5a hec"><div class="t m0 xb h2 y86a ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86b ff2 fs0 fc1 sc0 ls0 ws0">2,13  </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 3,00 </div></div><div class="c x6a y869 w41 hec"><div class="t m0 xb h2 y86a ff2 fs0 fcd sc0 ls0 ws0">Ryzyko <span class="_ _38"> </span><span class="ff1 fc1">finansow<span class="_ _1"></span>e <span class="_ _38"> </span>związane<span class="_ _1"></span> <span class="_ _38"> </span>z<span class="_ _1"></span> </span></div><div class="t m0 xb h2 y86c ff1 fs0 fc1 sc0 ls0 ws0">modernizacją <span class="_ _59"> </span>instalacji </div><div class="t m0 xb h2 y86d ff1 fs0 fc1 sc0 ls0 ws0">odprowadzających <span class="_ _4"></span>ście<span class="_ _1"></span>ki <span class="_ _4"></span>oraz <span class="_ _4"> </span>w<span class="_ _1"></span>ody </div><div class="t m0 xb h2 y86e ff2 fs0 fc1 sc0 ls0 ws0">opadowe <span class="_ _5a"> </span>potencjalnie </div><div class="t m0 xb h2 y86f ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczone węglowodorami.<span class="ff2 fcd"> </span></div></div><div class="c x21 y870 w59 hed"><div class="t m0 xb h2 y871 ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie gleby </div></div><div class="c x69 y870 w5a hed"><div class="t m0 xb h2 y838 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">2,39  </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 3,00 </div></div><div class="c x6a y870 w41 hed"><div class="t m0 xb h2 y838 ff2 fs0 fcd sc0 ls0 ws0">Ryzyko <span class="_ _22"> </span><span class="fc1"> <span class="_ _2a"> </span><span class="ff1">finansowe <span class="_ _2a"> </span>związ<span class="_ _0"></span>ane <span class="_ _2a"> </span>z </span></span></div><div class="t m0 xb h2 y872 ff1 fs0 fc1 sc0 ls0 ws0">usunięciem <span class="_ _f"> </span>awarii <span class="_ _f"> </span>polegającej <span class="_ _f"> </span>na </div><div class="t m0 xb h2 y873 ff2 fs0 fc1 sc0 ls0 ws0">rozszczelnieniu <span class="_ _2b"> </span>dna <span class="_ _37"> </span>zbi<span class="_ _1"></span>ornika, </div><div class="t m0 xb h2 y874 ff1 fs0 fc1 sc0 ls0 ws0">rurociągu czy autocysterny.<span class="ff2 fcd"> </span></div></div><div class="c x21 y875 w59 hee"><div class="t m0 xb h2 y876 ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie </div><div class="t m0 xb h2 y871 ff1 fs0 fc1 sc0 ls0 ws0">organizmów żywych i </div><div class="t m0 xb h2 y877 ff1 fs0 fc1 sc0 ls0 ws0">zasobów żywnościowych<span class="ff2"> </span></div></div><div class="c x69 y875 w5a hee"><div class="t m0 xb h2 y838 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">2,52  </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 0,0 </div></div><div class="c x6a y875 w41 hee"><div class="t m0 xb h2 y838 ff2 fs0 fcd sc0 ls0 ws0">Ryzyko <span class="_ _22"> </span><span class="fc1"> <span class="_ _2a"> </span><span class="ff1">finansowe <span class="_ _2a"> </span>związ<span class="_ _0"></span>ane <span class="_ _2a"> </span>z </span></span></div><div class="t m0 xb h2 y872 ff1 fs0 fc1 sc0 ls0 ws0">usunięciem <span class="_ _f"> </span>awarii <span class="_ _f"> </span>polegającej <span class="_ _f"> </span>na </div><div class="t m0 xb h2 y873 ff2 fs0 fc1 sc0 ls0 ws0">rozszczelnieniu <span class="_ _2b"> </span>dna <span class="_ _37"> </span>zbi<span class="_ _1"></span>ornika, </div><div class="t m0 xb h2 y874 ff1 fs0 fc1 sc0 ls0 ws0">rurociągu czy <span class="ff2">autocysterny.<span class="fcd"> </span></span></div></div><div class="c x21 y84e w59 h70"><div class="t m0 xb h2 y878 ff2 fs0 fc1 sc0 ls0 ws0">Substancje potencjalnie </div><div class="t m0 xb h2 y879 ff2 fs0 fc1 sc0 ls0 ws0">niebezpieczne </div></div><div class="c x69 y84e w5a h70"><div class="t m0 xb h2 y4c2 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y87a ff2 fs0 fc1 sc0 ls0 ws0">1,83  </div><div class="t m0 xb h2 y87b ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y87c ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 3,75 </div></div><div class="c x6a y84e w41 h70"><div class="t m0 xb h2 y4c2 ff2 fs0 fcd sc0 ls0 ws0">Ryzyko<span class="ls24">  </span><span class="ff1 fc1">finansowe <span class="_ _22"> </span>związane <span class="_ _2a"> </span>z </span></div><div class="t m0 xb h2 y87a ff1 fs0 fc1 sc0 ls0 ws0">usunięciem <span class="_ _f"> </span>awarii <span class="_ _f"> </span>polegającej <span class="_ _f"> </span>na </div><div class="t m0 xb h2 y87d ff2 fs0 fc1 sc0 ls0 ws0">rozszczelnieniu <span class="_ _2b"> </span>dna <span class="_ _37"> </span>zbi<span class="_ _1"></span>ornika, </div><div class="t m0 xb h2 y87e ff1 fs0 fc1 sc0 ls0 ws0">rurociągu czy autocysterny.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf4a" class="pf w1d h3f" ><div class="pc pc4a w1d h3f"><img class="bi x21 y87f w58 hef" alt="" src="data:image/png;base64,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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">74<span class="ls0"> </span></div></div><div class="c x6b y34b w5b hf0"><div class="t m0 x17 h11 y880 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">pomiary <span class="_ _8"></span>o<span class="_ _1"></span>kresowe emisji <span class="_ _8"></span>do powietrza z <span class="_ _8"></span>kotłów </span></span></div><div class="t m0 x18 h2 y881 ff1 fs0 fc1 sc0 ls0 ws0">elektrociepłowni; <span class="ff2"> </span></div><div class="t m0 x17 h11 y882 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">badanie <span class="_ _1e"> </span>jakości <span class="_ _2c"> </span>oczyszczonych <span class="_ _1e"> </span>ś<span class="_ _1"></span>cieków </span></span></div><div class="t m0 x18 h2 y883 ff1 fs0 fc1 sc0 ls0 ws0">zrzucanych <span class="_ _7"></span>do <span class="_ _7"></span>rzeki <span class="_ _8"></span>Białej <span class="_ _8"></span>w <span class="_ _7"></span>zakres<span class="_ _1"></span>ie: <span class="_ _7"></span>zawiesina </div><div class="t m0 x18 h2 y884 ff1 fs0 fc1 sc0 ls0 ws0">ogólna, <span class="_ _f"> </span>węglowodory <span class="_ _f"> </span>ropopochodne, <span class="_ _f"> </span>BZT5, </div><div class="t m0 x18 h2 y885 ff1 fs0 fc1 sc0 ls0 ws0">ChZT, <span class="_ _e"> </span>fosfor <span class="_ _e"> </span>ogólny, <span class="_ _e"> </span>chlorki, <span class="_ _e"> </span>raz <span class="_ _e"> </span>na <span class="_ _e"> </span>3 <span class="_ _e"> </span>lata </div><div class="t m0 x18 h2 y886 ff1 fs0 fc1 sc0 ls0 ws0">prowadzone <span class="_ _1d"> </span>pomiary <span class="_ _1d"> </span>położenia <span class="_ _24"> </span>zwierc<span class="_ _1"></span>iadła </div><div class="t m0 x18 h2 y887 ff1 fs0 fc1 sc0 ls0 ws0">wody <span class="_ _8"></span>w <span class="_ _8"></span>s<span class="_ _1"></span>tudni <span class="_ _8"></span>i <span class="_ _8"></span>wydajności <span class="_ _8"></span>s<span class="_ _1"></span>tudni, <span class="_ _7"></span>raz <span class="_ _8"></span>na 3 <span class="_ _8"></span><span class="ff2">lata </span></div><div class="t m0 x18 h2 y888 ff1 fs0 fc1 sc0 ls0 ws0">badanie jakości wody ze studni;<span class="ff2"> </span></div><div class="t m0 x17 h11 y889 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">monitoring gleby <span class="_ _8"></span>w oczyszczalni ścieków raz <span class="_ _8"></span>na </span></span></div><div class="t m0 x18 h2 y88a ff2 fs0 fc1 sc0 ls0 ws0">10 lat. </div></div><div class="c x21 y88b w59 h63"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Substancje <span class="ff1">wzbudzające </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">szczególnie duże obawy<span class="ff2"> </span></div></div><div class="c x69 y88b w5e h63"><div class="t m0 x6e h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y88c w59 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Mikrodrobiny plastiku </div></div><div class="c x69 y88c w5e h64"><div class="t m0 x6e h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y88d w5d hf1"><div class="t m0 xb h2 y88e ff2 fs0 fc5 sc0 ls0 ws0">ESRS E3 Woda i zasoby morskie </div></div><div class="c x21 y88f w59 h76"><div class="t m0 xb h2 y890 ff1 fs0 fc1 sc0 ls0 ws0">Zużycie wody<span class="ff2"> </span></div></div><div class="c x69 y88f w5a h76"><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">2,15  </div><div class="t m0 xb h2 y816 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y169 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 3,00 </div></div><div class="c x6a y88f w41 h76"><div class="t m0 xb h2 y46d ff2 fs0 fcd sc0 ls0 ws0">Ryzyko<span class="ls24">  </span><span class="ff1 fc1">finansowe <span class="_ _22"> </span>związane <span class="_ _2a"> </span>z </span></div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">przekroczeniem <span class="_ _5b"> </span><span class="ff1">pozwoleń </span></div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">wodnoprawnych i co z tym związane </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">- karami administracyjnymi, <span class="_ _1"></span>a nawet </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">czasowym <span class="_ _5c"> </span>wstrzymaniem </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">działalności.<span class="ff2 fcd"> </span></div></div><div class="c x6b y891 w5b hf2"><div class="t m0 xb h2 y38b ff1 fs0 fc1 sc0 ls0 ws0">Wpływ negatywny, rzeczywisty. <span class="ff2"> </span></div><div class="t m0 xb h2 y892 ff1 fs0 fc1 sc0 ls0 ws0">Woda  jes<span class="_ _1"></span>t  wykorzystywana <span class="_ _e"> </span>w <span class="_ _e"> </span>Spółkach  zarówno<span class="_ _1"></span>  do </div><div class="t m0 xb h2 y893 ff1 fs0 fc1 sc0 ls0 ws0">celów sanitarnych, jak i procesów operacyjnych. <span class="ff2"> </span></div><div class="t m0 xb h2 y894 ff1 fs0 fc1 sc0 ls0 ws0">Kwestie <span class="_ _f"> </span>związane <span class="_ _f"> </span>z <span class="_ _f"> </span>gospodarką <span class="_ _f"> </span>wodnośc<span class="_ _1"></span>iekową <span class="_ _f"> </span>w </div><div class="t m0 xb h2 y895 ff1 fs0 fc1 sc0 ls0 ws0">Spółkach <span class="_ _2b"> </span>regulowane <span class="_ _2b"> </span>są <span class="_ _2b"> </span>przez <span class="_ _2b"> </span>pozwolenia </div><div class="t m0 xb h2 y896 ff1 fs0 fc1 sc0 ls0 ws0">wodnoprawne, <span class="_ _b"> </span>w <span class="_ _5"> </span>których <span class="_ _b"> </span>określone <span class="_ _b"> </span>są <span class="_ _5"> </span>zasady <span class="_ _b"> </span>poboru </div><div class="t m0 xb h2 y897 ff1 fs0 fc1 sc0 ls0 ws0">czy <span class="_ _d"> </span>odprowadzania <span class="_ _19"> </span>ścieków <span class="_ _d"> </span>i <span class="_ _19"> </span>wód <span class="_ _19"> </span>opadowych <span class="_ _d"> </span>oraz<span class="_ _1"></span> </div><div class="t m0 xb h2 y880 ff1 fs0 fc1 sc0 ls0 ws0">wszystkie parametry <span class="_ _1"></span>jakie <span class="_ _1"></span>należy <span class="_ _1"></span>dotrzymać. Ponadto <span class="_ _1"></span>w </div><div class="t m0 xb h2 y898 ff1 fs0 fc1 sc0 ls0 ws0">Spółkach <span class="_ _21"> </span>istnieją <span class="_ _21"> </span>p<span class="_ _1"></span>rocedury, <span class="_ _21"> </span>których <span class="_ _21"> </span>celem <span class="_ _33"> </span>jest </div><div class="t m0 xb h2 y882 ff2 fs0 fc1 sc0 ls0 ws0">zapewnienie <span class="_ _a"></span>regularnego <span class="_ _4"></span>kontrolowania <span class="_ _a"></span>i<span class="_ _1"></span> <span class="_ _a"></span>wykonywania </div><div class="t m0 xb h2 y899 ff1 fs0 fc1 sc0 ls0 ws0">pomiarów <span class="_ _9"> </span>wszystkich <span class="_ _9"> </span>parametrów  procesów <span class="_ _9"> </span>i <span class="_ _9"> </span>działań </div><div class="t m0 xb h2 y89a ff1 fs0 fc1 sc0 ls0 ws0">mających znaczący wpływ na środowisko. <span class="ff2"> </span></div><div class="t m0 xb h2 y845 ff1 fs0 fc1 sc0 ls0 ws0">Ochrona  zasobów <span class="_ _e"> </span>wodnych  jest <span class="_ _e"> </span>elementem  Strategii </div><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _24"> </span>UNIMOT. <span class="_ _24"> </span>Opracowanie <span class="_ _24"> </span>i <span class="_ _10"> </span>wdr<span class="_ _1"></span>ażanie <span class="_ _24"> </span>planów </div><div class="t m0 xb h2 y782 ff1 fs0 fc1 sc0 ls0 ws0">zamknięcia <span class="_ _2a"> </span>obiegu <span class="_ _2a"> </span>wody, <span class="_ _2a"> </span>w <span class="_ _2a"> </span>tym <span class="_ _2a"> </span>retencji <span class="_ _2a"> </span>wody </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">deszczowej <span class="_ _33"> </span>zostało <span class="_ _33"> </span>zdefiniowane <span class="_ _28"> </span>jako <span class="_ _33"> </span>jeden <span class="_ _33"> </span>ze </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">wskaźników <span class="_ _8"></span>do <span class="_ _8"></span>os<span class="_ _1"></span>iągnięcia <span class="_ _8"></span>celów <span class="_ _8"></span>środowiskowych <span class="_ _0"></span>Grupy </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">na lata 2024-<span class="ls1">2028.</span> </div></div><div class="c x6c y891 w5c hf2"><div class="t m0 xb h2 y89b ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y89c w59 hee"><div class="t m0 xb h2 y871 ff2 fs0 fc1 sc0 ls0 ws0">Pobory wody </div></div><div class="c x69 y89c w5a hee"><div class="t m0 xb h2 y89d ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">2,03  </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 3,00 </div></div><div class="c x6a y89c w41 hee"><div class="t m0 xb h2 y89d ff2 fs0 fcd sc0 ls0 ws0">Ryzyko <span class="_ _38"> </span><span class="ff1 fc1">finansow<span class="_ _1"></span>e <span class="_ _38"> </span>związane<span class="_ _1"></span> <span class="_ _38"> </span>z<span class="_ _1"></span> </span></div><div class="t m0 xb h2 y872 ff1 fs0 fc1 sc0 ls0 ws0">poborem wody do celów <span class="_ _0"></span>sanitarnych </div><div class="t m0 xb h2 y873 ff1 fs0 fc1 sc0 ls0 ws0">oraz procesów operacyjnych.<span class="ff2 fcd"> </span></div></div><div class="c x21 y891 w59 hf3"><div class="t m0 xb h2 y89e ff2 fs0 fc1 sc0 ls0 ws0">Zrzuty wody </div></div><div class="c x69 y891 w5a hf3"><div class="t m0 xb h2 y89f ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y8a0 ff2 fs0 fc1 sc0 ls0 ws0">1,90 </div><div class="t m0 xb h2 y8a1 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y8a2 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 3,00 </div></div><div class="c x6a y891 w41 hf3"><div class="t m0 xb h2 y89f ff2 fs0 fcd sc0 ls0 ws0">Ryzyko <span class="_ _1d"> </span><span class="fc1"> <span class="_ _1d"> </span><span class="ff1">w<span class="_ _1"></span>zrostu <span class="_ _1d"> </span>zrzutów <span class="_ _1d"> </span>wo<span class="_ _1"></span>dy </span></span></div><div class="t m0 xb h2 y8a0 ff1 fs0 fc1 sc0 ls0 ws0">opadowej. <span class="_ _34"> </span>Ryzyko <span class="_ _34"> </span>dotyczy <span class="_ _34"> </span>też </div><div class="t m0 xb h2 y8a3 ff2 fs0 fc1 sc0 ls0 ws0">przystosowania <span class="_ _28"> </span>infrastruktury <span class="_ _28"> </span>do<span class="_ _1"></span> </div><div class="t m0 xb h2 y8a4 ff1 fs0 fc1 sc0 ls0 ws0">zaostrzających <span class="_ _2a"> </span>się <span class="_ _2a"> </span>norm<span class="_ _1"></span> <span class="_ _2a"> </span>jakości </div><div class="t m0 xb h2 y8a5 ff1 fs0 fc1 sc0 ls0 ws0">wody <span class="_ _e"> </span>i <span class="_ _e"> </span>ś<span class="_ _1"></span>cieków <span class="_ _e"> </span>oraz <span class="_ _d"> </span>konieczności </div><div class="t m0 xb h2 y8a6 ff1 fs0 fc1 sc0 ls0 ws0">rozbudowy <span class="_ _33"> </span>systemów<span class="_ _1"></span> <span class="_ _33"> </span>retencji <span class="_ _28"> </span>i </div><div class="t m0 xb h2 y8a7 ff2 fs0 fc1 sc0 ls0 ws0">oczyszczania.<span class="fcd"> </span></div></div><div class="c x21 y8a8 w59 h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Zrzuty wody do oceanów<span class="ff2"> </span></div></div><div class="c x69 y8a8 w5e h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y8a9 w5d hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">ESRS E4 Bioróżnorodność i ekosystemy<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf4b" class="pf w1d h3f" ><div class="pc pc4b w1d h3f"><img class="bi x21 y61f w58 hf5" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABXgAAAPGCAIAAADWeWVfAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdZ7RlV3Un+v+cK+x9wg11K6qUc5ZoCQmEMRYtnLGNA6/dDweeUzd22x7utml3090GN20/m3a7GTiAE2CQLSyTjQEDIggUSqkklWKpSqWSKt58wj5777XWnO/DuSXJmP5gPQ+QNdZv1Kh469Spfdb+sP57rjlJVZFlWZZlWZZlWfb1lSAMocRIAFgtAkMAQAEVSATGsAYoAAsYAIBAGGDAKVEiKODytcyy5xfOlyDLsizLsizLsq8/BQQMBohAIMAAFrBAARTgDtADukAHKIECcIAD+OltDAGUL2SWPZ/85V8CsPk6ZFmWZVmWZVn29aegNA0ZDEgBwEyLrZUgMIABO53WNwAKMAzBGChDAZCCAc1JQ5Y97+SgIcuyLMuyLMuyb4BpvBABYhDAT1cnEIgIAKYnI/D3KxeEiUAkAEAK0lymnWXPNzloyLIsy7Isy7LsG4AVjpCAgGnQoAxNQARAMICxcEjAtGyB/17eoIxp1pBl2fNPDhqyLMuyLMuyLPtGSCCALRLUQIwKqRAhESIAgEGCiYIjGYERGIadNnGYHrVQCKCUKxqy7HkmBw1ZlmVZlmVZln0jCBAhBDLagWBUow5g6TrAAAq0DB7DOpNibZztb5r2agCgNO0lqQL4fCWz7HkmBw1ZlmVZlmVZln2DOMBANCDKoY99+tDfft5oHHsNRn3kfgvlybBwq7Mz/tST/+WP/kgsZ3szPQKUkIAECCQHDVn2fJODhizLsizLsizLvhEIkjQ48gSsj1Y//Hfu018pUiKbEmuRMNcgsjSFHS10rv6RHy7NHEyJBDBOZA2aNkocsix7HslBQ5ZlWZZlWZZl3wgEdtQidCTh8KHJnbvPGw27SGOEhsQpZgDAWSlat3Det30nYgPTUcZ0JIUBFGpy0JBlzz85aMiyLMuyLMuy7BshAh6qmrTF0rF6damDxAjgELyoILYSYMY+nXrF+TjnJMzYpqQIuOmRC1VD+SJm2fNRDhqyLMuyLMuyLPuGUAgxK1L8i/e/9zSrAa2gXS3bpZ4QZK0BUXl4Fq96ww+j2wzK7nG0PfiZ6eCJBEAAyXuaLHu+yTdllmVZlmVZlr1wJExGKAg82wABKHDMIaI5KVpuDAwQAQYKoAFqQIE+2jTxXKBmUIozxo6AJqFvQApLEIHytPUiABDGLvY8ILxCcQEe4/Bk3y1ickns+EYGLs4oETkAYGBadxCAIaBAADpAN2BCUDtLBSb26mtf33/VTw6gwaC2xjiG8kTNltGRc07Z2V56pS/87Bi9Ho4waqCvQDCTTmcd2DEESkx7N9QeJCjWAMVgk0TmuUpNN1c+PCcVQolVBiEsQEwSiBGLlpwRcjVWLZLHFgGGAKHt6cAogFmIFwWgDFI3fbHpERchUTQGEIC11EQghYqqYQIxQFDURBFQhQUcYElGsY227AEkQspGAVFlUpEgqSmcE3Vt27qiiCkys4oywGBDFqKxaQOFTrcUDYkigYGCYAnT4ag10AJxjLkSMTSD0hsQAA8UCYYA1gjEhrohxS4ry3RiigdzECgBot5GSJNixzgDQBVkJMbKWgAEFFALAZDACkKSyGwSEoFSCt6Yjbu4bdn3gY1fQkGACNgASEAEJEUyplSKIbVCYtnQxt3GEIYwooRibMkRrCRieDBEoARlGbXDji95IxGYjomVZ332DJgTd28ACDAAQS0ASWDGeFz3+iUAEWHDOWjIsizLsizLshcsViqn22oDMFqHhOSRBC0bRukaYAwdwPS6PN8hJzLmUFEyOu4W5YTMCHCzYlRLEkiTOFoYBhzAYIVJ0+RAgZi6zgCANT2A4CERDjMhUW2qzcIQQQxIABXGemYYuzqpU9dWHFxpHcQq9eb0zB98iTEOmsAQQ8IGYFIyTRMkxb4fC5xDTSiR+ipxNLama4ftXL+s+zAEY9ESIuAVKBGNDlktnOahFM9VKMGEeQVgiEgMKRELCgIAKdEVaUeTwMZ1HAAHnlUWUgFHFgultLGPfxYSQUJitSAwQ5XIGAJUAKCqQrdrdVqrAgYYCqBjC6iyCCkjRGUmVVIQk3XWJEmqHBJZZWMKBWJKHW8kSBPqoixt4awpVFQ0sfFJKQmMASlUQeQZBpRIGeQKPwONMmm4UySyAgIgYg1MNCA1qhLa4IpSRWIkMTCGiCkGZpQwJiZIgjFaN22364H2q27T0WhUdjpsy2HVdjpFkmSMD5JIlQCwPZHPPR01TG84YSKd3ttEIamCyHZJNUoigqTkiC0ZCMEYUhcTmJWIQUhJAISk7Lj0cwJNkogZAEFpGvIAUNoIFEEAKdGJ3+Fp5BFFvGFfFCJKRMz8DxdPDhqyLMuyLMuy7AWEuFCGbjyD9MDWpeP06D67MgKssIgLRY861rP41LBrxcYqod76iqtDEQrudbgYodInjtSPHtxMNKpWueudMy4pkoE1ZI05/TScfAaClGzFQC0WBPOgRmt4S48cwpG6izWggWmTC4nItxY6c0xie9a27jlnl2gsUojDbbYc7N5TjBqsr4MEJMRsQCSMxLt1dPErvtmgL2xUdTaGcOhJt/8JgDGoHMhtmj/UG588RGBMPBcJfkLVbEkvuQxoZ9G3IMDldfEcLDM2KYoaAKPkiqCMngJVC4umYF0fzzx1BDvm2q2zCa6sxRsHpsZQCxgIJZ027ZxuW5XAoDpG5zxzsXv33qYyZCnIJLRqyXR7RduMX3rNxQwDEJ1IKY4dD4/t299EcdbDehGdne2Px+svvfocCYYdVGwV27vuvp/YgwpjnDGGSRfmu+eetWM4HPdKLy0TkXGFAKtrw9337e2Us5CCQISWqAHJwrb5M0862ZMj69l1Dz+1su/wchTDbJCCgWrPSTu5/IIz53sFIHVbk+ksLVf79h8zxD3nvUHNiE1QJV/w5ZedoUjT2gQ6cSGSwJczSfDZz9zZ7c8ZW8SYSJUploUpHF1yyVn0dJPTEwFATMF6N6mTddYYKFA3OPDEymP7948mlbWWmc86/bSzTj95tsvWQgVNQ91OlyAxJrYwlkdVu/u+R4KaJmpvZlajUEwAAGEF6FmtVTfCBSROG29EmaAENawvueoCEJEBVJOIOVGLkYOGLMuyLMuyLHsBmoC6AGS6sQPasHbTnXve/LbyyLIrygpqqU7tcOR8y96K7ba6efuWw1R/+7t+2111mSNCQllX+/9u165ff/spbVTU1HeD8boX9clEaxpnTvmp1136n38VREgQUgGZACaGJ62HX/ydt1cf+vIsJadtsFXtUmSdbWzdFg8t9K/6pZ+46qe3ERcAoIwjK7f9ym+09z48G6OxmlgSkRGywj7yJ1554cWXXul56GdnNDSo094/fN8d7/zjkzdtmgzH83ML4+Ho2Fw8awVjRytd6rVmnnrNNRe+8vrf3eG7JiVMFDM5aHguEgRKEIIACWzRAonAlIhQIMQD+//mjf9l4RVXXP2rvzBMWtAcKaCwChADAAkgIH72bJDSdaPo6mD062/5zVtvud9447teEiZVRaQXXXjOxz76vn5vWotP06fob/+D9/7lDR+YTJqy0xuPJ977pplsmu/d9JlPbN/mIWDGbbvuft3rXg+U3s+G6bN+pCtedMGHP/QekIElK0gJKYEsnnji0M///K8MB61oAbWMFhwA/bmf/fE3/cpPkxgEiOCGv/rY7/7BuxthkGEVo2k9DGd6xbve/pvf+52vAFKn2w1qb7ntrje+8ddWltZLU8ZJ0xbBsLXWXnzheZ/97A2kzGQZohvzUgAiY7Hrzkd+6ZffVI3T+qAufGkMjIkxVJdefO5f//X1s92naxo2TjSwtZMm+dIo8PDe5Y987BM3ff7mhx95pGkiWTcaVrNz/aYan7R9yw/9wKv/1Wt/6MLzt5W2uz6YzM122FIbg7Putl13vf6nfrZpnXDX2AJRjMZ/8MkLnimokLjxSSgAViHEV7z8muvf93Z2EFFmMiZXNGRZlmVZlmXZC1qEQQQSoodw67Wm3XtOfWj/FpJk3UqYbDYykyYNigH51pgyEg8HrUvH79u95WWX1KQFIfXMaeeffSzo6SsjL3W9ElobXBSXEA1Xjqtd92I0xkwXKakYNYQqwVH0QpNJ7/69Jw+reTQOTcK48q1AZ1s/MnNx2ylXvvzFTacsG4dmDNvUd95hHtp72tLSDl8EbRIrAJeYlVj49LPPc3ML8D4gwQS3usJfue2lo7C1G49Vo021pGpy1Uo7KwjgNcvdaBSjPbdFfXQ/X3KhgMjl2RTP0TwSk4GnaXsOnxAZNcF12IdJuPfhfW9/Z//hh/Y9smf7wsLZr/9x9ZosWGEEhgDi4NRCaKMIH6RQQkrC7OY39euGohRJXTVJKWi3syk21eLKyJf+RC5B0zMDc1tPW6vQNMZ2u40Iqbferq4Nt233DIRWrSXjigTv7Ny4tk1jer1+jPWdu/e+9/qPvO5139dqKgHDiNAkJODF5RGbnmgHagEPBEBCaFRABDDYoo221WISwcYTlFPynaIJDRkfo6q21pUhhtX19bVx8t3tnruEKN1h6cvRcPTogWN33HPgisvPcGTkWYdIpt1O7t3z0GCUVlbqXm+r9d3xeN27AGB9HGBOHByBAEkJClIyrjCf/Ltd737vBx98cO/q2iCopuSgXY62019IQk00x1flne/+6/f8xYe+5Vu+6fu/41uve+WVCQhBnXOTENlZgWM7Nx4zUbfjSWQCkE6bRjyNEjYSJg1wBCUVImUNBjyq2qRIEYbALDEla746y+N8/2RZlmVZlmXZC4YHQwBFwzJAgG8ev/tm58PIjg9114/2R+u9JiAINaFs2rIRF0JcP3l27qE7bg8G62wnHk8Wlq8811xw6shJQIjakE9SBPFtdK24eu3hR7C8Ch+CTU7IEeAMPJK2ePIw3ffgNgoTHyYu1J02FK36Nrk4nsXmV77IXHX+AYOmW2jfIg2/8pm/Cc1oS78XqW5tU7u6sc3Yt+tlWOyFV/3E/yPdzrgsjkAHJuKJve1TT85QOHJ0n+loU6/NQL1GQttyQ6ZVDhaRF5f233Z3C1o1blCWeVU8N70EJowdmhIwYEEBJDRELRaXjv3h9Ydv/NjmxeMvWqsP/Na72g98nGIbSQIDCiSAMAJjenKCnk4O4KyrqiBAQmFsP6JjywXYXtNamE6bmAwA6LT7IACgCgJfRLYtDIwfVnVQKKgJiCn5gtjAOK/wwyop9dnMNa2ftC5o8aa3/I+79zwalUGIIRgGM5oYq7ZOoAQKZAO5gCKgsEY3ThIAqlBGVAShJlEj3KgZjmJMRskojDFWoda59fFE1Fk/tzaC7+yogm2Sb8U3wbzn/R8CQ8D6dGdHAjNaxV337lkdVXNbtjWRh1WA6QR1UblqU5wGLc+UgZCCm6h//pef+Jk3/PKuux6O0h1U2iYL7rHtK/ViLCa16c3uiFoOax4H85G//fyP/Ogb/vc7bhBAGeO2sc4670TNeBygHWNmJVlVqCIpJ9gA35IP8AEuwUZwAkctohZJi6g+qU9qQ1IhOAcyAOTvHbjIQUOWZVmWZVmWvfCEpgUAgyixxQCjwdF9e0tEaJtQ25Iqk1Y7PLJaxdYYYok70LXH1uIDB8uGt0WaaZDQjba4+vu+r41cwnVhfJ18SFbUJxQRfmmQ9jwQtRFHSMIJcGiNeKJ7/+T9Jxk30WFqQ5Kkqh5cKCNhGOKVr31tA3h0REEh4dj6kTsf2BZtMWpM2xaAbVKpRto0rOr+zp3btp8GV46hAPvEB+64O60OnKJXdkOMxjiAjvfo0Vl6claWXVjqyrikmRb08GEbYgsJInlVPNfFlKCIQAUMFWpBilmoq+pjH/v0XX9y/YVlbyHK5lG9bXHwhf/9zvHde4rUMAIMYFBLFHz1jnm6g+/1pxNJjLAF2RhUYZTY2vKrPy4FgMQSVVzh67aBoaJTxtgaR87BewMSUExJ2RTOdwjW2JLId3uzUYzzM//9v/92JAaJdRKlAUCUZuf6YFWCsipDiZQpSXIOKQEGZKCMpIkdkyUwsTNFpy9gZmstMzGBAFTjVmGbVsiUdVRf9Ibj1rkeuPj8TTdPaoybACDEOE1OQhQB7ttzHxlaX18vOr4oS4XAaJC0PlxXhiaBiLStKClIwbfcctub3/LWupVqEoZVW3T6IqqK8XgsElOKzpvV1VVfdNpBleCaSEUx9xc3fPD++48Zw4YdgKZpjKFer0OKajQgiv2+U7TGahNbgSiTGDLOBglgdSXTM5QIRFSURUoQQdtGAESUg4Ysy7Isy7IseyGzziYryaqRZmfwT7z3I6eu1AttuyWmM4d63pqWwR5nql3HkJNGHIigfcjCocHoxi/aIaGBwibyePEV9oxTBppKLovILDbBQNkHu7PGfX/9YVuPKzRgQtLaYgTmo8vx9j1FO2p9S9ZGa1uyYQKqTDC93iUX47TTIWUX6AgwoUf+6K96+5e2V+rR9Mij0Tnbd61N1DXbdjaXXexNnydYULdVuXd0eOQjX9peSU/QCei11AumAxOoMyiKJK6EDym2qT1H3ZbP3G+WaIvYuZQXxXNeTAUrmTYx0FgsoU3tEIcWxx/70r7fftc13YXe6nAmyYzS1iib9h068Nu/hz2P2sF6LaMhx8SmiEm+KmZQfTpAUHCCURgFQRnKADa+/+p4IgLhxJkDBZKS6PRMAakiAM10bCOUlFShiVTJsCkGo/au3Q995nNf0dTAspIEbazlJlSgCEobAyOpBVrloARFAE2Hq6SNL9j4shP/m+kQCDBgpltuBUUkWBKjKlQWPTY+JaytjR944NHCOQUT00bDBaaHHnzsqUNHirK03rSpaVINq8ayktRNvT5MbZhMh6kQ2arWY4uD33rbH66uNM71o1BKGtuwaW5W02RuxqWwXvpGJiuzfVON1+a374i19rqby/6W40vjN/zcv9+7/4i13KZERJZSPV7plrFXRmtGbXN8MjnOPCkKKEVrGZCmnfjCAG3TjBxPLE2sqS0Fw42hILGRKMzwzohOj8b8g7WTb58sy7Isy7Ise8HogEYciUwnMZ5au//9HzmnjjWgoECG2LbkA5dtoIKcxNhYrFIIynE8vPOvP3zt93zHaLYoQeIdXnSOXHXekYOPejakZuJRGzZiisgzAXs++8Wzbr+7vPaVsISAGiAgPniQHz4oaGrfUJod2WBM0TdOWrs8M4dr/gW2zif2XVBSmOWVBz/xd5uaVEAbaOu0IpuYhP2oKA57f/G3vxIGYpAIHUVz3761XfedndKEUTtEMg1bFnZtMd82cxGlMYtxxEa78KsP7MU9D7hXXVWTOOQRl89FxVQm9NlE0Yqj0KRo28XfeeeXf/edL+vM0WTdkZ1OpUiI21td/fQX96wPLnnrf3JXnReMSxDXCOyzJzUqaBr8WAWEVVlBwhBAGNMKAzoxXFEBnTaVJEoEIYBgT4xdZBCBoNDp/p/ApEQQpUgEKIXYJpH52a11M/yL6z/52m+9Ztr5wJCr27bf7VW1ghKrANM0QZRIMR2+MJ0QoYAyVDbmRajS9LyFEgA1BE4t2jqAkSQY46JWkqRbdEITkLiNcdeu+66+8rxpkYROZ2kwXf/+D62v174orDUhtqrROwKpqqZIk0r8ggVr0yTH1hr7G7/x+7vv3tvrbSUqUmrERGPS8rGDszO9V77isosvunB1dfWLX/jSkWPHmVxTjazr1qM2AkXRe/Lo8sc+etO//Tev63fNxRec947f/X/rhkBdFWtNXRShqtMtu/Zc/4G/MdQZVkMiKixBmi2b53/xF352YX4GAEEAsAhR2rIw2ymYTnyuTDloyLIsy7Isy7IXtkaogxawoubW3e2hpZGRp/qIxiTjhE2K5pT5k9sjS/02QSUijtGScb0YVvbux/pqNbdjATBEcGrOPhWlS8Omp6iVhOCUi0gdla11OPyFW8659uXgBGMYcJDqsaPz0aiDaJpXmkRxbLpqfcvjhG0XngdDHTC1AAEHnuivDneAfKgNzDg1RacIw6ZrSyN+vQ4nnXc+PIYODWSB4pHH9814O0HTuFg7qBAUTeS0ecEdPtaBEYtkNVjUsRpzeeiOW0/+5ovrmV5u0vDceIZEMAFtNVsCkgY333LfBz58ge2VbTtAa+CZioZjgnSNcZIev/Ou+3/jf1769l/vnmZa+I7rRaRnbUMF02SApqmDCAmDjapCGEoAK2HjzwUgkEDZCIwSlFlZFQSmaQWEQkEAK+REowAlJCUlMs7ZWEtdRyJ/+227nzp45JTTTrbGRkAFRGbaAlE36hQEKlBWAGCoBYGUSRkAKZGCAeHIiKQK3Si+cIRJNWGIUFI0QZSgEEVKDPLO73vsAADGM8dIYpTPf+427/ptnXxREitEQdAkABPZFDmhsTDTEZ933Xnwox/5lHMzAts0LaskaUrHTazf/Kb/9qM/+upOiabR/fu//33v/8Cf/tkNvc62ppHZztxwsk7G101985dv/fe/9DoAc3Nz3/EdrzQn3o1ItMYmYDRp/uTdQzVqycaY2HsD7vjidT/8rf0T9w89/U3BhJSUWVX1axU05KMTWZZlWZZlWfZCEqUFaiQ7mOx5z0fPXKOZhgOxwLlgytoI/M5Xf1fv9FMjE6DJxJFr4MK2enLqk0vDW25zCLM1fISYsP2ll7hN/aSNh7JqIkBRCBzCGUJLf/MlOrq0MScC6AxT+vL9nZCCIxPipkY6UV1EUZEHa2/2lJddPUiJQsS4Rawevf3mbU3oVxWhogKNDTDESD7Csjvnost6552rqU4cEmoar42/eMuZiay2iSNpKpPYRASk7/1mPzvHcMtoQpdbqo+aQVU2j/7dp7Hr7k6q86J4bmwNCIIFecLSavzs7Q//t7dtPb603ZsJJjB2UBbLhQ+u9ERoKw7DnZDxl27Z99bfN0+NO1oMjQJ84giEbnSJpCQbkUASqCKxBiORNbFGQuRnn66YHlEQw8IkhoRJHcRBHNRN+0wKnMJtDE6gCGpADahOUnvvJlWTIre1+a3f+r29jx5KghBR2GJSBaghtSyGlVjIKBQOgKqdBh0khpRZHKthMUaYEYD4TCGFwFkcO3JMNTEncAOuHSlShAgBztrd99yzvDKZbtWjJAD37n7yyQPrFn1GoUIEZgMVEYFBAfGD1aaNtQCu9OMqvfWtvzMaagw+tmzYlp3Csmqs/sMv/Mz//X9dV9pgEQtTnXvm3Fv+68+//JrLm9EqJwl1LHv9OkTAPPzI/gOPrzBQGBhtSRpGQ1qT1hIqo+pNKixbom7Zc9ZplMKVYdL0PBwah+AQLZJRMaoShQAmJUCSALlHQ5ZlWZZlWZa9sKlUiANU/NSx4Zf3nDc2p7V0ytCcu87nDfncEXPh8Jprq8vPeLKvR3xYmcXqHEY9IW42N+HwfbsVEySMbVzzdv5FZ1Vbi1HJIyPrBVY7OigxcmgQi3HlDi6OnjgUsVHRjpYme/ZXcRAtOWCkdV1y3XFjklR2+xeeFU7bsW58cIBL47B8x/57tYMhTyrPi52w0tVFF9puMXIYl+7y77pONvUpohfrBUSzMuQ7Htw0Wd8c4qYmbZnIjnHaEXRLhHznyzqbFsA8SrW1pkix7DA1o+Lhg/jsrmIwyoviOWoAg3WgRRx+7ksffsMbZ/cd2QozmKw1jlrSoaWBN62SE2JKpkNaD8/y5eEbP7n/d/4IB45U5sTUCUyPIZyoHYBMf6YsBGEkosRIBCXoV1dAEFiJQEaZ1JAYUgNY6NMjFVlPlOoThBCJgnNYH6wC6PdnUqKqCu99z/Vf+tLtbQtnkZL2yj6pJWUCkRKDSBlqn0lFAIB5I2swrIbUgBJRoqc7NQBMWF5eVhVj1JjkvDprDdQaSyoppv2P7T965Cg2eksIgDt37d6y+dTJWLrdeVUmBYmqAGoMFxLN6vLYF27UjAHsf3zx9tvv6nRmmb0xXpJMxqNJPVzY1P/P//HfdQpTWDBq6LhbQuLwNd/77XP9LoMKa4fjiXWumrRVVd98862qgMIYZWpSXENasyaQJIJICJKid64ajTquZBASDJnQgtEwakbDaJkSkRJiCjG0NaDOua+5dnLQkGVZlmVZlmUvoL2hL3rw58Mu33HHyTpSjJc79sm+O+p5hHGFpXZuBhdfsXrZJcOoF5XbT16LXOGIM0/1iiGa0e77Furhvh6MmIWmi7lTy5e9Yl+/t9wtS2suWdHL1my3mHnCV+zrUyod7TpSBDs2aDHC6n3y2C1nwciY0Tl90Ou0TTxpJNslHbbN9h/7LurOdFEM4IOn3kG96HP3n3l09dxoJlQsordzNLN1qT6r3xvY0Z2nm86/+aGEGY1S27JoAz5/jz22slgWR4rCtXyS2bpk9UAvHO2FmTPOM9/1Lx/qeHZ9H0wq3HJbnZHMS1bkqes/VUMVLSShEjRQQS0SIYoWKSJulMxn/9BSF9YosNou77/1TW9+xRNLp1WDFJcKHSeXVn1MtNKTJ3t2sKiy6ndIOD3OnXcX+1Xv1j/42fD7188vH52gWkU7AhA4qV8GSWI/km6DaDRSIalsuBe5G8gLCEwAGEIQgJ/esSo0cRITkm3FNMqNcg2aDriIBiGZNqGQNK9wCoptuTB7bkxxrT7QnYvsOv3tF/zKr/328eEkAORkPDkOnpAq1ExPTChBSAUARzUBBkoxMQusMosJYipKs5CeEMMALqrFOKGJJknH203SeBuLCTer8Xhr1wJjdeBFT/7IR29SwHDtjEsBex4/tqhj6clwfHRuhqEtrAvsxkmjEWPbJx7fDe1a6guw9/GHFk7aPGiHLRpYCRL7M/PdzvwFF55LRqw3qtw2sGZOtdfvL5x+1rnDdtKaOrjacUMp9Do9o8WnPnkTPR0AUGHdVnY7VDZxMZMokmNrtrR16byoWVZqYuuImQoAs8AM0AM6gAPYOm+cLcoukVrz0V8AACAASURBVAXs10wVctCQZVmWZVmWZS8cbFGCEGX93nubZhzQpNj6aZmz7QTT3XLGmTA8d8pO0+kOx1UnmC3RzVXSb9JWtc1Dj+PRwwRYISih8Bd/93XFKTtYyK43QbCKdjwZdshP2jqlOH74UQQ4kk5sn7jp5hhDQmJCjIFD0+sU6/VAUfjNW7dd/WJhgxAKQDitfOxDbtwmIgFUYVRJ0YEfDavauut+4PvYWmsMzXaRWjSy66MfT7E1qtZQgI4mY2c7Y+t05/ZtO0/d9KJ/4YpuRyzXqklhOIFGaB9fOTx6+H6AQISCYaCAYebp83Xoxg+UF87XsEVxPI4buMGn77j0UJxJ6QnfjmY7YNdraSHaU9tOT7rr8MvbZ9OLz21/7tU73vZzr/pfv/y9v/tfL3/jTw7P396OV22oOlAHSFAIDKzimTEFLP/k137j9Zh5MBgU3lvDITaAVFVdlr0b/+rDCoSYyk4fagBsTIJ4roxBiBGAiACYToF0zqmqtcY5l5J86pOfOba0EoGYtGlx9513hRBItFOW49GIGKoJUJ72PFCMRmNVdc4ocPjwsZWVFe+9TDMQ5pRS27YnnXRSp8MAEW38RSKIYMeOLUXh2LBoZGYiUtWY4vr6ev11PEWUg4Ysy7Isy7Ise+GIjFIShtVTd9xpTWArom0JYqHadZY7nflLLkS3OOni81cLu5KCh9/W2K1jbIqYC3Hm0HG87+PzgEmKEMHU/ZaXnnrdNYDZiW60tNqVcRp3SG23I6FZvfs+jMdOWn5y8eEbP6kpjpEMo41NGVsHUbh1yNwll+CsM0FuHq4DcZPxbX/1gZlRk5hGgLL6BCvUU99O4mTL/EU/+D3odECYWPQSVTfd/tgddxlKBYmFBKAFgcvjxm659pvK3hxefGma6XfFly1pUudcIBkaaV08uuseQKNENVCD9MwTWAULWJVz0PB/3LP3bLGAwLfv3VLHEpaca5iHjJp5U2tn6sIUp6xs3X7ZL/+H897+v9CXP/uz//mn7/it63/tVz/xZ++45YM3pLv2dqIvYrQAe5KkDBYGDEAgBUPp74+//P8TMNCzNrkhxl6vM79prtPxGoN3PDuzaTxqbrjhIwR4PzMeB4CV9FnpxHPaUTMmkwkzi8j0ZVJQb1xZ+BBbIrJsH9jzyN9+4rOAN8bsvnfvvscPaExEYEJoa28NQRRqHU/fzPHji8zMBAKOHVudTCZlWRLRNGgQESLaufMkACIJUJCYacuVpCedtMM5w6SqyZhpkoIU0+Li4tGjazloyLIsy7Isy7LsH00YGFbNF27FU09ZamtTgUOZhBOtgo4Vhb/ovNSx5txThqduXuwVLYxJZCOR0BiDbdbc9/4b7FNHuGmh0hCHgs794e+vi6LQMqYYZiwbcIhacJtG7sBT+uAD1FaTT36huHefYRqWAJJoIGq4mnT780esk2u/qWGXEhuAJ9Xaww/qwYOb2hSIVzuk0DIqKzmQUFFccTFO2galmOJQk63ki+9492m2o6nWZqSxiWRt0W0jV5sW5l7z6sYqztnG551m4L06JO4aLykEbbeVjj99K8VERK2ink5FFCApVEEilBL+iXa6LzjLrrWPPNn5/J41iksd16LdMlBfiRSdSVkOYI+dcjp+9Re/6fo/3Xtk6Z7v+tGjf3DjVY8sXbdv9IqjzRmHV+d27z36hv9x/MZPuVHLISKqMSQQIYIhMAhgAf0TXf0TWcHGaEpRKYrCO/vaH3jNYH1ZQj2pI5vyiQPH3vyWPyYyMZBOKxpIFEmJ9DnlDTFiMBhM9/8gSik547Zu2XLNS1/CSM6wKhXlzPv+/AOjUYwJf/TH74OyYTA0NNVFF10wM9MVEagYY6YVDUeOHlXRpk0AxuOxMaZt22ktg6qKiHNu69YtSWA3BkhMJ3QKkXpvrDWiiQjGGIWKCAjD4XAwGOSgIcuyLMuyLMuyf/x2SxWHjj90/YfmBmPiekJj4uijOOvHZAfd7szFFwwZ9Xx327VXLW7trrJpQBOWdZ/WSJo0ofWVPX90PQHocmQzBLvLL565+MIgwQoLgxwpybBpCtDs8upjH/0wlo7v+4sPn7kaGFKVqirOUI16RmlYt9UZp2x6xUsbKjwRGESyeNOXT0mpRAyGBgUpSSeqAQGucd1t1708FQwyzGyJ8dDjzZ0P9QaV4eRVkCKXRa0ayc6ddQ6ufNHQcT1ru5edm9gQ2MJynUolq7E3GM1+ac9o/0ETkxLqaZV8VMj0ObokKCC5oOFr2gw98uEvPPHBT+uFO5/sJoCIbSyKTaHorIaVK8/Z9O63zL7xp6uXvRgL81TJOavhZav+tNX1uTAoB2vb6nrL8cUv/+bv4eBR0ggQAwREECzBgBXmxCfxTxE0PPM6SrDOTeqqbauf+anXf8vLX0KpFtHCdw133vmuP9/76OrM7FbAAFBK2Bip+VwWQttiOBwy8/QlRARRd2zd+j3f/W2GU0yNiFrbe2zvof37n9zz4OEv33KnMR6SCOIs/9APvmZurgcKQDJm4w0sLS0rlJlFUU9qa+3T5zKmiYaI9HodQIkgmqx1ChVN1nIS9Po9QFWViEREVY0xIYQYYw4asizLsizLsiz7x2+3UsLS6vK9e3opGgv2rEgsagwnY6L3PD/HCEb15DNPb72tLIKhVjEyse7bgam3LMwe+8xX0NbBalAxcDCuvOjcNVBpChskQeFd3bY93+mk5tDuu7C8OHzwka0JKtIyVMUzjxg98quxqk7eYs46uWQugDZOQNC9T8wLRYiCgwEAKwKlADf0jk45KfgCQYS5RBw9un+n2nZ5yRlblgUpjLOT0Ko3M5s3o1MwYoC6TTNQZjATh6ZlY5wF1/X8uBodeBJVRUCQ+EyhPCEBMp2emNfN11RHeezgg3fs2nL69qU0jqZc9mgK12/tnJ3pvvrla6+68gAwgHvRa747nH3SiBUpNGjRLVMPQVsx6C6NwpOHQQSH1CYHK9g4L0H6T1bO8NWUiSCqEuOpp2191XXXekve+7W19ZAI6h98cF/byImjE9MJGJDntBBiRAjhxO1HqmrIbJqfv+CC88vSOgM2ZlK1TcD+A0cfeOCxcdWklCACSUXhLrnoAu8caSLo9HCEKrVtNGycJVWICDMbY6DPBA0hBChCCKKSUpr+n+OJVhFFUUwjBgBQqCrT13uN53sqy7Isy7Isy/4Z0xOmvyzq0YEbbuwdXeknqdpmIpFgVKJGjRIvv+QSNn52WHfH8ZILr9hivTUMcOE8GdMiFsTVyvKm+x8LD9zfIFrlnpYixn3z1Y97K4n74+SZhxqZnSHtc1zfc//g45/YMmmcNkxoVYnZREldbmNyCyfv/J5vHW2Z16EgqCsITx3k2x90o2HDYOvZOUjyoomwUhRHZzs7X3JNQgdsOUk3VMdvuXV70O2mVE3DtrXsmkmjlgF6ybd/K6pmdnk80zRnnHqmo+hBrBy9G3GqjKiHUPrsO96FOhhtS7ai0+fOgCKCE8AA5akTX3ttVbjvgS2PHtVDxy59ww/v3hQWOyiDC+DiZVed+x/fMEzurGAXJqDTT7/qHW86dPrCMrWB7RLVJrVdCQOMt603B+/fI5TAMGQcEDVFkBCMwrJRlWkrAWPMZDKx1qpCT5QniIgCxhhVmTZBNMZM994hBGOgogBUBNjot6BgJSQRY6ltJ/V48u/+7Y9fetE5VTNe2LqgCmv6X775jrLsKQgkSiKk8qwJF/8ox44tE5H3PoTAzNZaA5rrd1506bYzz9zuCg2hZVOW5fzuex/99Ge/WAcSgbMMCZddfOGll57tPZgVSCG0xhgFHT++KCIhqmHMzc1NAwhRmSYaxpjZ2dnFpeXCewIzGwApijUOQFOH4WAIELNp25aYyrIMMfR6vc2bN3/d1o7Nt0+WZVmWZVmW/fN14inoRtbAR48+8PFPnDNpC8WSopwri7a0tRGQV1l/7LEn3vq2VaVC4znkek8c74TkE0AbeyyX1CjOlvrobbctfNMFhVngGtzpbb3mxV/Y2j9jeeImY/T8iLQUYhA0bm7j/dffeGYMArAyiyhQJIREI3Ljk7df8RM/cgg66xmagPrI577QPXCkC9s4r0JcR1ZxbGrrHnbp0tf/K51bUBgYgyhYXl66/fZT64oJ4yjJey9sQlKn4zA88MEbR5/7uE4cFortTxzttIkQk0rl0RoSBlQTaeehx+v7Hiyvu8oY0o1WhFDiCAWYlZHyE9ivQTrx4FN7r1nTh9/7N5e/7ZdOveTcz/ynty0cbI+g3PmvX7VS6NZUdBYFTdOcavHyi8y3X7X6nsOzre02qRNZwMe7srXCaGU5WmXAKlyCM3baDYGSQCIbF2NMKZXOpWmy8Oy5FCfihpQSwNbaFJO1NsXGWgtAFAYg5hMnH2ja2lOBGCOQeqUtHH7ix157z3/5jcFw2fu5SRUefWR/2S2AiSIqKdQABH0ui2BxcXF6lmFjZoSIEdm+dcExXnzlRUef2lWPo3NFDPXNX7l7cXGlasJMOSNaW8s/+ZOv73XRKT2xQmV6HwMUktRtXRQzCszNz1lrY1JjbEo6/beqqlpZWdvoDkkWEGbHbJNgPB6urQ2JOk0bfVFIjAlqmOfn508/fe7r1pAkBw1ZlmVZlmVZ9s/V9Bj2NG6YVkq3Bw7g2HI3KTGx5wS3Phx1MM+GXaiGBw+uLC4LfFpbK+c2+fF6z80GBCegQEpqBUZg0a48+FBPSI0qGwVox45NV1y0+qld22ElAs54sogy0WaTKUZHFgFXA6RsBQpxCTPcXXN88stfjH6XMe26FzEePXnrrlMmlbXlOkEEPqohYkWjMtjS337tS6MrkQBmo4K9T6SlRaZoVIjNRBVRutZrt1yJ7aF77jy0vLSDt0xKaetwujZAYkORIYATUvB6Qf2l9fXHDpTXXumMtIKNoAGUQASGAglweTV9NZ6MK04TVHLP6vE/u3HbL/zE+a98ef2hu8uZzcOO28QLE7TYViJ1VsygQph98cWDGz7ZC6mINYBoqfK6rebV1EaAIVYZbaIOACCBlVJK5LyqTk8ETBOHEODMiffAPD0jwGxU2VrbtmKYpz0R2hYdS0/fDM8EEwRjbdO0zpoUw6BuXvqSy8kkVxpvbQzchqSTCTaqIETJQDcSqH+spztBigiIAThD87NdAGecefJksm7sHJMNwMGDTw1HE2ILgElLX1x15RWdEs4yIETQE4M2Y5S6rjvlTAK6HbPRoAGkKkQ8vdnX1tYBiCgUxjAzhZBUeTgYNU2wRZ+elUJCsbCw8HVdPPn+ybIsy7Isy7J/1lnD0z9JKT1505fO7vZ7QFK4/nwTMNdZMOzrUM+wnAHavr52RjW+POGk9Won/FCqsZOWiZV8YlIWYpjJ+J778NSKxpA8YoK48urX/8jxwhTUt61yy0YskWkcZjTtbDSYtOZBSkUwCvZKmyedpa1zZ/3Mv55U1YIwDCDj5ta7Bl++s1BVX4xVkXQmkCNO2tZGt3zbS3HlBYApk00hQal69/uK8VorE9VgbDFiw1yakJp63GK0Yzx8WZSzU3v+qJmLdVvoGGG6W/OJtlW0ZUKJ6Mxh09x+B8Yji2ine0kiAQUQwEhAzOvoa2nYLhSrBe1ocPwvP33Hj/1i98oXnffGX8B131IMY6clqFm1kyqubIrF3OLkpLMuWJybGZadmvxKxy726f9j706DLM3u+s7//uec53nuvbnV1tXVe2vpVkutBi3QooUkZMssBktGsg20ZcBYMDAwHgY8xnaEx2NDBB5vE+GJGMYxQ9jjRSPPi5Fx4F0wYBASRhhtltTqFqilbvVWS1ZVZt57n+c55/znxc1qpJIcMZYfO1zw/URHVPWSmdWnnptR53vPUs1rXYU2HKn2m/0Q1YKbSWXU1nxWai21uHvTNLXWtm1jjEdHy1JL9eNZd3U99dRTKcXNUQXVa601xhhiHAaFzVWlpWx6g0suk4fN1QzyMgyrna32zjtO/5k/9991na3Wh203k0II0VWl6pudM19uaHjuuedSSpuDEnyT/PL4grtvD9KrX3H/an01hJq9mtLhUS/F+WIx5jGY3fviF529SSbN562pWFCttcolG4bh6PBo8wlvueWW48MXvG7CQUopxvjU557KWcE2v+zgHs1i0+jJJ58L1tRqMTa11s3aEJc/9NBDx4c5EBoAAAAA/P+pDLq2e+Lofb+6U0srZVmfTWoPlv2qZku2G2x3uTxr5VSse3WtYT8mXd22Swtd7TQEy8GGaKtkfbuun35SP/e+nH1pKkFBce+1Dy7uvXvtHtznamyoJfvQhfHw4ERf+qQrM5msK8EVG9nWWLdf+TI98MIQUzeqpFrK6t/+7f/rxPnDUOPlsS+hiR62cwq1FtVma+tr3v629akTRZZqiE08PH/+iX/8T7thvdIqhTRmr91idO9k29uLbhH2jq7elkur9RmV2SLsL/LRllcvqepErxMlns5xr7c7qi7++gf13PmgEoKrZMncQlXwzZmQhUfpS4n1vjO3pn697sJwtLrlUv7kX/vp3/j7/+D2zm762teHC2Xv0tHJdb84amfvfN+nv+evbJ23cb7Vd4sxNIdNrGZ3XalB9dQtN49S2YQGC3GzucF1+sTJkIKCmdnm6Z3P5wcHB0888aR0vHvC3ft+fOSRRza7J9w9hri54nFra6tp5NW9Vouf3whMUq3VzNxryX2bklf7/u/91j/2Xd8uK2MezIJicJP0/AWbJv9yQsMTTzxRSzGzlFIwq7X26/XZs6clv/feF9519225DLVWhSBFCzGmRvKSx9e+9qFgMmlvb2fzi968nM0s57perXORSQ888MBmk4hc1+6/dEmPfPKTn3vygtlm0UeUh83+p/e979dTSiXLLGyWQrh727Rvfetb63/Gs0jYOgEAAAD8zukORxcvbR8cnpBkth76+WznxNZOPOqLas3Zy2q02FdvfWzU1DYcqc/JJJtlhaIxqASFWH25PP+Jx3bdl1K32f7edSduOdfrY4181sw09NnXoxcfSxPMTTnKjjffK0pFduquOzyqm+9oqaEbQx0f++CHH7JYkx+No3WtWY1FfXBJ8/m8edl9S9ksRw1VXTj/zDP58tVme0uytm3HYempsziWMuach7DWOFbF3lMdxqMmLmfq5m1clVi99eMV9V2xmezw/AUdHUqqtShXtcmfn5Li36fTie29Tu2H69XZudOXn35uz2bjTf0//sX3PPHZj99650teeNvZq/vPnnlqaH/h0ebgIPyhtzSKUSFWC+7N6FvVQ1jY6ROHmwM3q2TyUi3KTLPZLMZYQ6jyWquX4sn39y9dvHjB7IWb35ta6zgMFy5cKGXTGdyCqarWOuvmbataPXyp38UYY3/UxxhKKWPu23Z+JL397Q//w3f+8/1LeT7bWq8PwxeEhS/zPfjLly/nUixaCNG81rEuZu181lbVnZ2tF73oBU8/8al+dEnutRSPyS2EUsrtt500k7vm89l1z6K7l1pKKSnGc+dubppm3R83iFKq5Bb0zNPPPvXU07fddqYJm4tDrV+P83nzqU/9Zi1yr+bB5S65e2rSPfdsx/+Mzw4rGgAAAIAbxFoaleW9RtegkkOxQbqqcfRV6q8+9s6/+/KPPb4byqWmHnRxK8zDUK7Uo8N5Hm0I89mF0PZNzHF9tU37MdS+3nnY3HnRz64k9zF1Q561fubI5vfUdvX3fiZ8+uMntWpGHzzsn9y1N33tQTfLGuP6qlvtU9uN25rf/Nl2t+3nZw9mwdNc3WydLtrin9/R7nz1g7Ze7Ft4dqH5qs0/84GXPP7c9uqyQn+ia0+t+6N48MTO4SLnvonPvOV12r1972CrPbLPbdfeDuf/5F9sdfHksj+n2K8PrQtLHz87D1cWu/nK+r6DnVW385mdre3QX+nqji9ecrG79VKwIQ4xXGx12eySpd7mrnzuYPXJ/+2dOn8QZJcWbd+qHcNN67AzVM1631vxcH2xHM7tf8db/uWZnRP1xO6loVs0q/lBPPitr3zyt97+c//mm3/6Xff+pZ94yT/4P/p3/63TVz/57266eOEF9dZVd9flNLbzM+v2rkN79ETzN77xnp3Xven2sTstP9pZr+erWfXYK/W6594XHeUrQ8q9ah/KkGw/5+bkLT/+N/7+z7/vE09e1MHQfOxTT//4X/2pxy8ux7jTLHbGUlWHGPo2DvfcfatcRWFUKuqqUgkHNVz1mmrZqSV0nXu2RTrbxrnC0WLQvTcvvu0tr+26C6OezdZnS8V3rCxSrZ1fmunZdlg0VaFK6l1jsVI9Vk+1NMrJSig5tM085yxlr0MZ9ZnHnwraCWFn2ftopTTj2sreyVtjiQvTw297vdLTcascFo3p1FFRXORQD07Ouwdf84reNAbNF/MwbLWrk7PhRFvmHta5uTj0q3kbxnXe29J3fsdbZ2EMZaUyBJMHk4Uunf6TP/AT7/2ljw9VV1feS489+bm//Df/7q9+4EMpzlpv25xSmCdL3q++5etfZ2uFUaFsFm7EopqVq/XyHL1TTTWucloPthj8VFWqaV+2DF/uriJWNAAAAAA3iGsX8EWZbc4XMHNTIzXjqIOjX3nnP9xuZXLJt0ef5dBJUUpqlrI61LN2ZlittuIiexyqghSTh7T0OpSyrqm03WxZLl/d8mEshzvj+uMfOn3/PblpimKjcNNrv+L9ty1u/tzV27KCDen4zP9grtaDSm1js85rj2lV+0tnbzvz4FeWWVpKWXIdPfrIB1anm8Oq84fLZZNDdbXJG39yGO306d2HXrlqbZ7UV9VgRfmjn/g35zpVU+g91XJmpZO9N2azUlbq23HRKbZ9ux13LpeVbDaohBq3W8/9QVNGs1JtVBj3Na5n2//2/b/0gn/3Zn/jG6qFpRST0ijJpFC/vN35v9OZ+V1f99AHTs3jMC6uPrsY7LT5QVfHUC/NFN1lfqkc7S2228PlbTbfWx19zC+frss4Dk2tnWZS/bbv/K548pS8VjUhhJLXsiCTtXr961+df3IMOdfRzLyJsW12ah4+/OGPf+d3/6momsf15UsX9/b2QjgTgtWSzWtQ9TwOdfja1z0UgvLoTRP8ePfL9VdU+uZlIsli26jv/eHv+IM//X++y2bzWTsfy2YZweajkqt6qNXkm2U5Mtl1iyXMvRTPIQQpuEWZ1uu1zNxlFlRDVArRdre3YlSt/i3f8i1//i/91HNXPY99N5sF2fpotZXiHbfffO89d0hVCqlJxy9akyy4oiwOfXa3GFOI+pEf/cHf+OCHfuNDn1CIq+W4vb0bmnRw6fIjB09+5/f9yKte/cADX/Gyxz/76Y9+9GNPPvW0aVFKSWlmFsd+f3trtrp6+Ee+7RvbTj7q2j6R428oJr82Yua//f9q18YkfNl3VBAaAAAAgBsnNNi1mZMHeciu0WtnphD0xFP1Nx93k7maqq6UTh5lQbOL0oXZ4rmttuwsrh6mtjbZgsw6C93q8s2mWZ/ntTTjGM3iWMJBWpulvi8f+OTpt9nFODaKp4rr3B129rSevDgvw2AlVJnMzcy1iN2YR+VS1Lftdq71zrtfor2bYwlbUY1kfVl99BNnRt8ZayjmXpJCk0tq41jiRS+vuuOFXTZJTdWtynF/Pz/yW9FlUrUqhW6z775bPFouzhc39Wd2Hjvct3l3xk5cWq9jak41s22r62d+63RUU3NyN8WdMS9TrFbs8pVH3/urL3vd15ZmdDXFdO2+AisKhIYv8bjFpL3ZN/xXb3/sJ//Xc2paaeZjGfPlzo5ai7XKS2vNdmzb2WK9vDwO68tXzu/ddPbS+csnT9x64eAw3n37i7/q1UpJFlxBqjHGOpQQqlK4485bv/KBl370Y4/PZyelWnLO/ShTsFm/LvIa1J666Y5xGIO53IM8Bksp1mz9enjpS++WFIOkWj27vmCi/HxoqBbcpBrXq/XO9uwl97zkDa977S//2kddJXiQgjxs/rPgwZ+//dFC3bzejg+M3Pwbc6ulZJlcQR6GrOW6l1RrDZbcc7AmhnF7J25+GV3bnTt38/7RwXw+N1nTNDWvQ1Pf+HUPpaTRPW4OWVB123ztUBXlzcHBehhK08X12k+dtO///j/+3/y3f3os/c7WYrVeWx/nOzvz2Zn1evneX/vIr3344zkP+/tX5rOtrpuNfZltt8t1LxvzOH7Na15xz4tfKmnMuX3+Po/ni4xtzuj8/JqyGbvwH9PfCA0AAADADSJWmQe5eVAJknLQ6L5tVcP4uV967/057M9CU2tbagllLKVavDovjwT/ij/7w2/8I28eT+6U0s48DXIza+qgJx7/R9/7fbMnjl6U0+xo1YR1buttR3W/7ZpLR9s/92H98HL31q2sqiujzpy8+ZvecPT4+aPzz62bXE3FgkmxWvFVTTXHOM5mT9cjzdtXf9vbtditVfPq3Tjq00/qo4/dsj9ujasT1l1WbILNytBY/Nxs6+j2W2YvfWlWKKboJVw4rO/+f+/41DNDF8dWq+RdLltjlfuzXf/IuTNv/R/+dPv1X3fvLIX5rg68SV3xEq1o/9J7fvBPhg9+JEh9k6USqpnPtw+OHuxufepd/+zlf/Q7d19020rJj9+stkFxJW95ur5IUbBZ2n3HHznx2KNP/J13n3MtRpnLvYRSuurbgzrvhuC/3h689sd+6JkPfuSU19XhlUazXysH+y8+9Zo//yO65Zxi9BiLVBQaayyOUvGh7O3NfuIv/tiP/vc/8bnPXpAsxZhriSE2Tduvh5RSre42y3UVQpW8TbGUoV8ut+bxj373ww99zattMzFXiSb5ZimCSy4VU5A2JyOEKgXF+Vxexu1581d+8i++7Tve8cRTV5puq7rs+dYgr6FsVjQED26hmlcrbsU2i3KkEHMpg8xLVbC4f3l55cqBTKXkFEItlmLbdsP2lg4P+hM7uSaSNQAAIABJREFU7XqdH/yqr/7Qx362bff6YbVo26IctH7HO769Fg/RTYoxuLlbdXk1uZLUXDx/JcVorpiUi/+BP/Da9/3qW/73n37nbBZTbBezxeWjo5riUJTS9mqoXpsTp06EEIZ1v7W7uHq4n2Ls2vWLX3jXX/2rf+nmm7t1X2bztDkr41qLMVfYjKA/P24epSo3aXPG5JcfRQEAAADcCKy4rk0KNv8gKoRotajP/fs+cPPReh2bMTQ5xGKhBCumtWRbJ86+7BU6e+dw8lbfOaftM+Ppm5ZnzvRnz+mee27+iq8sixODJ0/zVUir1JmCXLOs8dNP6ld/rTFfW6mdL7eau77v2596+Z3PzOfr2PaxzSFlS9mao7GGxc5RsLy7tZ/C3Q892H3rN1zdbS81WjUmX//WP/1H4/LQirsseDQPxW2huVwXTu7e8QMP92f3LiZ7NmrVVD311Mf//v99us+htmOMR21YtlZM0TUW7269tX3dG3TbXXb23rJzS73ltnHr9Grv9PrsOb3wrjP3vDSWuXm7St1h046hnY1+LocXPtOf+8R5/cpH57nOlMO1+dYoWzEt+tKhoV2mtp7YetGf+f70PW/58G0nHtvbujhbZOvmfbO7jifGxU5eHHhXfs+r9t70ukv/5F/vpsVnvP/MbScOv+1Nr/57//PJb/4mdUmmEqwcTz6PlxHYLKakN77uZT/8Q++4+/ZTng9mTZknH4ejPK7azUfJL189SN1s3qXgo3mf+8O77jj7gz/wJ/7sj/3Iib2ZXFZLkIffnt+6qQTVoByUbXPZ5eb4RMsW5Xm47dyZt/z+r1+0IShHFdu8nW9yM4VhM+G+9ma+y7LZaMqmYq62rdUHuVeXK5w/f+FoeaiQvQ4xuFVPFnf3Wpl2tjq5zbr01a96uXwc11dD7a3mNsWXvfRFd91xskm2WVOzt7djlmWDW5ZlN3Ol1bKPUSWrSdZGKz7+qR/9gT/2R9/WpKK83r9wfrFoD1cHVXUYy7DO0WaHV1ahWHRfHVzc27Z52996buuv/5U/d//9t8Wo2TyOeS3VzXmtdrw+yo7/f20zbiXYGFRMJbj+Yw5LZUUDAAAAcMMVh2s/2RSHqvLMs599/PHT6/G+fi6N5lEKY/A+hSHMjtRs3XGvwo7n47cqG1PWZnnE4ivvf/1H/sVHThyUU+5VcSU/sN5raGs4HPPH/tl77n/T63dmWU1nPu6dveu+175heP+nTx0drwgIsiglxbCKITd+dXvtdvb3PnyUFpLbcr016/IzFz7ynl86N4bqbVUa1PQx5VB2rbFSw97Z+974+4Yx7gWtvCYvz/7i+w8e+ezNau652qytHsUi5VmRlDzN73nVgzpzS99HWwTL8uBNspjSKCmnc7c/kA9+/qT7UT+amh01n95dnVmmmIfWZ49/4Dfu/vavj6nK62Z+6tw98e8LDVUxLK5qaO+6+4V//X+89Xsf+8TfedfBL33Anrm0vRzHoGdmXdo+sffK++77rm/50E+/++hTV3X7ufWLz77wzd/48m//w8vt03XVhKhyfN3E5ol1mUlFpjxWi+m7Hv59L33xzb/wC+9/z3t+/pOPfmqWLCQPoY45x9Rut9F9pXEdfXzBnXfff/9L3vLmN33D1782JdVcY5IFaXOZSC3Jai7rNjVDHoLFGIrXYuaS5VLjcBQXWwppe8v+8Nu+4d3/6GcPDtdFzfGk2DdPc5FUq44309TSxjKo9zoe3x4ZhpqXwbS5mfLg4GC1PpC6YFW1NCoh193dthaFoDpWd73kxS/e7uzy0eF8vms196ujhx78/aXU4qNHi0EndhamMdja5NXMlF0+Dsc9ccx9SsFzf/rk1v/0l//8K1/x6nf/Pz/3mc88/dz+c52G4E0TFmqj8nKvC+PBpflcbepfed8L/uC3fvMb3/Tgnbfd2iV5rTIP0a79NhyfQuHPX+3qJVg2r9FmuV91KcWg4DV+ua8NQgMAAABwg3AzU5GCyaJUlKRQysH+1Wc/8eiT6762jcJujmOOZdWMy7auk11ebLcve7nOncxJY1IoVdJoYZDM1M6ardd+Tf9P/9Wnxsfma1c3W8oObjraPcjzpT97ovvsox8/+Qu/cus3fKO6mHLWurn/a3/v+3/2fY989om6mXm5YrXg1o/Dqmvb0ye37nqZHnyNLbW7MHUz5fr0I4999vz5sL1dYxurlo0dtmkZx8X55U15tvPKV9i5u7o606C5+bC8/Cvvf98ylisnmpde3b3Slf1FzTHLVUJ45vTuQ695lfa2Spq7tC7aTlVd7KW11HRNvf3c07eevbzcvpBXHuMst5+48+rehXLTOD+wkFb7e1fPx5tubTc70V0zqfJofcm5YrDk6qxdhvbi9qz9qpOvfuAVevQZPfL45V9+7xMXn0r3v/Dlv+ebdObcv3r3Ow8ePf+H/sQP6R1v0ktOjmlxQVuDmpuWKvO6eU7i5oxB28zQq1SbpqnSWOvrH3rg9Q898KM//D2P/uZnPvihD//yL7//M08+vX/5oBTNthYnT5z+uq/+qte85sFXvfr+3T1Fk1cFKaVgqjKTLIbgWadPbT/5ufO55hjbJqSS111ajMPStN2kYKGTFKy69IoHXvJ973j73/xffiqoVMXnU1POqyrNmiTXsKzBPKWhKldXCiG68nh1exFTiMl0eDheOP9MyatgtUk1+JBCiNV2dk6ulstusQgx1MHvvOO2N37dg5/8zcefeebCyZ29ncXZV73q/pTk2Yaxxla3nTuXrA+yamO9dv7iul97lQVZdZPmbdPnYTFbfM93v/mtf/DNn3vyyi/+6/f88nt/4ZOPfOr8s5e8hhTaedueufXEN/y+N3zr277p/vtfMJ+nbMcnMITgkse4WaYRng8NZkFSlcY+z5PXPMznXd/nqLw+Wu3cfvrqvmZnv6wW6u68hAAAAIAbQJaiRismTwoqQaYxqKlVVy7r1z+ig7VuOqFYFLJC3pzqVgaLW6d1z8vVJgUN/diGWtrmMIQqbas0q3X/wQ912VWV2y6dOtU359unV5bDuB2ebXT7/a/K6i6nFJRPDUUXr9THPhm6JOnaG8qSJUm15N6yndyeveiuZXOiSlKdycOF8/k3f7PN0pgVXK3UWl7EdCXrIOj2W/r77rYS2jF6zEfNUD/xyO6yVxt0Maspaqusqkgecojpjrt08y3FmyipSGEtpTHGq2ad6vb+oT76qKIpjJ4axa40F9NBVd9pyKuzW+WV962UtpQWQ5RLrXpTx9P1pR63lKWqMelyUJF282qxlNZVqwPNyvrUziw16kPZvxKXM9VGd44HnTpPxRZZ2rmiYS9LMcg2TcpMpkEqruBqfNOqJEnVJVOVVusxdc0wyKWQ1ESNh9rakkxjLwveNZswUO3zGtHRoX7rM8/Mt/ZyjUfLdUxhNouHB5de8cBdJvWr5WLuUig5xNTloufOry5fOaoKn3+K5Nbu6s5bbi1DbULIRfuro2f2j3KVPHQ1heJ5sbpy8dID9774xGIm6cKV9bMXLxVL7il4iiU2JRw2n/mKe+8bl30bmpBCDXr64mq+M5/PFKThSLO2WhikZJY86Lnn9i9d7l3J1chDtSDp5q31LbeellQ8K5Rr12ekUmVBctWiYLq8PwzLYha6rjtzSsOoEJQayXy9Puzm8+Np/+cVgOf/csldOZeQ4pXD9aq3ELq+z+M47m51qvKcz93c2n/ovqJ3vUsPP0xoAAAAAG4QaylpnWpWaeVtieOyehNj49Glqwca8/Lmrbo5x0GlUQ2ylKPlpBrlsXZReQiq3jR9jKNk8qg+1qGq1tBddhutGzWcy+tt135T19Ju6ZK3BylJOpN7jTm3PkSrUpaqLB7fuOlS7OWjwpGGs8MiNEFW3UssQyy1sUZWa6h9zEv5UvmUx61VLM1sv0mLsS6OqrbTlTSa1MlHz9HC8a1/mzsHZTV7o9aqBWu9uIJZXSo2Y0xDMEnJBw2HoWn6YCs1KzUnddTVEIaqEMYmXDElpW2FWY6qUpSHL7rHEFJRjdmUTUFjo8FUc12UGqSc1Md8KPnQd0qhme+sLA51vZeXVk+ug42dZsqu3A5BMSlalW22qYTsyi5zJVP0moPJLIzjaCHGGIexhBh9ExHMXCEUt2ByxeCuWktO6fhSRvnx+/Pj4G5mJgvmQaUops1kugRzr9mtxpBqtRiavs9tkzaVYnMWwfE6gtzPU2tZ0axWlaQhyI/viFXIWtrYxSYW+VhCDKPX2MYslyy6UpFVXQ3LRZwlDyrS6KWp3sTsqpJVD8VjqK4cQ+seQlApbuHa7ZKbDRMu1RwsVq8xWS5jk5rq7rJaLUST5NlTMEm1VHcPdrxYxN1zHmKURQtfEAnsWnB4/icqpQYLuVZ3UzCXQlS/rrM2lGFsUhqzd7P/wNLwrnfp4YfZOgEAAADcILIUVGWDqqu28qZp8lg0a3rJ9rbboMWYtLmzTzKTXLWOOSp3cWl1qXWTfEuNKQapkRqZsmLsyvIodmERWrldCN2Wdyqap2FuYVZN69hFqZFqUPFUm1Tj8ReyIMlq2NwDuFXlKpa2VaXBVbMkpcVxiJBC1SzUxkYr6624o36IYzy5F6NFhapl3W7c5rOj1dhq1s7NsjRKklr1UUoKUhnG2tSjpvbSKaUDNSbtFEVXDil3W9Hr9pC2LZYU3HY8aJgpq1ZpIe9k7WZmGaXj2oDrBS2VgmKjnJrRGlNNYZ1CloY6hqKTnqvqsg0H0s7CqrQyG1SrKVpWjavOGhWTBY/H+Wvzbvy1Kz9MCpbknvshmMWU5GqiQnB3l1ezIFWlVGvJtR/HHKO1TfrtCfO1gyB9PGq3tp8/csPkZShN0jCu2iaGUIt1VZa9BKnrkqS4eQasXts942pSko1jMQ+hM5mSim+CnZKZ5tFMtYy5rUlBXSPXKBWTRYubdT1dSuZVCnUsIUSZS+OyP5y1M1Po2s7dzdpag1wmWfUYTTbKTRbkQSY1QbKo6K6gxkuwoFpzE+NqfeCqs2ZLniwoJDczqbiUS+5zbppWIbmCPEvXlh3p+EQSHY9QlRSDSWpikKludmpIoSkxeOqsDEdJkra/jIeH0AAAAADcIKrkqrIiJVWXW7EU20E6knKMSXYqy8PxtCm65AqpCSYzT9JM0aWs1EqdFDczrKFoluJsrnFUrgrzRScbpSxL5ilqLJsvXWbqmyZ0avoax6ooj6qhWg2Ws2Kr0RWDedIoxVHRFIIU6qhxpa45PnrRiqXouzbTGNTNZHru6vLk7mI2q7py6B40n2/PWut16FpkhV5yeVXp5FVmSmpqzTn0axVpezOBjaNUVNq8DjXkoc0mKZjZJdOW0kKjBUltvXYHolTD8b2FhIYvpR8U3bxJHsZWRQpaBR/Md0OzNTYaerUyJXerl0szi3PFXuFKV0927putPqr2/D0p14Zd+rxrE12SpbaTq/Q5JgtmKtWCFExyL8WiahnbJqox95pzn1J3vBblmnbRSbmOJTStzGKoMciCN0l5WLazmRSLagjJj1fHHF/oKK9S3dz7uO41ltTUFDqTVMcc2po1SMHk8rBcHS66edu1Kia551FNlbLJpCh3eTOUtWobYwohbibzRWV31ro8KZTaW5WHGCwoSq4Yg3yURqnKg2ojJQ/l8uWLpmZv70SKQZK7UkxSns9aqXqtZpvbIryqjHUIIVpMXYxFtq41br78b69i+NLKMJRSmq4LUTmPKQWvY9+vu8U8tkFf7v2WhAYAAADgBpn2tVKUq0ZVk9egGKsHt2rVS40apH5WN7OKTWU4PlY+KOa6E7UqfYptlKLL6rVJRNfIalXxLoYueh0bSa3UKkRlz3mulEaZelPvbnJPdZ6ibLNL3hS9RiUbXcVi3HzaIdXiJShK1RuLjbIrSLa5dkAxyOVjqcXmcXvWjD6mpoa9JjTN6OM4aCuoSLlVG4/fDG+jgklFcoVxPNnalmIqZSeW4zP0glKwxs1jVJBUs+Vx1sxMYVQjlaTeFV2pStXl1ZK7udTwgH2RzhSqoltQdJmZtG1WNutBisulGhtpV2q2osbaKHRSli9ljbSQXE1QOF6tvzkQUsEk+7wF/M9PhGMTZbY5W0SqcpPcQnJXTMeZyt1S2vxmxeNPo+f3P1hojvdLmFl1r6XGOIux81osBJUaY/Rai9fNfg3Z8SGVm0+x1TXBg1xlLLGJMUaXTM3xIomg7fm2yVRcwSRZaFwlbDKEgoJJdRZnwYJMHt2iuTYXZDTVq0wxJJn58a4O1eoxulnYrIaQruWVqpMnTktWSpVCDMeDVF1mwSV3d1MtVaYQQhNmkhepuidLaXPo5eb4Cz8e7y9sBseDH1KKbVNqCW4ppVJyaprUNMdtL3yZN79yRgMAAABwYyjH3aBIg1SDQlIzrmsTkjVBNuTap8Bbide7qq4tZWaNpAOVA6vb1mwXhaHKqlr3ICM0AJPgjAYAAADgBhJ7yZSiKYYiZcVRIXXJsrQctD5MZdTOgoG6zm7Z11FWnEtxFur81F5WVghKkoKCRqllmIDpEBoAAACAG0TeLJ6WFGKMvcK61l23cOnqB//WTz/3L3/+ljH3I9cnXG/hz2x7Nw+LZ9f9/j13vuGn/lq6+aS3bU1NURhEaAAmRmgAAAAAbhCzzUbyINusaNBhzrulqtqZJ55bfPhTdy0P1pHQcL3Hd59bH4XoW6aQu0FNURxWisWa9Py5AQCmQ2gAAAAAbgwHUVGaXTu5zqS9trXVKIWdUmfjIC2XWjFQ17m8m3JQyCFbs4xVMSvWtapUG4WZX7t2EcBECA0AAADADTJhvnY1wtwVpEZaumpQVL/f5qN2aEeVlj/hX++epxfbtbFi1Rd1v1O/pSF1bTi+CdRpDMDE+DYEAAAA3BgaqZNal2WZq01au0qXmrR+7ObmidvSc2WrO8+f8K83X0nanskGzVa+rSNXnTWKUdZ4lVe5xG0dwHR4OQEAAAA3htNVUQrZVVyyEKyN6uV204kH/+s//lVv/T3z/qjRCxmo63xmMbRDPVGbmOYp1gv3nszWBIWTchul7EyMgGnxegIAAABuDE3e/OiKRSaFYBaS5GrmZ25NJ0/EWJfN7QzUdUadl2aj6nqsTbN9SQpKO1KzOZ2B0yCBqREaAAAAgBvEZj4cpVBdtSgGr11JQa2qqUTVsqgcBnm9+1ajQtIQ5EHbtYkltk3jUpGihqRR2mKYgOkQGgAAAIAbQ04qpkE+qki1kW9bY4PrID/+i+99+pOP1MOrO/GQgbpOiG09GtTM17Jy9sRD7/guSXLJNba6JC3FhhNgSoQGAAAA4Ab5s3tVjGo9mM2WCqnK1srdmOKVg1/+mTN/+91N2dyAiS8Q8pib0JaoEh9/8W367jerVfWFmY3SOa/qi2YNAwVM9qJjCAAAAAAAwFQIDQAAAAAAYDKEBgAAAAAAMBlCAwAAAAAAmAyhAQAAAAAATIbQAAAAAAAAJkNoAAAAAAAAkyE0AAAAAACAyRAaAAAAAADAZAgNAAAAAABgMoQGAAAAAAAwmcQQAAAAADeGnG0MqkFmi6RVo/OLesIHXdqf+3I1G27az67d6z4ofOGbiy53+e+qYfvw3Z+7eb+ZH87Ouz+302mrHeRmuembRZVm4WgWtni6gOkQGgAAAIAbQ25lrlBlUg2qUqvgY5V1GmQlBbXPbF9loK6zd0FnhjgrflaLC0PS1XU7X1SZJAUNppExAiZFaAAAAABuDFdN0WoXQiO5ZFIjBUWlraE2+6O2FXeGg+s+qtb6+X9rZmb2u2rcTnZnzqgrUtRcB0VhRzmGECQpaBShAZgYoQEAAAC4MVR5lEkKrmqKUpHcg2Iz7O4sz5w+Oio7B/31H+VfGBpkpt9doeGzfVnmYUeLK7KrMappZeF4GIzHCpgeoQEAAAC4MexKwRWLW7UoWVKRrGkU1luv/eqTKeaj4WrK133Udce/u36XndAgtcHLyrJvp1zuuusmxZzjTFIyydXxYAFTM3dnFAAAAIAbwDjKTSWq2mbjxJVSS1O2Yuw8q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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">75<span class="ls0"> </span></div></div><div class="c x21 y8aa w59 hf6"><div class="t m0 xb h2 y871 ff2 fs0 fc1 sc0 ls0 ws0">Zmiana klimatu </div></div><div class="c x69 y8aa w5a hf6"><div class="t m0 xb h2 y86a ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86b ff2 fs0 fc1 sc0 ls0 ws0">3,04  </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 0 </div></div><div class="c x6a y8aa w41 hf6"><div class="t m0 xb h2 y86a ff2 fs0 fcd sc0 ls0 ws0">Ryzyko <span class="_ _26"> </span><span class="fc1"> <span class="_ _26"> </span><span class="ff1">związane <span class="_ _26"> </span>z<span class="_ _1"></span> </span></span></div><div class="t m0 xb h2 y86c ff1 fs0 fc1 sc0 ls0 ws0">dostosowywaniem <span class="_ _1f"> </span>działalności <span class="_ _1f"> </span>do </div><div class="t m0 xb h2 y86d ff1 fs0 fc1 sc0 ls0 ws0">zmieniającego się klimatu w z<span class="_ _1"></span>wiązku </div><div class="t m0 xb h2 y86e ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _39"> </span>potrzebą <span class="_ _39"> </span>zatrzymania <span class="_ _39"> </span>utraty </div><div class="t m0 xb h2 y8ab ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodności.<span class="ff2"> </span></div></div><div class="c x6b y8ac w5b hf7"><div class="t m0 xb h2 y8ad ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _7"></span>negatywny, <span class="_ _7"></span>rzeczywisty. <span class="_ _7"></span> <span class="_ _7"></span>Gru<span class="_ _1"></span>pa <span class="_ _7"></span>nie <span class="_ _7"></span>pos<span class="_ _1"></span>iada <span class="_ _7"></span>planu </div><div class="t m0 xb h2 y8ae ff1 fs0 fc1 sc0 ls0 ws0">transformacji ani szczegółowych polityk<span class="_ _8"></span>,<span class="_ _1"></span> które odnosiłby </div><div class="t m0 xb h2 y8af ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _10"> </span>do <span class="_ _f"> </span>zagadnień <span class="_ _10"> </span>związanych <span class="_ _10"> </span>z <span class="_ _f"> </span>bioróżnoro<span class="_ _1"></span>dnością, </div><div class="t m0 xb h2 y8b0 ff1 fs0 fc1 sc0 ls0 ws0">natomiast <span class="_ _24"> </span>bioróżnorodność <span class="_ _24"> </span>jest <span class="_ _24"> </span>elementem <span class="_ _24"> </span>Polityki </div><div class="t m0 xb h2 y8b1 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowej. <span class="_ _5"> </span>W <span class="_ _b"> </span>ramach <span class="_ _5"> </span>Polityki, <span class="_ _4"> </span>G<span class="_ _1"></span>rupa <span class="_ _5"> </span>zobowiązała </div><div class="t m0 xb h2 y8b2 ff1 fs0 fc1 sc0 ls0 ws0">się do <span class="_ _8"></span>dążenia do minimalizowania <span class="_ _8"></span>w<span class="_ _1"></span>pływu prowadz<span class="ff2">onej </span></div><div class="t m0 xb h2 y8b3 ff1 fs0 fc1 sc0 ls0 ws0">działalności <span class="_ _7"></span>operacyjnej <span class="_ _8"></span>na<span class="_ _1"></span> <span class="_ _7"></span>b<span class="_ _1"></span>iosferę, <span class="_ _8"></span>zwłaszcza <span class="_ _8"></span>na <span class="_ _8"></span>tereny </div><div class="t m0 xb h2 y8b4 ff1 fs0 fc1 sc0 ls0 ws0">cenne <span class="_ _6"></span>przyrodniczo, <span class="_ _6"></span>zo<span class="_ _1"></span>bowiązując <span class="_ _6"></span>się <span class="_ _6"></span>do <span class="_ _a"></span>poszanowania </div><div class="t m0 xb h2 y8b5 ff1 fs0 fc1 sc0 ls0 ws0">ich bioróżnorodności.<span class="ff2"> </span></div><div class="t m0 xb h2 y8b6 ff1 fs0 fc1 sc0 ls0 ws0">Opracowanie <span class="_ _20"> </span>planu <span class="_ _28"> </span>działania <span class="_ _20"> </span>na <span class="_ _20"> </span>rzecz <span class="_ _20"> </span>ochro<span class="_ _1"></span>ny </div><div class="t m0 xb h2 y8b7 ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodności <span class="_ _c"> </span>–<span class="ff2"> <span class="_ _c"> </span>Biodiversi<span class="_ _1"></span>ty <span class="_ _c"> </span>Action <span class="_ _c"> </span>Plan <span class="_ _c"> </span>(BAP) <span class="_ _9"> </span>dla </span></div><div class="t m0 xb h2 y8b8 ff2 fs0 fc1 sc0 ls0 ws0">Grupy <span class="ff1">UNIMOT <span class="_ _1d"> </span>i <span class="_ _1f"> </span>włączenie<span class="_ _1"></span> <span class="_ _1d"> </span>oc<span class="_ _1"></span>hrony <span class="_ _1f"> </span>różnorodności </span></div><div class="t m0 xb h2 y8b9 ff1 fs0 fc1 sc0 ls0 ws0">biologicznej <span class="_ _e"> </span>do <span class="_ _e"> </span>we<span class="_ _1"></span>wnętrznych <span class="_ _e"> </span>procesów <span class="_ _d"> </span>decyzy<span class="_ _0"></span>jnych </div><div class="t m0 xb h2 y8ba ff1 fs0 fc1 sc0 ls0 ws0">jest <span class="_ _1e"> </span>jednym <span class="_ _14"> </span>ze <span class="_ _1e"> </span>wskaźników <span class="_ _1e"> </span>realizacji <span class="_ _1e"> </span>celów </div><div class="t m0 xb h2 y8bb ff1 fs0 fc1 sc0 ls0 ws0">środowiskowych w <span class="ff2">Strategii Grupy. </span></div><div class="t m0 xb h2 y8bc ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y12f ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x6c y8ac w5c hf7"><div class="t m0 xb h2 y8ad ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 y8bd ff2 fs0 fc1 sc0 ls0 ws0">Upstream </div><div class="t m0 xb h2 y8be ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div><div class="c x21 y8bf w59 hec"><div class="t m0 xb h2 y3f4 ff1 fs0 fc1 sc0 ls0 ws0">Bezpośrednia eksploatacja<span class="ff2"> </span></div></div><div class="c x69 y8bf w5a hec"><div class="t m0 xb h2 y86a ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86b ff2 fs0 fc1 sc0 ls0 ws0">3,24  </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 0 </div></div><div class="c x6a y8bf w41 hec"><div class="t m0 xb h2 y86a ff2 fs0 fcd sc0 ls0 ws0">Ryzyko <span class="_ _22"> </span><span class="fc1"> <span class="_ _2a"> </span><span class="ff1">finansowe <span class="_ _2a"> </span>związ<span class="_ _0"></span>ane <span class="_ _2a"> </span>z </span></span></div><div class="t m0 xb h2 y86c ff1 fs0 fc1 sc0 ls0 ws0">karami  i  opłatami  ekologicznymi  z </div><div class="t m0 xb h2 y86d ff1 fs0 fc1 sc0 ls0 ws0">tytuły eksploatacji paliw kopalnych.<span class="ff2"> </span></div></div><div class="c x21 y8c0 w59 hf8"><div class="t m0 xb h2 y871 ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie </div></div><div class="c x69 y8c0 w5a hf8"><div class="t m0 xb h2 y887 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">2,51  </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,88 </div></div><div class="c x6a y8c0 w41 hf8"><div class="t m0 xb h2 y887 ff2 fs0 fcd sc0 ls0 ws0">Ryzyko <span class="_ _1f"> </span><span class="fc1"> <span class="_ _1f"> </span>utraty <span class="_ _1f"> </span><span class="ff1">bioróżnorodnoś<span class="_ _1"></span>ci </span></span></div><div class="t m0 xb h2 y872 ff1 fs0 fc1 sc0 ls0 ws0">poprzez <span class="_ _7"></span>emisje<span class="_ _1"></span> <span class="_ _7"></span>w<span class="_ _1"></span>ynikają<span class="_ _0"></span>ce <span class="_ _8"></span>z <span class="_ _8"></span>bieżącej </div><div class="t m0 xb h2 y873 ff1 fs0 fc1 sc0 ls0 ws0">działalności.<span class="ff2"> </span></div></div><div class="c x21 y8ac w59 hec"><div class="t m0 xb h2 y871 ff1 fs0 fc1 sc0 ls0 ws0">Degradacja gruntów<span class="ff2"> </span></div></div><div class="c x69 y8ac w5a hec"><div class="t m0 xb h2 y838 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">2,61  </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 0 </div></div><div class="c x6a y8ac w41 hec"><div class="t m0 xb h2 y838 ff2 fs0 fcd sc0 ls0 ws0">Ryzyko <span class="_ _6"></span><span class="fc1"> <span class="_ _6"></span><span class="ff1">degr<span class="_ _1"></span>adacji <span class="_ _6"></span>gruntów <span class="_ _6"></span>i <span class="_ _a"></span>utraty </span></span></div><div class="t m0 xb h2 y872 ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodności <span class="_ _3d"> </span>związane <span class="_ _3b"> </span>z<span class="_ _1"></span> </div><div class="t m0 xb h2 y873 ff2 fs0 fc1 sc0 ls0 ws0">magazynowaniem <span class="_ _5d"> </span>paliw  </div><div class="t m0 xb h2 y874 ff1 fs0 fc1 sc0 ls0 ws0">(i wydzielaniem węglowodorów).<span class="ff2"> </span></div></div><div class="c x21 y60b w59 hee"><div class="t m0 xb h2 y8c1 ff2 fs0 fc1 sc0 ls0 ws0">Zmiana sposobu </div><div class="t m0 xb h2 y8c2 ff1 fs0 fc1 sc0 ls0 ws0">użytkowania gruntów, </div><div class="t m0 xb h2 y871 ff2 fs0 fc1 sc0 ls0 ws0">zmiana sposobu </div><div class="t m0 xb h2 y877 ff1 fs0 fc1 sc0 ls0 ws0">użytkowania wód słodkich </div><div class="t m0 xb h2 y4e0 ff1 fs0 fc1 sc0 ls0 ws0">i mórz<span class="ff2"> </span></div></div><div class="c x69 y60b w5a hee"><div class="t m0 xb h2 y89d ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y8c3 ff2 fs0 fc1 sc0 ls0 ws0">2,35  </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,88 </div></div><div class="c x6a y60b w41 hee"><div class="t m0 xb h2 y89d ff2 fs0 fc1 sc0 ls0 ws0">Szansa<span class="ls25">  </span><span class="ff1">związana <span class="_ _24"> </span>ograniczeniem </span></div><div class="t m0 xb h2 y8c3 ff1 fs0 fc1 sc0 ls0 ws0">ilości <span class="_ _35"> </span>i <span class="_ _35"> </span>c<span class="_ _1"></span>zęstotliwości <span class="_ _18"> </span>zmian </div><div class="t m0 xb h2 y873 ff1 fs0 fc1 sc0 ls0 ws0">przeznaczeń danego terenu na inny.<span class="ff2"> </span></div></div><div class="c x6b y8c4 w5b hf9"><div class="t m0 xb h2 y8c5 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ pozytywny, rzeczywisty. Spół<span class="_ _1"></span>ki Grupy, w ramach </div><div class="t m0 xb h2 y8c6 ff1 fs0 fc1 sc0 ls0 ws0">zarządzania <span class="_ _17"> </span>tematem <span class="_ _17"> </span>istotny<span class="_ _1"></span>m, <span class="_ _17"> </span>stos<span class="_ _1"></span>ują <span class="_ _17"> </span>następujące </div><div class="t m0 xb h2 y8c7 ff1 fs0 fc1 sc0 ls0 ws0">działania: <span class="ff2"> </span></div><div class="t m0 x17 h11 y8c8 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wsparcie <span class="_ _24"> </span>i <span class="_ _10"> </span>realizację <span class="_ _10"> </span>projektów <span class="_ _24"> </span><span class="ff2">odbudowy </span></span></span></div><div class="t m0 x18 h2 y864 ff1 fs0 fc1 sc0 ls0 ws0">ekosystemów, <span class="_ _e"> </span>w <span class="_ _d"> </span>tym <span class="_ _e"> </span>tworzenia <span class="_ _e"> </span>siedlisk <span class="_ _e"> </span>dla </div><div class="t m0 x18 h2 y8c9 ff1 fs0 fc1 sc0 ls0 ws0">zwierząt,<span class="ff2"> </span></div><div class="t m0 x17 h11 y4c3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Podejmowanie <span class="_ _41"> </span>działań <span class="_ _2b"> </span>minimalizujących </span></span></div><div class="t m0 x18 h2 y8ca ff1 fs0 fc1 sc0 ls0 ws0">degradację środowiska, takich <span class="_ _1"></span>jak ograniczenie </div><div class="t m0 x18 h2 y866 ff1 fs0 fc1 sc0 ls0 ws0">emisji <span class="_ _1"></span>zanieczyszczeń <span class="_ _6"></span>i <span class="_ _1"></span>stoso<span class="_ _1"></span>wanie <span class="_ _1"></span>najlepszych </div><div class="t m0 x18 h2 y8cb ff1 fs0 fc1 sc0 ls0 ws0">dostępnych technologii,<span class="ff2"> </span></div><div class="t m0 x17 h11 y868 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Monitorowanie <span class="_ _8"></span>i <span class="_ _8"></span>minimalizowanie <span class="_ _8"></span>potencjalnych </span></span></div><div class="t m0 x18 h2 y8cc ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczeń <span class="_ _d"> </span>gleby <span class="_ _d"> </span>i <span class="_ _d"> </span>wód <span class="_ _d"> </span>gruntowych <span class="_ _19"> </span>na </div><div class="t m0 x18 h2 y791 ff2 fs0 fc1 sc0 ls0 ws0">terenach operacyjnych Grupy, </div><div class="t m0 x17 h11 y8cd ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Stosowanie <span class="_ _11"> </span>procedur <span class="_ _5e"> </span>zapobiegających </span></span></div><div class="t m0 x18 h2 y550 ff2 fs0 fc1 sc0 ls0 ws0">wyciekom substancji niebezpiecznych, </div><div class="t m0 x17 h11 y8ce ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Inwestycje <span class="_ _24"> </span>w <span class="_ _10"> </span>odnawialne <span class="_ _10"> </span>źródła <span class="_ _24"> </span>energii <span class="_ _10"> </span>i </span></span></div><div class="t m0 x18 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">projekty  fotowoltaiczne  jako  alternatywę <span class="_ _e"> </span>dla </div><div class="t m0 x18 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">działań bardziej inwazyjnych dla środowiska,<span class="ff2"> </span></div></div><div class="c x6c y8cf w5c hfa"><div class="t m0 xb h2 y8d0 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 y8d1 ff2 fs0 fc1 sc0 ls0 ws0">Upstream </div><div class="t m0 xb h2 y8d2 ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div><div class="c x21 y8d3 w59 hec"><div class="t m0 xb h2 y8d4 ff1 fs0 fc1 sc0 ls0 ws0">Oddziaływanie na stan i </div><div class="t m0 xb h2 y8d5 ff1 fs0 fc1 sc0 ls0 ws0">zasięg ekosystemów<span class="ff2"> </span></div></div><div class="c x69 y8d3 w5a hec"><div class="t m0 xb h2 y838 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">2,64  </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 0 </div></div><div class="c x6a y8d3 w41 hec"><div class="t m0 xb h2 y838 ff2 fs0 fc1 sc0 ls0 ws0">Szansa<span class="ls26">  </span><span class="ff1">wynikająca <span class="_ _5"> </span>z <span class="_ _b"> </span>pozyty<span class="_ _1"></span>wnego </span></div><div class="t m0 xb h2 y86c ff1 fs0 fc1 sc0 ls0 ws0">oddziaływania <span class="_ _46"> </span>na <span class="_ _5f"> </span>usługi </div><div class="t m0 xb h2 y873 ff2 fs0 fc1 sc0 ls0 ws0">ekosystemowe. </div></div><div class="c x21 y8cf w59 hee"><div class="t m0 xb h2 y8d6 ff2 fs0 fc1 sc0 ls0 ws0">Inwazyjne gatunki obce </div></div><div class="c x69 y8cf w5a hee"><div class="t m0 xb h2 y887 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y8d7 ff2 fs0 fc1 sc0 ls0 ws0">2,62  </div><div class="t m0 xb h2 y84d ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 0 </div></div><div class="c x6a y8cf w41 hee"><div class="t m0 xb h2 y887 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _f"> </span>utrzymania <span class="_ _10"> </span>i <span class="_ _f"> </span>za<span class="_ _1"></span>pewnienia </div><div class="t m0 xb h2 y8d7 ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodności<span class="ff2">. </span></div></div><div class="c x21 y8c4 w59 h56"><div class="t m0 xb h2 y8d8 ff1 fs0 fc1 sc0 ls0 ws0">Oddziaływanie na usługi </div><div class="t m0 xb h2 y8d9 ff1 fs0 fc1 sc0 ls0 ws0">ekosystemowe i zależności </div><div class="t m0 xb h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">od nich </div></div><div class="c x69 y8c4 w5a h56"><div class="t m0 xb h2 y8db ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y8dc ff2 fs0 fc1 sc0 ls0 ws0">4,19  </div></div><div class="c x6a y8c4 w41 h56"><div class="t m0 xb h2 y8db ff2 fs0 fc1 sc0 ls0 ws0">Szansa<span class="ls26">  </span><span class="ff1">wynikająca <span class="_ _5"> </span>z <span class="_ _b"> </span>pozyty<span class="_ _1"></span>wnego </span></div><div class="t m0 xb h2 y8dd ff1 fs0 fc1 sc0 ls0 ws0">oddziaływania <span class="_ _46"> </span>na <span class="_ _5f"> </span>usługi </div><div class="t m0 xb h2 y12f ff2 fs0 fc1 sc0 ls0 ws0">ekosystemowe. </div></div><div class="c x6c y8c4 w5c h56"><div class="t m0 xb h2 y8db ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4c" class="pf w1d h3f" ><div class="pc pc4c w1d h3f"><img class="bi x21 y253 w58 hfb" alt="" src="data:image/png;base64,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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">76<span class="ls0"> </span></div></div><div class="c x69 y8aa w5a hf6"><div class="t m0 xb h2 y86a ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 0 </div></div><div class="c x6b y8aa w5b hf6"><div class="t m0 x17 h11 y86a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Minimalizacja <span class="_ _33"> </span>generowania <span class="_ _33"> </span>odpadów <span class="_ _33"> </span>oraz </span></span></div><div class="t m0 x18 h2 y86b ff1 fs0 fc1 sc0 ls0 ws0">wspieranie procesów ich recyklingu.<span class="ff2"> </span></div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">W raportowanym okresie działania dotyczyły <span class="_ _8"></span>o<span class="_ _1"></span>peracji </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">własnych Grupy UNIMOT. <span class="ff2"> </span></div></div><div class="c x21 y8de w59 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Inne bezpośrednie </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">czynniki oddziaływania na </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">utratę bioróżnorodności<span class="ff2"> </span></div></div><div class="c x69 y8de w5e h96"><div class="t m0 x6e h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y8df w59 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wielkość populacji danego </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">gatunku  </div></div><div class="c x69 y8df w5e h5b"><div class="t m0 x6e h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y7ce w59 h62"><div class="t m0 xb h2 y84d ff1 fs0 fc1 sc0 ls0 ws0">Zagrożenie globalnym </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">wyginięciem gatunku<span class="ff2"> </span></div></div><div class="c x69 y7ce w5e h62"><div class="t m0 x6e h2 y84d ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y8e0 w59 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Pustynnienie </div></div><div class="c x69 y8e0 w5e h64"><div class="t m0 x6e h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y8e1 w59 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Uszczelnianie gleby </div></div><div class="c x69 y8e1 w5e hf4"><div class="t m0 x6e h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y8e2 w5d h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">ESRS E5 Gospodarka o obiegu zamk<span class="_ _0"></span>niętym<span class="_ _1"></span><span class="ff2 fc1"> </span></div></div><div class="c x21 y8e3 w59 h76"><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">Wpływy zasobów, w tym </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">wykorzystanie zasobów<span class="ff2"> </span></div></div><div class="c x69 y8e3 w5a h76"><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y78a ff2 fs0 fc1 sc0 ls0 ws0">2,83 </div><div class="t m0 xb h2 y816 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y819 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 4,50 </div></div><div class="c x6a y8e3 w41 h76"><div class="t m0 xb h2 y463 ff2 fs0 fcd sc0 ls0 ws0">Ryzyko <span class="_ _21"> </span><span class="fc1"> <span class="_ _33"> </span><span class="ff1">i <span class="_ _33"> </span>koszty <span class="_ _21"> </span>związa<span class="_ _1"></span>ne <span class="_ _21"> </span>z </span></span></div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">wypływami <span class="_ _53"> </span>i <span class="_ _40"> </span>wykorzystaniem </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">zasobów, <span class="_ _37"> </span>ryzyko <span class="_ _37"> </span><span class="ff2">ograniczone<span class="_ _1"></span>j </span></div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">dostępności <span class="_ _40"> </span>zasobów, <span class="_ _40"> </span>ryzyko </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">związane <span class="_ _4b"> </span>z <span class="_ _4b"> </span>sankcjami<span class="_ _1"></span> </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">międzynarodowymi.<span class="ff2"> </span></div></div><div class="c x6b y539 w5b hfc"><div class="t m0 xb h2 y8e4 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _4"> </span>ne<span class="_ _1"></span>gatywny, <span class="_ _4"></span>rzec<span class="_ _1"></span>zywisty.<span class="ff2 ls27">  <span class="ls0">Grupa <span class="_ _4"></span>UNIMOT, <span class="_ _5"> </span>jako<span class="_ _1"></span> </span></span></div><div class="t m0 xb h2 y8e5 ff1 fs0 fc1 sc0 ls0 ws0">podmiot działający <span class="_ _1"></span>przede w<span class="_ _1"></span>szystkim w <span class="_ _1"></span>sektorze handlu<span class="_ _1"></span> </div><div class="t m0 xb h2 y8e6 ff1 fs0 fc1 sc0 ls0 ws0">paliwami, <span class="_ _21"> </span>ma <span class="_ _33"> </span>istotny <span class="_ _33"> </span>wpływ <span class="_ _33"> </span>na <span class="_ _21"> </span>eksploatację <span class="_ _33"> </span>i </div><div class="t m0 xb h2 y8e7 ff1 fs0 fc1 sc0 ls0 ws0">wykorzystanie <span class="_ _23"> </span>zasobów <span class="_ _23"> </span>naturalnych. <span class="_ _23"> </span>Wpływ <span class="_ _23"> </span>ten </div><div class="t m0 xb h2 y8e8 ff1 fs0 fc1 sc0 ls0 ws0">obejmuje <span class="_ _5"> </span>zarówno <span class="_ _4"> </span>proces<span class="_ _1"></span> <span class="_ _4"></span>pozyskiwania <span class="_ _4"></span>surowcó<span class="_ _1"></span>w, <span class="_ _4"></span>ich </div><div class="t m0 xb h2 y8e9 ff1 fs0 fc1 sc0 ls0 ws0">transportu <span class="_ _5"> </span>i <span class="_ _5"> </span>d<span class="_ _1"></span>ystrybucji, <span class="_ _5"> </span>jak <span class="_ _5"> </span>i<span class="_ _1"></span> <span class="_ _5"> </span>końcoweg<span class="_ _1"></span>o <span class="_ _5"> </span>użytkowania </div><div class="t m0 xb h2 y8ea ff1 fs0 fc1 sc0 ls0 ws0">paliw <span class="_ _9"> </span>przez <span class="_ _9"> </span>klientów.  Dostęp<span class="_ _8"></span>no<span class="_ _1"></span>ść <span class="_ _9"> </span>zasobów, <span class="_ _9"> </span>a <span class="_ _9"> </span>przede </div><div class="t m0 xb h2 y894 ff1 fs0 fc1 sc0 ls0 ws0">wszystkim  ograniczenia  w <span class="_ _e"> </span>dostę<span class="_ _1"></span>pności  spowodowane </div><div class="t m0 xb h2 y895 ff1 fs0 fc1 sc0 ls0 ws0">między <span class="_ _c"> </span>innymi <span class="_ _b"> </span>s<span class="_ _1"></span>ytuacją <span class="_ _c"> </span>geopolityczną, <span class="_ _c"> </span>również <span class="_ _c"> </span> <span class="_ _c"> </span>mają </div><div class="t m0 xb h2 y896 ff1 fs0 fc1 sc0 ls0 ws0">kluczowe <span class="_ _d"> </span>znaczenie <span class="_ _d"> </span>dla <span class="_ _e"> </span>działalnośc<span class="_ _1"></span>i <span class="_ _e"> </span>Grupy <span class="_ _d"> </span>UNIMOT. </div><div class="t m0 xb h2 y897 ff1 fs0 fc1 sc0 ls0 ws0">Niestabilność <span class="_ _23"> </span>na <span class="_ _34"> </span>rynkach <span class="_ _23"> </span>surowcowych, <span class="_ _34"> </span>sa<span class="ff2">nkcje </span></div><div class="t m0 xb h2 y880 ff1 fs0 fc1 sc0 ls0 ws0">gospodarcze <span class="_ _17"> </span>oraz <span class="_ _17"> </span>zmiany <span class="_ _17"> </span>r<span class="_ _1"></span>egulacyjne <span class="_ _17"> </span>wpływają <span class="_ _17"> </span>na<span class="_ _1"></span> </div><div class="t m0 xb h2 y898 ff1 fs0 fc1 sc0 ls0 ws0">koszty <span class="_ _a"></span>i <span class="_ _a"></span>możliwośc<span class="_ _1"></span>i <span class="_ _a"></span>zaopatrzenia <span class="_ _a"></span>w <span class="_ _4"></span>paliwa, <span class="_ _a"></span>co <span class="_ _a"></span>wymaga </div><div class="t m0 xb h2 y882 ff1 fs0 fc1 sc0 ls0 ws0">elastycznego <span class="_ _22"> </span>podejścia <span class="_ _1f"> </span>do<span class="_ _1"></span> <span class="_ _1f"> </span>zarzą<span class="_ _1"></span>dzania <span class="_ _1f"> </span>łańcuche<span class="_ _1"></span>m </div><div class="t m0 xb h2 y899 ff2 fs0 fc1 sc0 ls0 ws0">dostaw. </div><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _f"> </span>przypadku <span class="_ _10"> </span>działalności <span class="_ _24"> </span>Grupy <span class="_ _f"> </span>UNIMOT <span class="_ _10"> </span>ważnym </div><div class="t m0 xb h2 y845 ff1 fs0 fc1 sc0 ls0 ws0">aspektem <span class="_ _6"></span>oddziaływania <span class="_ _6"></span>na <span class="_ _6"></span>ś<span class="_ _1"></span>rodowisko <span class="_ _6"></span>s<span class="_ _1"></span>ą <span class="_ _6"></span>generowane </div><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">odpady. <span class="_ _6"></span>Główne<span class="_ _1"></span> <span class="_ _6"></span>ich <span class="_ _a"></span>strumienie <span class="_ _a"></span>pochodzą <span class="_ _a"></span>z <span class="_ _6"></span>działalnośc<span class="_ _1"></span>i </div><div class="t m0 xb h2 y782 ff2 fs0 fc1 sc0 ls0 ws0">operacyjnej.  <span class="ff1">Grupa <span class="_ _9"> </span>zarządza  odpada<span class="_ _0"></span>mi  na <span class="_ _9"> </span>podstawie </span></div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">krajowych <span class="_ _41"> </span>regulacji <span class="_ _2b"> </span>pr<span class="_ _1"></span>awnych, <span class="_ _41"> </span>wewnętrznych </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">dokumentów <span class="_ _6"></span>oraz <span class="_ _6"></span>w <span class="_ _a"></span>oparciu <span class="_ _6"></span>o <span class="_ _6"></span>ce<span class="_ _1"></span>le <span class="_ _6"></span>zawarte <span class="_ _6"></span>w <span class="_ _a"></span>Strategii </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">na lata 2024-2028.  </div></div><div class="c x6c y539 w5c hfc"><div class="t m0 xb h2 y8e4 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 y8eb ff2 fs0 fc1 sc0 ls0 ws0">Upstream </div><div class="t m0 xb h2 y8ec ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div><div class="c x21 y7c0 w59 hee"><div class="t m0 xb h2 y8ed ff1 fs0 fc1 sc0 ls0 ws0">Wypływy zasobów </div><div class="t m0 xb h2 y8c3 ff1 fs0 fc1 sc0 ls0 ws0">związane z produktami i </div><div class="t m0 xb h2 y86d ff1 fs0 fc1 sc0 ls0 ws0">usługami<span class="ff2"> </span></div></div><div class="c x69 y7c0 w5a hee"><div class="t m0 xb h2 y8ed ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y8ee ff2 fs0 fc1 sc0 ls0 ws0">3,08  </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 4,50 </div></div><div class="c x6a y7c0 w41 hee"><div class="t m0 xb h2 y8ed ff2 fs0 fcd sc0 ls0 ws0">Ryzyko<span class="ls28">  </span><span class="ff1 fc1">i <span class="_ _33"> </span>koszty <span class="_ _33"> </span>związane <span class="_ _33"> </span>z </span></div><div class="t m0 xb h2 y8c3 ff1 fs0 fc1 sc0 ls0 ws0">wypływami <span class="_ _53"> </span>i <span class="_ _40"> </span>wykorzystaniem </div><div class="t m0 xb h2 y86d ff1 fs0 fc1 sc0 ls0 ws0">zasobów, <span class="_ _37"> </span>ryzyko <span class="_ _2f"> </span>o<span class="_ _1"></span>graniczonej </div><div class="t m0 xb h2 y86e ff1 fs0 fc1 sc0 ls0 ws0">dostępności zasobów.<span class="ff2"> </span></div></div><div class="c x21 y539 w59 hfd"><div class="t m0 xb h2 y8ef ff2 fs0 fc1 sc0 ls0 ws0">Odpady </div></div><div class="c x69 y539 w5a hfd"><div class="t m0 xb h2 y8ef ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y8f0 ff2 fs0 fc1 sc0 ls0 ws0">2,11  </div><div class="t m0 xb h2 y8f1 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y8f2 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 4,50 </div></div><div class="c x6a y539 w41 hfd"><div class="t m0 xb h2 y8ef ff2 fs0 fcd sc0 ls0 ws0">Ryzyko <span class="_ _1"></span><span class="fc1"> <span class="_ _1"></span><span class="ff1">wzrostu <span class="_ _6"></span>odpadów <span class="_ _1"></span>i <span class="_ _1"></span>kos<span class="_ _1"></span>ztów </span></span></div><div class="t m0 xb h2 y8f3 ff1 fs0 fc1 sc0 ls0 ws0">związanych <span class="_ _41"> </span>konie<span class="_ _1"></span>cznością <span class="_ _41"> </span>ich </div><div class="t m0 xb h2 y8f4 ff2 fs0 fc1 sc0 ls0 ws0">utylizacji. </div></div><div class="c x21 y7ad w5d h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">ESRS S1 Osoby świadczące pracę na rzecz przedsiębiorstwa<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf4d" class="pf w1d h3f" ><div class="pc pc4d w1d h3f"><img class="bi x21 y8f5 w58 hfe" alt="" src="data:image/png;base64,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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">77<span class="ls0"> </span></div></div><div class="c x21 y8f6 w59 hff"><div class="t m0 xb h2 y8f7 ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo </div><div class="t m0 xb h2 y5fe ff2 fs0 fc1 sc0 ls0 ws0">zatrudnienia </div></div><div class="c x69 y8f6 w5a hff"><div class="t m0 xb h2 y560 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y561 ff2 fs0 fc1 sc0 ls0 ws0">3,44  </div><div class="t m0 xb h2 y8f8 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y8f9 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,82 </div></div><div class="c x6a y8f6 w41 hff"><div class="t m0 xb h2 y560 ff2 fs0 fc1 sc0 ls0 ws0">Szansa<span class="ls29">  </span><span class="ff1">związana <span class="_ _4"></span>z <span class="_ _4"></span>po<span class="_ _1"></span>zostawaniem </span></div><div class="t m0 xb h2 y8fa ff2 fs0 fc1 sc0 ls0 ws0">w s<span class="_ _1"></span>tosunku  <span class="_ _1"></span>pracy <span class="_ _1"></span>przez <span class="_ _1"></span>kluczowych </div><div class="t m0 xb h2 y8fb ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _38"> </span>doświadczonych <span class="_ _38"> </span>pracowników,<span class="_ _1"></span> </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">korzystania <span class="_ _42"> </span>z <span class="_ _42"> </span>ich <span class="_ _29"> </span>wiedzy <span class="_ _42"> </span>i </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">doświadczenia<span class="ff2">. </span></div></div><div class="c x6b y8f6 w5b hff"><div class="t m0 xb h2 y560 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _24"> </span>pozytywny, <span class="_ _24"> </span>rzeczywis<span class="_ _1"></span>ty. <span class="_ _24"> </span>Wpływ <span class="_ _24"> </span>wynika <span class="_ _24"> </span>ze </div><div class="t m0 xb h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">świadomego <span class="_ _b"> </span>zarządzania <span class="_ _b"> </span>kapitałem <span class="_ _b"> </span>ludzkim, <span class="_ _b"> </span>które <span class="_ _b"> </span>ma </div><div class="t m0 xb h2 y8fb ff2 fs0 fc1 sc0 ls0 ws0">swoje <span class="_ _8"></span>podstawy <span class="_ _7"></span>w <span class="_ _8"></span>Strategii <span class="_ _8"></span>Grupy <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>na <span class="_ _7"></span>lat<span class="_ _1"></span>a <span class="_ _7"></span>2024<span class="_ _1"></span>-</div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">2028. <span class="_ _17"> </span> <span class="_ _19"> </span>Be<span class="_ _1"></span>zpieczeństwo <span class="_ _17"> </span>zatrudnienia <span class="_ _19"> </span>jest <span class="_ _17"> </span>jednym <span class="_ _17"> </span>z </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">kluczowych <span class="_ _b"> </span>ele<span class="_ _1"></span>mentów <span class="_ _b"> </span>systemu <span class="_ _b"> </span>zarządzania <span class="_ _b"> </span>zasobami </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">ludzkim<span class="ff1">i <span class="_ _19"> </span>w <span class="_ _17"> </span>Grupie <span class="_ _19"> </span>UNIMOT. <span class="_ _17"> </span>Wpływa <span class="_ _19"> </span>na <span class="_ _17"> </span>stabilność </span></div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zatrudnienia, <span class="_ _10"> </span>pozwala <span class="_ _10"> </span>zmnie<span class="_ _1"></span>jszyć <span class="_ _10"> </span>rotację<span class="_ _1"></span>, <span class="_ _10"> </span>budować </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">trwałe <span class="_ _19"> </span>relacje <span class="_ _17"> </span>z <span class="_ _d"> </span>pracownika<span class="_ _1"></span>mi <span class="_ _19"> </span>i <span class="_ _19"> </span>w <span class="_ _19"> </span>efe<span class="_ _1"></span>kcie <span class="_ _19"> </span>osiągać </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">założone wyniki operacyjne<span class="ff2 ls2">. <span class="ls0"> </span></span></div></div><div class="c x6c y8f6 w5c hff"><div class="t m0 xb h2 y560 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y8fc w59 h100"><div class="t m0 xb h2 y5fe ff2 fs0 fc1 sc0 ls0 ws0">Czas pracy </div></div><div class="c x69 y8fc w5a h100"><div class="t m0 xb h2 y84a ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y789 ff2 fs0 fc1 sc0 ls0 ws0">3,28  </div><div class="t m0 xb h2 y8f9 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y8fd ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,82 </div></div><div class="c x6a y8fc w41 h100"><div class="t m0 xb h2 y84a ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _8"></span><span class="ff1">związana <span class="_ _0"></span>z <span class="_ _8"></span>pozostawaniem w </span></div><div class="t m0 xb h2 y84b ff2 fs0 fc1 sc0 ls0 ws0">stosunku <span class="_ _4"></span> <span class="_ _a"></span>pr<span class="_ _1"></span>acy <span class="_ _4"></span>przez <span class="_ _4"></span>kluczowych <span class="_ _4"></span>i </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">doświadczonych <span class="_ _3e"> </span>pracowników, </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">korzystania <span class="_ _42"> </span>z <span class="_ _42"> </span>ich <span class="_ _42"> </span>w<span class="_ _1"></span>iedzy <span class="_ _42"> </span>i </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">doświadczenia. <span class="_ _e"> </span>Szansa <span class="_ _e"> </span>związana <span class="_ _e"> </span>z </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">minimalizacją <span class="_ _40"> </span>ryzyka <span class="_ _40"> </span>zdarzeń </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">wypadkowych. </div></div><div class="c x6b y8fc w5b h100"><div class="t m0 xb h2 y84a ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _19"> </span>pozytywny, <span class="_ _17"> </span>rzeczywisty.<span class="ff2"> <span class="_ _19"> </span> <span class="_ _17"> </span></span>Jedną <span class="_ _19"> </span>z <span class="_ _17"> </span>istotnych </div><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">kwestii <span class="_ _f"> </span>ściś<span class="_ _1"></span>le <span class="_ _f"> </span>związanych <span class="_ _f"> </span>z <span class="_ _f"> </span>osiąganiem <span class="_ _f"> </span>równo<span class="_ _1"></span>wagi </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">między <span class="_ _39"> </span>życiem <span class="_ _39"> </span>zawodowym <span class="_ _39"> </span>i <span class="_ _39"> </span>prywa<span class="_ _0"></span>tnym <span class="_ _39"> </span>jest </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">zapewnienie <span class="_ _34"> </span>pracownikom <span class="_ _39"> </span>transparentnych <span class="_ _34"> </span>zasad </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">dotyczących <span class="_ _7"></span>c<span class="_ _1"></span>zasu <span class="_ _7"></span>pracy. <span class="_ _8"></span>W <span class="_ _8"></span>Gr<span class="_ _1"></span>upie <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>ten <span class="_ _8"></span>postulat  </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">sankcjonują <span class="_ _8"></span>dokumenty <span class="_ _8"></span>t<span class="_ _1"></span>akie, <span class="_ _8"></span>jak: <span class="_ _0"></span>Regulamin <span class="_ _8"></span>pr<span class="_ _1"></span><span class="ff2">acy <span class="_ _8"></span>ora<span class="_ _1"></span>z </span></div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Regulamin <span class="_ _9"> </span>pracy <span class="_ _9"> </span>zdalnej. <span class="_ _9"> </span>Grupa <span class="_ _9"> </span>UNIMOT  g<span class="_ _0"></span>warantuje </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">wszystkim pracownikom określone godziny pracy.<span class="ff2"> </span></div></div><div class="c x6c y8fc w5c h100"><div class="t m0 xb h2 y84a ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y8fe w59 h101"><div class="t m0 xb h2 y8ff ff1 fs0 fc1 sc0 ls0 ws0">Odpowiednia płaca<span class="ff2"> </span></div></div><div class="c x69 y8fe w5a h101"><div class="t m0 xb h2 y900 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y901 ff2 fs0 fc1 sc0 ls0 ws0">3,43  </div><div class="t m0 xb h2 y902 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y903 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 3,41 </div></div><div class="c x6a y8fe w41 h101"><div class="t m0 xb h2 y900 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _8"></span><span class="ff1">związana <span class="_ _0"></span>z <span class="_ _8"></span>pozostawaniem w </span></div><div class="t m0 xb h2 y901 ff2 fs0 fc1 sc0 ls0 ws0">stosunku <span class="_ _4"></span> <span class="_ _a"></span>pr<span class="_ _1"></span>acy <span class="_ _4"></span>przez <span class="_ _4"></span>kluczowych <span class="_ _4"></span>i </div><div class="t m0 xb h2 y904 ff1 fs0 fc1 sc0 ls0 ws0">doświadczonych <span class="_ _3e"> </span>pracowników, </div><div class="t m0 xb h2 y905 ff2 fs0 fc1 sc0 ls0 ws0">korzystania <span class="_ _42"> </span>z <span class="_ _42"> </span>ich <span class="_ _42"> </span>w<span class="_ _1"></span>iedzy <span class="_ _42"> </span>i </div><div class="t m0 xb h2 y906 ff1 fs0 fc1 sc0 ls0 ws0">doświadczenia.<span class="ff2"> </span></div></div><div class="c x6b y8fe w5b h101"><div class="t m0 xb h2 y900 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _7"></span>pozytywny, <span class="_ _7"></span>r<span class="_ _1"></span>zeczywisty. <span class="_ _7"></span>Tworzenie<span class="_ _1"></span> <span class="_ _7"></span>jasnych <span class="_ _7"></span>zasad </div><div class="t m0 xb h2 y901 ff1 fs0 fc1 sc0 ls0 ws0">wynagradzania, <span class="_ _a"></span>które <span class="_ _a"></span>opierają <span class="_ _a"></span>się <span class="_ _a"></span>o <span class="_ _a"></span>warunki <span class="_ _a"></span>rynkowe <span class="_ _a"></span>i </div><div class="t m0 xb h2 y904 ff1 fs0 fc1 sc0 ls0 ws0">motywują  do<span class="_ _1"></span>  e<span class="_ _1"></span>fektywnej <span class="_ _e"> </span>pracy  oraz <span class="_ _e"> </span>realizacji <span class="_ _e"> </span>celów </div><div class="t m0 xb h2 y905 ff1 fs0 fc1 sc0 ls0 ws0">strategicznych, <span class="_ _36"> </span>a <span class="_ _18"> </span>także <span class="_ _18"> </span>tworzenie <span class="_ _18"> </span>systemów </div><div class="t m0 xb h2 y906 ff1 fs0 fc1 sc0 ls0 ws0">wynagrodzeń <span class="_ _5"> </span>powiązanych <span class="_ _b"> </span>z <span class="_ _b"> </span>osiąganymi <span class="_ _5"> </span>w<span class="_ _1"></span>ynikami, <span class="_ _5"> </span>są<span class="_ _1"></span> </div><div class="t m0 xb h2 y907 ff2 fs0 fc1 sc0 ls0 ws0">pods<span class="ff1">tawą <span class="_ _10"> </span>prowadzonej <span class="_ _24"> </span>w <span class="_ _24"> </span>Grupie <span class="_ _10"> </span>UNIMOT <span class="_ _24"> </span>polityki </span></div><div class="t m0 xb h2 y908 ff1 fs0 fc1 sc0 ls0 ws0">wynagrodzeń. <span class="ff2"> </span></div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _1f"> </span>UNIMOT <span class="_ _1f"> </span>zapewnia <span class="_ _1f"> </span>wszystkim <span class="_ _1f"> </span>pracownikom </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">własnym <span class="_ _e"> </span>godziwe  wynagrodze<span class="_ _1"></span>nie  i <span class="_ _e"> </span>płacę <span class="_ _e"> </span>minimalną, </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wpływając <span class="_ _23"> </span>tym <span class="_ _23"> </span>samym <span class="_ _23"> </span>na <span class="_ _23"> </span>warunki <span class="_ _23"> </span>bytowe <span class="_ _23"> </span>i </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">mieszkaniowe <span class="_ _d"> </span>osób <span class="_ _d"> </span>zatrudnionych <span class="_ _d"> </span>w <span class="_ _19"> </span>poszczególnych </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Spółkach. <span class="ff2"> </span></div></div><div class="c x6c y8fe w5c h101"><div class="t m0 xb h2 y900 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y909 w59 hdc"><div class="t m0 xb h2 y782 ff1 fs0 fc1 sc0 ls0 ws0">Dialog społeczny<span class="ff2"> </span></div></div><div class="c x69 y909 w5a hdc"><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y845 ff2 fs0 fc1 sc0 ls0 ws0">2,81  </div><div class="t m0 xb h2 y90a ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y90b ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,68 </div></div><div class="c x6a y909 w41 hdc"><div class="t m0 xb h2 y84b ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _35"> </span><span class="ff1">związana <span class="_ _35"> </span>budowaniem </span></div><div class="t m0 xb h2 y845 ff2 fs0 fc1 sc0 ls0 ws0">stabilnych <span class="_ _9"> </span>relacji <span class="_ _9"> </span>z  pracownikami <span class="_ _9"> </span>i </div><div class="t m0 xb h2 y778 ff2 fs0 fc1 sc0 ls0 ws0">ich <span class="_ _19"> </span>przedstawicielami, <span class="_ _19"> </span>co <span class="_ _17"> </span>pozwala </div><div class="t m0 xb h2 y782 ff1 fs0 fc1 sc0 ls0 ws0">minimalizować <span class="_ _d"> </span>ryzyko <span class="_ _19"> </span>konfliktów <span class="_ _d"> </span>i </div><div class="t m0 xb h2 y84c ff1 fs0 fc1 sc0 ls0 ws0">strajków <span class="_ _a"></span>i <span class="_ _4"></span>przekłada <span class="_ _4"></span>się <span class="_ _4"></span>na <span class="_ _4"></span>wię<span class="_ _1"></span>kszą </div><div class="t m0 xb h2 y84d ff1 fs0 fc1 sc0 ls0 ws0">ciągłość <span class="_ _21"> </span>operacyjną <span class="_ _2a"> </span>i <span class="_ _21"> </span>stabilność </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">organizacyjną.<span class="ff2"> </span></div></div><div class="c x6b y90c w5b h102"><div class="t m0 xb h2 y90d ff1 fs0 fc1 sc0 ls0 ws0">Wpływ pozytywny, rzeczywisty.<span class="ff2"> </span></div><div class="t m0 xb h2 y90e ff2 fs0 fc1 sc0 ls0 ws0">Pomimo braku <span class="_ _1"></span>sformalizowanej proc<span class="_ _1"></span>edury, prowadzenie </div><div class="t m0 xb h2 y90f ff1 fs0 fc1 sc0 ls0 ws0">konstruktywnego <span class="_ _33"> </span>i <span class="_ _21"> </span>otw<span class="_ _1"></span>artego <span class="_ _21"> </span>dialogu <span class="_ _21"> </span>ze <span class="_ _33"> </span>stroną<span class="_ _1"></span> </div><div class="t m0 xb h2 y910 ff1 fs0 fc1 sc0 ls0 ws0">społeczną <span class="_ _4"> </span>jes<span class="_ _1"></span>t <span class="_ _4"></span>jednym <span class="_ _5"> </span>z <span class="_ _5"> </span>prior<span class="_ _1"></span>ytetów <span class="_ _5"> </span>Zarządu <span class="_ _4"></span>UNIMOT<span class="_ _1"></span> </div><div class="t m0 xb h2 yf7 ff1 fs0 fc1 sc0 ls0 ws0">S.A. <span class="_ _b"> </span>Powyższe <span class="_ _5"> </span>ma <span class="_ _b"> </span>swoje <span class="_ _b"> </span>odzwierciedlenie <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>Strategii, </div><div class="t m0 xb h2 y911 ff1 fs0 fc1 sc0 ls0 ws0">gdzie <span class="_ _2a"> </span>zos<span class="_ _1"></span>tał <span class="_ _2a"> </span>zdefiniow<span class="_ _1"></span>any <span class="_ _2a"> </span>cel <span class="_ _21"> </span>w <span class="_ _21"> </span>ww. <span class="_ _2a"> </span>za<span class="_ _1"></span>kresie:  </div><div class="t m0 xb h2 y912 ff1 fs0 fc1 sc0 ls0 ws0">Zaangażowanie <span class="_ _1d"> </span>pracowników <span class="_ _24"> </span>w<span class="_ _1"></span> <span class="_ _24"> </span>proce<span class="_ _1"></span>sy <span class="_ _1d"> </span>decyzyjne </div><div class="t m0 xb h2 y913 ff2 fs0 fc1 sc0 ls0 ws0">Grupy. </div></div><div class="c x6c y90c w5c h102"><div class="t m0 xb h2 y914 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y90c w59 h103"><div class="t m0 xb h2 y915 ff1 fs0 fc1 sc0 ls0 ws0">Wolność zrzeszania się, </div><div class="t m0 xb h2 y916 ff1 fs0 fc1 sc0 ls0 ws0">istnienie rad zakładowych </div><div class="t m0 xb h2 y411 ff1 fs0 fc1 sc0 ls0 ws0">oraz prawa pracowników </div></div><div class="c x69 y90c w5a h103"><div class="t m0 xb h2 y550 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y8ce ff2 fs0 fc1 sc0 ls0 ws0">2,73  </div></div><div class="c x6a y90c w41 h103"><div class="t m0 xb h2 y550 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _35"> </span><span class="ff1">związana <span class="_ _35"> </span>budowaniem </span></div><div class="t m0 xb h2 y51d ff2 fs0 fc1 sc0 ls0 ws0">stabilnych <span class="_ _9"> </span>relacji <span class="_ _9"> </span>z  pracownikami <span class="_ _9"> </span>i </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">ich <span class="_ _19"> </span>przedstawicielami, <span class="_ _19"> </span>co <span class="_ _17"> </span>pozwala </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">minimalizować <span class="_ _d"> </span>ryzyko <span class="_ _19"> </span>konfliktów <span class="_ _d"> </span>i </div></div></div><div class="pi" ></div></div><div id="pf4e" class="pf w1d h3f" ><div class="pc pc4e w1d h3f"><img class="bi x21 yf9 w58 h104" alt="" 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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">78<span class="ls0"> </span></div></div><div class="c x21 y917 w59 h105"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">do informacji, konsultacji i </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">uczestnictwa </div></div><div class="c x69 y917 w5a h105"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,30 </div></div><div class="c x6a y917 w41 h105"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">strajków <span class="_ _a"></span>i <span class="_ _4"></span>przekłada <span class="_ _4"></span>się <span class="_ _4"></span>na <span class="_ _4"></span>wię<span class="_ _1"></span>kszą </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">ciągłość <span class="_ _21"> </span>operacyjną <span class="_ _2a"> </span>i <span class="_ _21"> </span>stabilność </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">organizacyjną.<span class="ff2"> </span></div></div><div class="c x6b y918 w5b h106"><div class="t m0 xb h2 y919 ff1 fs0 fc1 sc0 ls0 ws0">Zarząd UNIMOT <span class="_ _1"></span>S.<span class="_ _1"></span>A. <span class="_ _1"></span>oraz Zar<span class="_ _1"></span>ządy Spółe<span class="_ _1"></span>k zależnych <span class="_ _1"></span>nie<span class="_ _1"></span> </div><div class="t m0 xb h2 y91a ff1 fs0 fc1 sc0 ls0 ws0">ingerują <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _0"></span>tworzenie związków <span class="_ _8"></span>zawodowych i <span class="_ _8"></span>re<span class="_ _1"></span>krutację </div><div class="t m0 xb h2 y91b ff1 fs0 fc1 sc0 ls0 ws0">członków do tych związków. <span class="ff2"> </span></div><div class="t m0 xb h2 y91c ff1 fs0 fc1 sc0 ls0 ws0">Dialog <span class="_ _1"></span>z <span class="_ _6"></span>przedstawicielami <span class="_ _6"></span>pracowników <span class="_ _6"></span>jest <span class="_ _6"></span>inicjowany </div><div class="t m0 xb h2 y91d ff2 fs0 fc1 sc0 ls0 ws0">w <span class="_ _2a"> </span>odpowiedzi <span class="_ _22"> </span>na <span class="_ _2a"> </span>wymogi <span class="_ _2a"> </span>prawne <span class="_ _22"> </span>oraz <span class="_ _2a"> </span>wnioski </div><div class="t m0 xb h2 y5e5 ff2 fs0 fc1 sc0 ls0 ws0">zainteresowanych <span class="_ _d"> </span>stron. <span class="_ _d"> </span>Zawsze <span class="_ _d"> </span>jest <span class="_ _d"> </span>prowadzony <span class="_ _e"> </span>w<span class="_ _1"></span> </div><div class="t m0 xb h2 y5e6 ff2 fs0 fc1 sc0 ls0 ws0">dobrej wierze. </div></div><div class="c x21 y918 w59 h107"><div class="t m0 xb h2 y91e ff2 fs0 fc1 sc0 ls0 ws0">Rokowania zbiorowe, w </div><div class="t m0 xb h2 y5fe ff1 fs0 fc1 sc0 ls0 ws0">tym odsetek pracowników </div><div class="t m0 xb h2 y890 ff1 fs0 fc1 sc0 ls0 ws0">objętych układami </div><div class="t m0 xb h2 y916 ff2 fs0 fc1 sc0 ls0 ws0">zbiorowymi </div></div><div class="c x69 y918 w5a h107"><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">2,48  </div><div class="t m0 xb h2 y8fd ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y816 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,09 </div></div><div class="c x6a y918 w41 h107"><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _35"> </span><span class="ff1">związana <span class="_ _35"> </span>budowaniem </span></div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0">stabilnych <span class="_ _9"> </span>relacji <span class="_ _9"> </span>z  pracownikami <span class="_ _9"> </span>i </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">ich <span class="_ _19"> </span>przedstawicielami, <span class="_ _19"> </span>co <span class="_ _17"> </span>pozwala </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">minimalizować <span class="_ _d"> </span>ryzyko <span class="_ _19"> </span>konfliktów <span class="_ _d"> </span>i </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">strajków <span class="_ _a"></span>i <span class="_ _4"></span>przekłada <span class="_ _4"></span>się <span class="_ _4"></span>na <span class="_ _4"></span>wię<span class="_ _1"></span>kszą </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">ciągłość <span class="_ _21"> </span>operacyjną <span class="_ _2a"> </span>i <span class="_ _21"> </span>stabilność </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">organizacyjną.<span class="ff2"> </span></div></div><div class="c x21 y920 w59 h108"><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">Równowaga między </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">życiem zawodowym a </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">prywatnym </div></div><div class="c x69 y920 w5a h108"><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y8fa ff2 fs0 fc1 sc0 ls0 ws0">3,29  </div><div class="t m0 xb h2 y922 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y8f9 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,59 </div></div><div class="c x6a y920 w41 h108"><div class="t m0 xb h2 y921 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _1f"> </span><span class="ff1">związana <span class="_ _22"> </span>z <span class="_ _22"> </span>budowaniem </span></div><div class="t m0 xb h2 y8fa ff2 fs0 fc1 sc0 ls0 ws0">pozycji <span class="_ _33"> </span>firmy <span class="_ _28"> </span>na <span class="_ _28"> </span>rynku <span class="_ _28"> </span>pracy, </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">szczególnie <span class="_ _1"></span>wśród <span class="_ _1"></span>młodych <span class="_ _1"></span>pokoleń. </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _4"></span>na <span class="_ _4"> </span>utrz<span class="_ _1"></span>ymywanie <span class="_ _4"></span>stabilizacji </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">zatrudnienia <span class="_ _60"> </span>poprzez </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">przeciwdziałanie <span class="_ _a"></span>zjawisku <span class="_ _a"></span>wypalenia </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zawodowego. <span class="_ _8"></span>Szansa <span class="_ _8"></span>na zwiększenie </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">zaangażowania <span class="_ _3c"> </span>i<span class="_ _1"></span> <span class="_ _2d"> </span>wydajności </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">pracowników.<span class="ff2"> </span></div></div><div class="c x6b y920 w5b h108"><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _7"></span>pozytywny, <span class="_ _7"></span>r<span class="_ _1"></span>zeczywisty. <span class="_ _7"></span>Grupa <span class="_ _7"></span>UNIMOT <span class="_ _8"></span>aktywnie </div><div class="t m0 xb h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">zarządza <span class="_ _29"> </span>c<span class="_ _1"></span>zasem <span class="_ _3a"> </span>pracy <span class="_ _3a"> </span>ograniczając <span class="_ _3a"> </span>godziny </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">nadliczbowe <span class="_ _1a"> </span>o<span class="_ _1"></span>raz <span class="_ _2e"> </span>wprowadzając <span class="_ _2e"> </span>modele <span class="_ _2e"> </span>pracy </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">hybrydowej. P<span class="_ _0"></span>rowadzone są też projekty <span class="_ _0"></span>mające na celu </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">poprawę zdrowia pracowników.  <span class="ff2"> </span></div></div><div class="c x6c y920 w5c h108"><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y923 w59 h100"><div class="t m0 xb h2 y77c ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo i higiena </div><div class="t m0 xb h2 y77d ff2 fs0 fc1 sc0 ls0 ws0">pracy </div></div><div class="c x69 y923 w5a h100"><div class="t m0 xb h2 y924 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y925 ff2 fs0 fc1 sc0 ls0 ws0">3,43  </div><div class="t m0 xb h2 y926 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y8fd ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,55 </div></div><div class="c x6a y923 w41 h100"><div class="t m0 xb h2 y924 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="ff1">związana z redukcją <span class="_ _1"></span>absencji </span></div><div class="t m0 xb h2 y925 ff1 fs0 fc1 sc0 ls0 ws0">pracowników.<span class="ff2"> </span></div></div><div class="c x6b y923 w5b h100"><div class="t m0 xb h2 y924 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ pozytywny, <span class="_ _1"></span>rzeczywisty. <span class="_ _1"></span>Grupa UNIMOT <span class="_ _1"></span>dąży do </div><div class="t m0 xb h2 y925 ff1 fs0 fc1 sc0 ls0 ws0">stałego <span class="_ _38"> </span>podnoszenia <span class="_ _39"> </span> <span class="_ _38"> </span>standardów <span class="_ _39"> </span>w <span class="_ _38"> </span>zakresie </div><div class="t m0 xb h2 y4c7 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa  i  hig<span class="_ _0"></span>ieny  pracy,  eliminacji <span class="_ _9"> </span>wypadków </div><div class="t m0 xb h2 y77c ff1 fs0 fc1 sc0 ls0 ws0">przy <span class="_ _19"> </span>pracy <span class="_ _17"> </span>oraz <span class="_ _19"> </span>minimalizacji <span class="_ _17"> </span>występowania <span class="_ _19"> </span>chorób </div><div class="t m0 xb h2 y77d ff1 fs0 fc1 sc0 ls0 ws0">zawodowych <span class="_ _8"></span>i <span class="_ _8"></span>liczby <span class="_ _8"></span>zdarzeń potencjalnie <span class="_ _7"></span>wypadkowych. </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">System <span class="_ _9"> </span><span class="ff1">zarządzania <span class="_ _c"> </span>obszarem <span class="_ _9"> </span>BHP <span class="_ _9"> </span>obejmuje <span class="_ _9"> </span>również </span></div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">prowadzenie <span class="_ _3a"> </span>profila<span class="_ _1"></span>ktyki <span class="_ _36"> </span>wzmacniającej <span class="_ _36"> </span>kulturę </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa w Spółkach Grupy. <span class="ff2"> </span></div></div><div class="c x6c y923 w5c h100"><div class="t m0 xb h2 y924 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y927 w59 h109"><div class="t m0 xb h2 y91e ff1 fs0 fc1 sc0 ls0 ws0">Równouprawnienie płci i </div><div class="t m0 xb h2 y5fe ff1 fs0 fc1 sc0 ls0 ws0">równość wynagrodzeń za </div><div class="t m0 xb h2 y890 ff1 fs0 fc1 sc0 ls0 ws0">pracę o takiej samej </div><div class="t m0 xb h2 y916 ff1 fs0 fc1 sc0 ls0 ws0">wartości<span class="ff2"> </span></div></div><div class="c x69 y927 w5a h109"><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">3,18  </div><div class="t m0 xb h2 y8fd ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y816 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,48 </div></div><div class="c x6a y927 w41 h109"><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _f"> </span><span class="ff1">na<span class="_ _1"></span> <span class="_ _f"> </span>poprawę <span class="_ _10"> </span>postrze<span class="_ _1"></span>gania </span></div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0">biznesu <span class="_ _5"> </span>na <span class="_ _b"> </span>tle <span class="_ _b"> </span>konkurencji <span class="_ _5"> </span>i <span class="_ _b"> </span>innych </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">pracodawców <span class="_ _10"> </span>przez <span class="_ _10"> </span>pracowników. </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _24"> </span>na <span class="_ _1d"> </span>uzyskiwanie <span class="_ _1d"> </span>przewagi </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">konkurencyjnej <span class="_ _61"> </span>poprzez </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">pozyskiwanie <span class="_ _62"> </span>doświadczonych </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">pracowników.<span class="ff2"> </span></div></div><div class="c x6b y927 w5b h109"><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _9"> </span>pozytywny, <span class="_ _9"> </span>rzeczywisty.   <span class="_ _c"> </span>W<span class="_ _1"></span> <span class="_ _9"> </span>ramach  reali<span class="_ _0"></span>zacji </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">strategicznych <span class="_ _1"></span>celów <span class="_ _1"></span>w <span class="_ _1"></span>obszarze <span class="_ _1"></span>rów<span class="_ _1"></span>nouprawnienia płc<span class="_ _1"></span>i </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _4"></span>podejmuje <span class="_ _4"></span>działania <span class="_ _4"></span>mające <span class="_ _5"> </span>zwiększyć <span class="_ _4"></span> <span class="_ _4"></span>odsetek </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">kobiet <span class="_ _23"> </span>w <span class="_ _23"> </span>swoich <span class="_ _23"> </span>zasobach <span class="_ _23"> </span>oraz <span class="_ _23"> </span>wśród <span class="_ _23"> </span>kadry </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zarządzającej, <span class="_ _24"> </span>a <span class="_ _24"> </span>także <span class="_ _1d"> </span>zmniejszyć <span class="_ _24"> </span>dysproporcje <span class="_ _24"> </span>w </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">zarobkac<span class="ff1">h kobiet i mężczyzn. </span> </div></div><div class="c x6c y927 w5c h109"><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y928 w59 hdc"><div class="t m0 xb h2 y929 ff1 fs0 fc1 sc0 ls0 ws0">Szkolenia i rozwój </div><div class="t m0 xb h2 y915 ff1 fs0 fc1 sc0 ls0 ws0">umiejętności<span class="ff2"> </span></div></div><div class="c x69 y928 w5a hdc"><div class="t m0 xb h2 y790 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y791 ff2 fs0 fc1 sc0 ls0 ws0">3,10  </div><div class="t m0 xb h2 y92a ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y92b ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,61 </div></div><div class="c x6a y928 w41 hdc"><div class="t m0 xb h2 y790 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _3d"> </span>rozwoju <span class="_ _3d"> </span>kompete<span class="_ _1"></span>ncji </div><div class="t m0 xb h2 y791 ff1 fs0 fc1 sc0 ls0 ws0">zawodowych <span class="_ _23"> </span>przez <span class="_ _20"> </span>pracowników </div><div class="t m0 xb h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">własnych, co <span class="_ _0"></span>przekłada <span class="_ _8"></span>s<span class="_ _1"></span>ię na <span class="_ _8"></span>wyniki </div><div class="t m0 xb h2 y550 ff2 fs0 fc1 sc0 ls0 ws0">operacyjne. </div></div><div class="c x6b y928 w5b hdc"><div class="t m0 xb h2 y790 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _1"></span>pozytywny, <span class="_ _6"></span>rzeczywist<span class="_ _1"></span>y. <span class="_ _1"></span>Rozwijanie <span class="_ _6"></span>kompetencji </div><div class="t m0 xb h2 y791 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _6"></span>szkolenia <span class="_ _a"></span>pracowników <span class="_ _a"></span>są <span class="_ _a"></span>trwale <span class="_ _a"></span>wpisane <span class="_ _6"></span>w <span class="_ _a"></span>Strategię </div><div class="t m0 xb h2 y54f ff2 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _22"> </span>UNIMOT. <span class="_ _2a"> </span>Realizacja <span class="_ _22"> </span>inicjatyw <span class="_ _2a"> </span>rozwojowych </div><div class="t m0 xb h2 y550 ff1 fs0 fc1 sc0 ls0 ws0">odbywa się<span class="_ _1"></span> w<span class="_ _1"></span> <span class="_ _1"></span>oparciu o <span class="_ _1"></span>zasady <span class="_ _1"></span>podnoszenia <span class="_ _1"></span>kwalifikacji </div><div class="t m0 xb h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">pracowników, <span class="_ _6"></span>opracowane <span class="_ _a"></span>w <span class="_ _1"></span>poszc<span class="_ _1"></span>zególnych <span class="_ _6"></span>Spółka<span class="ff2">ch, </span></div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _23"> </span>uwzględnieniem <span class="_ _23"> </span>specyfiki <span class="_ _23"> </span>każdej <span class="_ _23"> </span>Spółki <span class="_ _23"> </span>oraz </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">założonych celów biznesowych.<span class="ff2"> </span></div></div><div class="c x6c y928 w5c hdc"><div class="t m0 xb h2 y790 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf4f" class="pf w1d h3f" ><div class="pc pc4f w1d h3f"><img class="bi x21 y5aa w58 h10a" alt="" src="data:image/png;base64,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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">79<span class="ls0"> </span></div></div><div class="c x21 y92c w59 h10b"><div class="t m0 xb h2 y5fe ff2 fs0 fc1 sc0 ls0 ws0">Zatrudnienie i integracja </div><div class="t m0 xb h2 y890 ff1 fs0 fc1 sc0 ls0 ws0">osób z </div><div class="t m0 xb h2 y916 ff1 fs0 fc1 sc0 ls0 ws0">niepełnosprawnościami <span class="ff2"> </span></div></div><div class="c x69 y92c w5a h10b"><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y78a ff2 fs0 fc1 sc0 ls0 ws0">2,60  </div><div class="t m0 xb h2 y816 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y169 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,11 </div></div><div class="c x6a y92c w41 h10b"><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _2e"> </span><span class="ff1">zwi<span class="_ _1"></span>ązana <span class="_ _14"> </span>z <span class="_ _2e"> </span>ro<span class="_ _1"></span>zwojem </span></div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">różnorodnego <span class="_ _5b"> </span>śro<span class="_ _1"></span>dowiska </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">pracowników, <span class="_ _63"> </span>pozyskiwania </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">wykwalifikowanych <span class="_ _53"> </span>kadr <span class="_ _40"> </span>oraz </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">budowania wizerunku pracodawcy. </div></div><div class="c x6b y92c w5b h10b"><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ pozytywny, <span class="_ _1"></span>rzeczywisty.  <span class="_ _1"></span>Grupa UNIMOT <span class="_ _1"></span>stosuje </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">politykę  równe<span class="_ _1"></span>go  traktowania <span class="_ _e"> </span>bez  względu <span class="_ _e"> </span>na  wiele </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">czynników, <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>tym <span class="_ _a"></span>również <span class="_ _a"></span>niepełnos<span class="_ _1"></span>prawność. <span class="_ _6"></span>Kwestie </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">te <span class="_ _4"></span>zostały <span class="_ _a"></span>ure<span class="_ _1"></span>gulowane <span class="_ _4"></span>w <span class="_ _4"></span>Polityce <span class="_ _4"></span>Poszanowania <span class="_ _4"></span>Praw </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Człowieka, <span class="_ _23"> </span>Kodeksie <span class="_ _34"> </span>etyki <span class="_ _23"> </span>Grupy <span class="_ _23"> </span>oraz <span class="_ _34"> </span>Polityce </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Różnorodności.<span class="ff2"> </span></div></div><div class="c x6c y92c w5c h10b"><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y92d w59 h72"><div class="t m0 xb h2 y92e ff1 fs0 fc1 sc0 ls0 ws0">Środki zapobiegania </div><div class="t m0 xb h2 y92f ff1 fs0 fc1 sc0 ls0 ws0">przemocy i nękaniu w </div><div class="t m0 xb h2 y91e ff2 fs0 fc1 sc0 ls0 ws0">miejscu pracy </div></div><div class="c x69 y92d w5a h72"><div class="t m0 xb h2 y471 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y930 ff2 fs0 fc1 sc0 ls0 ws0">2,82  </div><div class="t m0 xb h2 y931 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y932 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,30 </div></div><div class="c x6a y92d w41 h72"><div class="t m0 xb h2 y471 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _3e"> </span>wzrostu <span class="_ _3e"> </span>poczucia </div><div class="t m0 xb h2 y930 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa <span class="_ _21"> </span>pracowników, <span class="_ _21"> </span>co </div><div class="t m0 xb h2 y933 ff1 fs0 fc1 sc0 ls0 ws0">przekłada <span class="_ _e"> </span>się <span class="_ _e"> </span>na <span class="_ _e"> </span>mniejszą <span class="_ _e"> </span>r<span class="_ _1"></span>otację </div><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _39"> </span>większe <span class="_ _39"> </span>zaangażowanie <span class="_ _39"> </span>i </div><div class="t m0 xb h2 y934 ff1 fs0 fc1 sc0 ls0 ws0">lojalność względem pracodawcy.<span class="ff2"> </span></div></div><div class="c x6b y92d w5b h72"><div class="t m0 xb h2 y471 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _5"> </span>pozytywny, <span class="_ _5"> </span>rzeczywisty. <span class="_ _5"> </span> <span class="_ _5"> </span>Kwe<span class="_ _1"></span>stia <span class="_ _5"> </span>zapobiegania </div><div class="t m0 xb h2 y930 ff1 fs0 fc1 sc0 ls0 ws0">przemocy <span class="_ _20"> </span>i <span class="_ _23"> </span>nękaniu <span class="_ _23"> </span>w <span class="_ _23"> </span>miejscu <span class="_ _23"> </span>pracy <span class="_ _20"> </span>została </div><div class="t m0 xb h2 y933 ff1 fs0 fc1 sc0 ls0 ws0">uregulowana <span class="_ _10"> </span>w <span class="_ _10"> </span>ramach <span class="_ _24"> </span>Procedury <span class="_ _10"> </span>przeciwdziałania </div><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">mobbingowi, <span class="_ _1a"> </span>dyskryminacji <span class="_ _38"> </span>i <span class="_ _1a"> </span>innym<span class="_ _1"></span> <span class="_ _38"> </span>działaniom<span class="_ _1"></span> </div><div class="t m0 xb h2 y934 ff1 fs0 fc1 sc0 ls0 ws0">niepożądanym  w <span class="_ _e"> </span>pracy  oraz <span class="_ _e"> </span>Procedury  dokonywania </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">zgłoszeń <span class="_ _24"> </span>naruszeń <span class="_ _24"> </span>pr<span class="_ _1"></span>awa <span class="_ _24"> </span>i <span class="_ _24"> </span>podejmowania <span class="_ _24"> </span>działań </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">następczych  w  UNIMOT  S.A.  W  ramach <span class="_ _e"> </span>powyższych </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">dokumentów <span class="_ _1f"> </span>Grupa <span class="_ _22"> </span>UNIMOT <span class="_ _1f"> </span>zobowiązuje <span class="_ _1f"> </span>s<span class="_ _1"></span>ię <span class="_ _1f"> </span>do<span class="_ _1"></span> </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">zapewnienia <span class="_ _18"> </span>odpowiednich <span class="_ _35"> </span>kanałów <span class="_ _18"> </span>zgłaszania<span class="_ _1"></span> </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">nieprawidłowości, <span class="_ _1"></span>należytej <span class="_ _1"></span>ochrony o<span class="_ _1"></span>sób <span class="_ _1"></span>dokonujących </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">zgłoszenia  o<span class="_ _1"></span>raz  prowadzenia <span class="_ _e"> </span>działań  napraw<span class="_ _1"></span><span class="ff2">czych  w<span class="_ _1"></span> </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">przypadku wystąpienia jakiejkolwiek nieprawidłowości.<span class="ff2"> </span></div></div><div class="c x6c y92d w5c h72"><div class="t m0 xb h2 y471 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y746 w59 h80"><div class="t m0 xb h2 y935 ff1 fs0 fc1 sc0 ls0 ws0">Różnorodność<span class="ff2"> </span></div></div><div class="c x69 y746 w5a h80"><div class="t m0 xb h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y78e ff2 fs0 fc1 sc0 ls0 ws0">2,91  </div><div class="t m0 xb h2 y936 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y937 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,25 </div></div><div class="c x6a y746 w41 h80"><div class="t m0 xb h2 y78d ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _1c"> </span>poprawy <span class="_ _1c"> </span>w<span class="_ _1"></span>izerunku </div><div class="t m0 xb h2 y77c ff1 fs0 fc1 sc0 ls0 ws0">organizacji <span class="_ _31"> </span>j<span class="_ _1"></span>ako <span class="_ _43"> </span>szanującej </div><div class="t m0 xb h2 y938 ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _62"> </span>o <span class="_ _64"> </span>różnych </div><div class="t m0 xb h2 y77e ff1 fs0 fc1 sc0 ls0 ws0">osobowościach <span class="_ _36"> </span>i <span class="_ _36"> </span>charakterach, </div><div class="t m0 xb h2 y939 ff2 fs0 fc1 sc0 ls0 ws0">szansa <span class="_ _65"> </span>pozyskiwania </div><div class="t m0 xb h2 y93a ff2 fs0 fc1 sc0 ls0 ws0">wykwalifikowanych kadr. </div></div><div class="c x6b y746 w5b h80"><div class="t m0 xb h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _9"> </span>pozytywny, <span class="_ _9"> </span>rzeczywisty.   <span class="_ _c"> </span>W<span class="_ _1"></span> <span class="_ _9"> </span>ramach  reali<span class="_ _0"></span>zacji </div><div class="t m0 xb h2 y77c ff1 fs0 fc1 sc0 ls0 ws0">strategicznych <span class="_ _b"> </span>celów <span class="_ _c"> </span>w <span class="_ _b"> </span>obszarze <span class="_ _b"> </span>różnoro<span class="_ _1"></span>dności <span class="_ _b"> </span>Grupa </div><div class="t m0 xb h2 y938 ff1 fs0 fc1 sc0 ls0 ws0">Stosuje <span class="_ _19"> </span>zasadę <span class="_ _19"> </span>braku <span class="_ _19"> </span>tolerancji <span class="_ _17"> </span>dla<span class="_ _8"></span> <span class="_ _17"> </span>wszelkich <span class="_ _19"> </span>form </div><div class="t m0 xb h2 y77e ff1 fs0 fc1 sc0 ls0 ws0">dyskryminacji, a t<span class="_ _1"></span>akże promuje ró<span class="_ _1"></span>żnorodność w mie<span class="_ _1"></span>jscu </div><div class="t m0 xb h2 y939 ff2 fs0 fc1 sc0 ls0 ws0">pracy.  </div></div><div class="c x6c y746 w5c h80"><div class="t m0 xb h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y93b w59 hec"><div class="t m0 xb h2 y3f4 ff2 fs0 fc1 sc0 ls0 ws0">Praca dzieci </div></div><div class="c x69 y93b w5a hec"><div class="t m0 xb h2 y86a ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86b ff2 fs0 fc1 sc0 ls0 ws0">3,01  </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,22 </div></div><div class="c x6a y93b w41 hec"><div class="t m0 xb h2 y86a ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _7"></span><span class="ff1">działania <span class="_ _7"></span>w <span class="_ _7"></span>z<span class="_ _1"></span>godzie <span class="_ _7"></span>z <span class="_ _7"></span>prawem </span></div><div class="t m0 xb h2 y86c ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _1"></span>budowania <span class="_ _6"></span>długoterminowych <span class="_ _1"></span>i<span class="_ _1"></span> </div><div class="t m0 xb h2 y86d ff2 fs0 fc1 sc0 ls0 ws0">stabilnych <span class="_ _f"> </span>relacji <span class="_ _10"> </span>biznesowych <span class="_ _10"> </span>co </div><div class="t m0 xb h2 y86e ff1 fs0 fc1 sc0 ls0 ws0">skutkuje <span class="_ _45"> </span>stabilnością <span class="_ _37"> </span> <span class="_ _45"> </span>oraz </div><div class="t m0 xb h2 y86f ff1 fs0 fc1 sc0 ls0 ws0">zwiększaniem konkurencyjności.<span class="ff2"> </span></div></div><div class="c x6b y93b w5b hec"><div class="t m0 xb h2 y86a ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _34"> </span>pozytywny, <span class="_ _34"> </span>rzec<span class="_ _1"></span>zywisty. <span class="_ _34"> </span>Grupa <span class="_ _34"> </span>UNIMOT<span class="_ _1"></span> </div><div class="t m0 xb h2 y86c ff1 fs0 fc1 sc0 ls0 ws0">sprzeciwia się wszelkim formom pracy dzieci<span class="ff2">. </span></div></div><div class="c x6c y93b w5c hec"><div class="t m0 xb h2 y86a ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y93c w59 h76"><div class="t m0 xb h2 y890 ff2 fs0 fc1 sc0 ls0 ws0">Praca przymusowa </div></div><div class="c x69 y93c w5a h76"><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y78a ff2 fs0 fc1 sc0 ls0 ws0">2,95  </div><div class="t m0 xb h2 y816 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y819 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 1,96 </div></div><div class="c x6a y93c w41 h76"><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">Szansa<span class="ls2a">  </span><span class="ff1">działania <span class="_ _1d"> </span>w <span class="_ _1d"> </span>zgodzie <span class="_ _1d"> </span>z </span></div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">prawem <span class="_ _3e"> </span>oraz <span class="_ _54"> </span>budowania </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">długoterminowych <span class="_ _8"></span>i <span class="_ _8"></span>stabilnych <span class="_ _8"></span>relacji </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">biznesowych <span class="_ _8"></span>co <span class="_ _8"></span>skutkuje <span class="_ _8"></span>stabilnoś<span class="_ _1"></span>cią </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _66"> </span>zwiększaniem </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">konkurencyjności.<span class="ff2"> </span></div></div><div class="c x6b y93c w5b h76"><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ pozy<span class="_ _0"></span>tywny, rzeczywisty. Stosunki <span class="_ _8"></span>pracy w Grupie </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT opierają się na zasadach dobrowolności. <span class="ff2"> </span></div></div><div class="c x6c y93c w5c h76"><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y93d w59 hee"><div class="t m0 xb h2 y93e ff2 fs0 fc1 sc0 ls0 ws0">Odpowiednie warunki </div><div class="t m0 xb h2 y93f ff2 fs0 fc1 sc0 ls0 ws0">mieszkaniowe </div></div><div class="c x69 y93d w5a hee"><div class="t m0 xb h2 y831 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y940 ff2 fs0 fc1 sc0 ls0 ws0">2,95  </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 1,97 </div></div><div class="c x6a y93d w41 hee"><div class="t m0 xb h2 y831 ff2 fs0 fc1 sc0 ls0 ws0">Szansa<span class="ls2b">  </span>poprawy <span class="_ _3a"> </span>wizerunku </div><div class="t m0 xb h2 y941 ff2 fs0 fc1 sc0 ls0 ws0">organizacji. </div></div><div class="c x6b y93d w5b hee"><div class="t m0 xb h2 y831 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _10"> </span>pozytywny, <span class="_ _10"> </span>rze<span class="_ _1"></span>czywisty. <span class="_ _10"> </span>Grupa <span class="_ _10"> </span>UNIMOT <span class="_ _24"> </span>w </div><div class="t m0 xb h2 y941 ff2 fs0 fc1 sc0 ls0 ws0">ramach <span class="_ _d"> </span>prowadzonej <span class="_ _d"> </span>polityki <span class="_ _d"> </span>zapewnia <span class="_ _d"> </span>pracownikom </div><div class="t m0 xb h2 y942 ff2 fs0 fc1 sc0 ls0 ws0">godziwe wynagrodzenie oraz dodatki socjalne.  </div></div><div class="c x6c y93d w5c hee"><div class="t m0 xb h2 y831 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf50" class="pf w1d h3f" ><div class="pc pc50 w1d h3f"><img class="bi x21 y943 w58 h10c" alt="" src="data:image/png;base64,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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">80<span class="ls0"> </span></div></div><div class="c x21 y944 w59 h10d"><div class="t m0 xb h2 y945 ff1 fs0 fc1 sc0 ls0 ws0">Prywatność<span class="ff2"> </span></div></div><div class="c x69 y944 w5a h10d"><div class="t m0 xb h2 y52b ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y946 ff2 fs0 fc1 sc0 ls0 ws0">2,96  </div><div class="t m0 xb h2 y947 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y948 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,49 </div></div><div class="c x6a y944 w41 h10d"><div class="t m0 xb h2 y52b ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _3e"> </span>wzrostu <span class="_ _3e"> </span>poczucia </div><div class="t m0 xb h2 y6e9 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa <span class="_ _5"> </span>pracowników, <span class="_ _4"></span>która </div><div class="t m0 xb h2 y949 ff1 fs0 fc1 sc0 ls0 ws0">przekłada <span class="_ _24"> </span>s<span class="_ _1"></span>ię <span class="_ _1d"> </span>na <span class="_ _24"> </span>spadek <span class="_ _1d"> </span>rotacji </div><div class="t m0 xb h2 y94a ff2 fs0 fc1 sc0 ls0 ws0">zatrudnienia. </div></div><div class="c x6b y944 w5b h10d"><div class="t m0 xb h2 y52b ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _7"></span>pozytywny, <span class="_ _8"></span>rzeczywisty.<span class="_ _1"></span><span class="ff2 ls2c">  </span>We <span class="_ _7"></span>ws<span class="_ _1"></span>zystkich <span class="_ _7"></span>Spółkach </div><div class="t m0 xb h2 y94b ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>została <span class="_ _6"></span>przyjęta <span class="_ _1"></span>oraz <span class="_ _6"></span>wdrożona <span class="_ _6"></span>Polityka </div><div class="t m0 xb h2 yd7 ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwa <span class="_ _18"> </span>Danych <span class="_ _18"> </span>Osobowych. <span class="_ _35"> </span>Powyższy </div><div class="t m0 xb h2 yd8 ff2 fs0 fc1 sc0 ls0 ws0">dokument <span class="_ _d"> </span>stanowi <span class="_ _e"> </span>filar <span class="_ _d"> </span>ochrony <span class="_ _d"> </span>danych <span class="_ _e"> </span>os<span class="_ _1"></span>obowych, </div><div class="t m0 xb h2 yd9 ff1 fs0 fc1 sc0 ls0 ws0">określający <span class="_ _1"></span>swoim <span class="_ _6"></span>zakresem <span class="_ _6"></span>także <span class="_ _1"></span>prawa <span class="_ _1"></span>pr<span class="_ _1"></span>zysługujące </div><div class="t m0 xb h2 yda ff1 fs0 fc1 sc0 ls0 ws0">osobom <span class="_ _8"></span>których <span class="_ _8"></span>dane <span class="_ _8"></span>dotyczą. Op<span class="_ _8"></span>ró<span class="_ _1"></span>cz <span class="_ _8"></span>powyższej <span class="_ _8"></span>Polityki </div><div class="t m0 xb h2 y283 ff1 fs0 fc1 sc0 ls0 ws0">kwestie prywatności <span class="_ _8"></span>poruszane są ta<span class="_ _8"></span>kże w regulaminach </div><div class="t m0 xb h2 y284 ff2 fs0 fc1 sc0 ls0 ws0">(np. <span class="_ _9"> </span>Regulamin <span class="_ _c"> </span>Pracy) <span class="_ _9"> </span>oraz  umowach. <span class="_ _c"> </span>Dodatkowo <span class="_ _9"> </span>w </div><div class="t m0 xb h2 y94c ff1 fs0 fc1 sc0 ls0 ws0">części <span class="_ _d"> </span>Spółek <span class="_ _e"> </span>Grupy <span class="_ _e"> </span>w <span class="_ _d"> </span>raportowanym <span class="_ _d"> </span>okresie <span class="_ _e"> </span>trwał </div><div class="t m0 xb h2 y94d ff1 fs0 fc1 sc0 ls0 ws0">proces <span class="_ _9"> </span>wdrożenia <span class="_ _9"> </span>SZBI, <span class="_ _9"> </span>które <span class="_ _c"> </span>s<span class="_ _1"></span>woim <span class="_ _c"> </span>zakrese<span class="_ _1"></span>m <span class="_ _c"> </span>także </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">obejmuje ochroną danych osobowych.<span class="ff2"> </span></div></div><div class="c x6c y944 w5c h10d"><div class="t m0 xb h2 y52b ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div></div><div class="c x21 y265 w5d hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">ESRS S2 Pracownicy w łańcuchu wartości<span class="ff2 fc1"> </span></div></div><div class="c x21 y94e w59 h10e"><div class="t m0 xb h2 y94f ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo </div><div class="t m0 xb h2 y925 ff1 fs0 fc1 sc0 ls0 ws0">zatrudnienia (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y94e w5a h10e"><div class="t m0 xb h2 y950 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y7d9 ff2 fs0 fc1 sc0 ls1 ws0">3,06<span class="ls0">  </span></div><div class="t m0 xb h2 y380 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y951 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,<span class="ls1">54</span> </div></div><div class="c x6a y94e w41 h10e"><div class="t m0 xb h2 y950 ff2 fs0 fc1 sc0 ls0 ws0">Szansa<span class="ls2d">  </span>dotyczy <span class="_ _2f"> </span>stabilnych </div><div class="t m0 xb h2 y952 ff1 fs0 fc1 sc0 ls0 ws0">warunków <span class="_ _7"></span>zatrudnienia <span class="_ _8"></span>u <span class="_ _8"></span>dostawców </div><div class="t m0 xb h2 y497 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _7"></span>podwykonawców,<span class="_ _1"></span> <span class="_ _7"></span>które <span class="_ _8"></span>przekładają </div><div class="t m0 xb h2 y953 ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _d"> </span>na <span class="_ _d"> </span>większą <span class="_ _d"> </span>ciągłoś<span class="_ _1"></span>ć <span class="_ _d"> </span>dostaw <span class="_ _d"> </span>i </div><div class="t m0 xb h2 y902 ff1 fs0 fc1 sc0 ls0 ws0">zmniejszenie <span class="_ _2a"> </span>ryzyka <span class="_ _22"> </span>zakłóceń <span class="_ _2a"> </span>w </div><div class="t m0 xb h2 y903 ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu  wartości.  Sza<span class="_ _0"></span>nsa  dotyczy </div><div class="t m0 xb h2 y94f ff1 fs0 fc1 sc0 ls0 ws0">również <span class="_ _38"> </span>wzmocnieni<span class="ff2">a <span class="_ _39"> </span>relacji <span class="_ _38"> </span>z </span></div><div class="t m0 xb h2 y925 ff2 fs0 fc1 sc0 ls0 ws0">partnerami <span class="_ _22"> </span>biznesow<span class="_ _1"></span>ymi <span class="_ _22"> </span>- <span class="_ _2a"> </span>firmy </div><div class="t m0 xb h2 y4c7 ff1 fs0 fc1 sc0 ls0 ws0">dbające <span class="_ _4d"> </span>o <span class="_ _4d"> </span>bezpieczeństwo </div><div class="t m0 xb h2 y77c ff1 fs0 fc1 sc0 ls0 ws0">zatrudnienia <span class="_ _1f"> </span>pracowników <span class="_ _22"> </span>swoich </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">dostawców <span class="_ _a"></span>budują <span class="_ _6"></span>bardziej <span class="_ _6"></span>lo<span class="_ _1"></span>jalne <span class="_ _6"></span>i<span class="_ _1"></span> </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zrównoważone <span class="_ _e"> </span>relacje <span class="_ _e"> </span>w  ł<span class="_ _1"></span>ańcuchu </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">dostaw, <span class="_ _6"></span>co <span class="_ _6"></span>sprzyja <span class="_ _6"></span>długoterminowej </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">współpracy.<span class="ff2"> </span></div></div><div class="c x6b y954 w5b h10f"><div class="t m0 xb h2 y955 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ pozytywny, rzeczywisty.<span class="ff2"> </span></div><div class="t m0 xb h2 y956 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _4"> </span>UNIMOT <span class="_ _b"> </span>współpracuje <span class="_ _5"> </span>z <span class="_ _5"> </span>wie<span class="_ _1"></span>loma <span class="_ _4"> </span>p<span class="_ _1"></span>artnerami <span class="_ _5"> </span>w </div><div class="t m0 xb h2 y957 ff1 fs0 fc1 sc0 ls0 ws0">całym <span class="_ _5"> </span>łańcuc<span class="_ _1"></span>hu <span class="_ _5"> </span>wartości <span class="_ _b"> </span>i <span class="_ _5"> </span>m<span class="_ _1"></span>a <span class="_ _5"> </span>świadomość<span class="_ _1"></span> <span class="_ _5"> </span>szerokiego </div><div class="t m0 xb h2 y958 ff1 fs0 fc1 sc0 ls0 ws0">oddziaływania <span class="_ _7"></span>na <span class="_ _7"></span>pracowników<span class="_ _1"></span> <span class="_ _7"></span>swoich <span class="_ _8"></span>podwykonawców, </div><div class="t m0 xb h2 y959 ff1 fs0 fc1 sc0 ls0 ws0">klientów <span class="_ _a"></span>oraz <span class="_ _a"></span>dostawc<span class="_ _1"></span>ów <span class="_ _a"></span>z <span class="_ _a"></span>c<span class="_ _1"></span>ałego <span class="_ _a"></span>świata. <span class="_ _a"></span>Pozytywne <span class="_ _4"></span>i </div><div class="t m0 xb h2 y95a ff1 fs0 fc1 sc0 ls0 ws0">rzeczywiste <span class="_ _1f"> </span>w<span class="_ _1"></span>pływy <span class="_ _1f"> </span>na <span class="_ _1f"> </span>pracowników <span class="_ _1f"> </span>w<span class="_ _1"></span> <span class="_ _1d"> </span>ł<span class="_ _1"></span>ańcuchu </div><div class="t m0 xb h2 y95b ff1 fs0 fc1 sc0 ls0 ws0">wartości <span class="_ _c"> </span>wynikają <span class="_ _c"> </span>z <span class="_ _c"> </span>przyjętego <span class="_ _c"> </span>podejśc<span class="_ _1"></span>ia <span class="_ _b"> </span>i <span class="_ _9"> </span>praktyk <span class="_ _c"> </span>w </div><div class="t m0 xb h2 y95c ff1 fs0 fc1 sc0 ls0 ws0">zakresie należytej staranności w łańcuchu dostaw. <span class="ff2"> </span></div><div class="t m0 xb h2 y95d ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>stosuje <span class="_ _c"> </span>kodeksy, <span class="_ _c"> </span>polityki <span class="_ _c"> </span>i <span class="_ _9"> </span>procedury, </div><div class="t m0 xb h2 y95e ff1 fs0 fc1 sc0 ls0 ws0">które <span class="_ _a"></span>przekładają <span class="_ _a"></span>się <span class="_ _a"></span>na <span class="_ _a"></span>spełnianie <span class="_ _a"></span>w<span class="_ _1"></span>ysokich <span class="_ _a"></span>wymagań </div><div class="t m0 xb h2 y95f ff1 fs0 fc1 sc0 ls0 ws0">dotyczących <span class="_ _21"> </span>poszanowania <span class="_ _21"> </span>praw <span class="_ _21"> </span>c<span class="_ _1"></span>złowieka, <span class="_ _21"> </span>etyki </div><div class="t m0 xb h2 y960 ff1 fs0 fc1 sc0 ls0 ws0">biznesowej, <span class="_ _2d"> </span>równouprawnienia, <span class="_ _3c"> </span>bezpieczeństwa </div><div class="t m0 xb h2 y961 ff2 fs0 fc1 sc0 ls0 ws0">zatrudnienia<span class="ff1">, kryteriów społecznych i środowiskowych.</span> </div><div class="t m0 xb h2 y962 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _4"> </span>UNIMOT <span class="_ _5"> </span>sprzeciwia <span class="_ _5"> </span>się <span class="_ _5"> </span>ws<span class="_ _1"></span>zelkim <span class="_ _4"></span>formom <span class="_ _5"> </span>pracy </div><div class="t m0 xb h2 y963 ff2 fs0 fc1 sc0 ls0 ws0">dzieci <span class="_ _1"></span>i pracy <span class="_ _1"></span>przymus<span class="_ _1"></span>owej <span class="_ _1"></span>i <span class="_ _1"></span>w dokumentach <span class="_ _1"></span>takich, <span class="_ _1"></span>jak </div><div class="t m0 xb h2 y964 ff1 fs0 fc1 sc0 ls0 ws0">Kodeks <span class="_ _24"> </span>Postępowania <span class="_ _24"> </span>Partnerów <span class="_ _10"> </span>Biznesowych <span class="_ _24"> </span>oraz </div><div class="t m0 xb h2 y965 ff1 fs0 fc1 sc0 ls0 ws0">Polityka <span class="_ _a"></span>Poszanowania <span class="_ _a"></span>Praw <span class="_ _4"></span>Człowieka <span class="_ _4"></span>zobowiązuje <span class="_ _a"></span>do </div><div class="t m0 xb h2 y966 ff1 fs0 fc1 sc0 ls0 ws0">tego swoich partnerów biznesowych.<span class="ff2"> </span></div><div class="t m0 xb h2 y967 ff1 fs0 fc1 sc0 ls0 ws0">Biorąc <span class="_ _4"></span>pod <span class="_ _4"></span>uwagę <span class="_ _5"> </span>wyniki <span class="_ _4"></span>analizy <span class="_ _4"> </span>podwójne<span class="_ _1"></span>j <span class="_ _4"></span>istotności, </div><div class="t m0 xb h2 y968 ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _e"> </span>UNIMOT <span class="_ _d"> </span>deklaruje <span class="_ _e"> </span>podejmow<span class="_ _1"></span>anie <span class="_ _e"> </span>stosownych </div><div class="t m0 xb h2 y168 ff1 fs0 fc1 sc0 ls0 ws0">działań <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _6"></span>pracowników <span class="_ _1"></span>w <span class="_ _6"></span>łańcuchu <span class="_ _1"></span>w<span class="_ _1"></span>artości <span class="_ _1"></span>w </div></div><div class="c x6c y954 w5c h10f"><div class="t m0 xb h2 y955 ff2 fs0 fc1 sc0 ls0 ws0">Upstream </div><div class="t m0 xb h2 y956 ff1 fs0 fc1 sc0 ls0 ws0">Operacje Własne<span class="ff2"> </span></div><div class="t m0 xb h2 y969 ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div><div class="c x21 y954 w59 h110"><div class="t m0 xb h2 y96a ff1 fs0 fc1 sc0 ls0 ws0">Czas pracy (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y954 w5a h110"><div class="t m0 xb h2 y864 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y8c9 ff2 fs0 fc1 sc0 ls1 ws0">3,13<span class="ls0">  </span></div><div class="t m0 xb h2 y96b ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y96c ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,<span class="ls1">59</span> </div></div><div class="c x6a y954 w41 h110"><div class="t m0 xb h2 y864 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _2f"> </span> <span class="_ _2f"> </span>dotyczy <span class="_ _37"> </span>stabilnych </div><div class="t m0 xb h2 y8c9 ff1 fs0 fc1 sc0 ls0 ws0">warunków <span class="_ _7"></span>zatrudnienia <span class="_ _8"></span>u <span class="_ _8"></span>dostawców </div><div class="t m0 xb h2 y4c3 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _7"></span>podwykonawców,<span class="_ _1"></span> <span class="_ _7"></span>które <span class="_ _8"></span>przekładają </div><div class="t m0 xb h2 y8ca ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _d"> </span>na <span class="_ _d"> </span>większą <span class="_ _d"> </span>ciągłoś<span class="_ _1"></span>ć <span class="_ _d"> </span>dostaw <span class="_ _d"> </span>i </div><div class="t m0 xb h2 y866 ff1 fs0 fc1 sc0 ls0 ws0">zmniejszenie <span class="_ _2a"> </span>ryzyka <span class="_ _22"> </span>zakłóceń <span class="_ _2a"> </span>w </div><div class="t m0 xb h2 y8cb ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu  wartości.  Sza<span class="_ _0"></span>nsa  dotyczy </div><div class="t m0 xb h2 y868 ff1 fs0 fc1 sc0 ls0 ws0">również <span class="_ _38"> </span>wzmocnieni<span class="ff2">a <span class="_ _39"> </span>relacji <span class="_ _38"> </span>z </span></div><div class="t m0 xb h2 y8cc ff2 fs0 fc1 sc0 ls0 ws0">partnerami <span class="_ _22"> </span>biznesow<span class="_ _1"></span>ymi <span class="_ _22"> </span>- <span class="_ _2a"> </span>firmy </div><div class="t m0 xb h2 y1d0 ff1 fs0 fc1 sc0 ls0 ws0">dbające <span class="_ _4d"> </span>o <span class="_ _4d"> </span>bezpieczeństwo </div><div class="t m0 xb h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">zatrudnienia <span class="_ _1f"> </span>pracowników <span class="_ _22"> </span>swoich </div><div class="t m0 xb h2 y550 ff1 fs0 fc1 sc0 ls0 ws0">dostawców <span class="_ _a"></span>budują <span class="_ _6"></span>bardziej <span class="_ _6"></span>lo<span class="_ _1"></span>jalne <span class="_ _6"></span>i<span class="_ _1"></span> </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zrównoważone <span class="_ _e"> </span>relacje <span class="_ _e"> </span>w  ł<span class="_ _1"></span>ańcuchu </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">dostaw, <span class="_ _6"></span>co <span class="_ _6"></span>sprzyja <span class="_ _6"></span>długoterminowej </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">współpracy.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf51" class="pf w1d h3f" ><div class="pc pc51 w1d h3f"><img class="bi x21 y96d w5f h111" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABXcAAAPICAIAAAAdeF+iAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdZ7RlV3Un+v+cK+x9wg11K6qUc5ZoCQHCGEMLZ2zjwGv3w4Hn1I3dtoe7bdrddLeNm7Yfpt1uBg7gBBhkhGWyMWCECAKFUipJpViqUqmkijefsM/ee6015/twbkkypj9YjwGyxvqNGlX31r116txz1v6w/nuuOUlVkWVZlmVZlmVZ9o2VIAyhxEgAWC0CQwBAARVIBMawBigACxgAgEAYYMApUSIo4PJrmWXPITa/BFmWZVmWZVmWfeMpIGDDgBAAAgzAAAADCNhBADDgT3xJAAH0xLeB8quYZc8xH/hAThmyLMuyLMuyLPsmUFACiEAGpABgpmXWShAYwICdTisbNqIFQzAGylAApGBAc9KQZc8tOWXIsizLsizLsuybYJotRIAYBPBTpQkEIgKA6YEIAPSMsgVhIhAJAJCCnq5syLLsuSCnDFmWZVmWZVmWfROwwhESEDBNGZShCYgACAYwFg4JmBYs8D8IG5QxDRqyLHuOySlDlmVZlmVZlmXfDAkEsEWCGohRIRUiJEIEADBIMFFwJCMwAsOwFrDYOGGhEEAp1zJk2XNJThmyLMuyLMuyLPtmECBCCGS0A8GoRh3A0nWAARRoGTyGdSbF2jjb3zTtzwBAado8UgXw+ZXMsueSnDJkWZZlWZZlWfZN4gAD0YAohz7+mUN/93mjcew1GPWR+y2UJ8PCrc7O+FNP/pc//mOxnO3N9AhQQgISIJCcMmTZc0pOGbIsy7Isy7Is+2YgSNLgyBOwPlr9yN+7z3ylSIlsSqxFwlyDyNIUdrTQedGP/Whp5mBKJIBxImjQtFHckGXZc0VOGbIsy7Isy7Is+2YgsKMWoSMJhw9N7th93mjYRRojNCROMQMAzkrRuoXzvuO7ERuYjjKmAygMoFCTU4Yse47JKUOWZVmWZVmWZd8MEfBQ1aQtlo7Vq0sdJEYAh+BFBbGVADP26dQrzsc5J2HGNiVFwE1PWqgayi9ilj3n5JQhy7Isy7Isy7JvCoUQsyLFv3r/e0+zGtAK2tWyXeoJQdYaEJWHZ/GqN/wous2g7B5H24OfmY6ZSAAEkLynybLnFFLNJUZZlmVZlmVZ9jyRMBmhIPBsAwSgwDGHiOakaLkxMEAEGCiABqgBBfpo08RzgZpBKc4YOwKahL4BKSxBBMrTXosAQBi72POA8ArFBXiMwxN9t4jJJbHjGxm4OKNE5ACAgWnFQQCGgAIB6ADdgAlBLQiYpEdv+FzfGoUGg7E1E8dQJjVbRkfSKTt3Xnal73oEpB6OMEpgiwI1Jh2sAzuGQIlpv4bagwTFGqAYbJLIPFep6eaah2elQiixyiCEBYhJAjFi0ZIzQq7GqkXy2CLAECC0PR0YBTAL8aIAlEHqpg823XYKiaIxgACspSYCKVRUDROIAYKiJoqAKizgAEsyim20ZQ8gEVI2Cogqk4oESU3hnKhr29YVRUyRmVWUAQYbshCNTRsodLqlaEgUCQwUBEuYzkGtgRaIY8yViKEZlN6AAHigSDAEsEYgNtQNKXZZWabzUTyYg0AJEPU2QpoUO8YZAKogIzFW1gIgoIBaCIAEVhCSRGaTkAiUUvDGbFzFbcu+D2x8CgUBImADIAERkBTJmFIphtQKiWVDG1cbQxjCiBKKsSVHsJKI4cEQgRKUZdQOO77kjbqD6URYecZ7z4A5cfUGgAADENQCkARmjMd1r18CEBE2z5gm+4EP5Nwvy7Isy7Isy54/WKmc7qkNwGgdEpJHErRsGKVrgDF0ANPr8nyHnMiYQ0XJ6LhblBMyI8DNilEtSSBN4mhhGHAAgxUmTWMDBWLqOgMA1vQAgodEOMyERLWpNgtDBDEgAVQY65lh7OqkTl1bcXCldRCr1JvTM3/4xcY4aAJDDAkbgEnJNE2QFPt+LHAONaFE6qvE0diarh22c/2y7sMQjEVLiIBXoEQ0OmS1cJpHUDxboQQT5hWAISIxpEQsKAgApERXpB1NAhvXcQAceFZZSAUcWSyU0sYm/hlIBAmJ1YLADFUiYwhQAYCqCt2u1WmVChhgKICOLaDKIqSMEJWZVElBTNZZkySpckhklY0pFIgpdbyRIE2oi7K0hbOmUFHRxMYnpSQwBqRQBZFnGFAiZZAr/Aw0yqThTpHICgiAiDUw0YDUqEpogytKFYmRxMAYIqYYmFHCmJggCcZo3bTdrgfar7pMR6NR2emwLYdV2+kUSZIxPkgiVQLA9kQ491TOML3ghIl0em0ThaQKItsl1SiJCJKSI7ZkIARjSF1MYFYiBiElARCSsuPSzwk0SSJmAASlacIDQGkjTQQBpEQn/oaneUcU8YZ9UYgoETF/9XucU4Ysy7Isy7Isex4hLpShG3cfPbB16Tg9ss+ujAArLOJC0aOO9Sw+NexasbFKqLe+/EWhCAX3OlyMUOnjR+pHDm4mGlWr3PXOGZcUycAassacfhpOPgNBSrZioBYLgnlQozW8pYcP4UjdxRrQwLTJhUTkWwudOSaxPWtb95yzSzQWKcThNlsOdu8pRg3W10ECEmI2IBJG4t06uvjl32rQFzaqOhtDOPSE2/84wBhUDuQ2zR/qjU8eIjAmnosEP6FqtqQXXwa0s+hbEODyungWlhmbFEUNgFFyRVBGT4GqhUVTsK6PZ548gh1z7dbZBFfW4o0DU2OoBQyEkk67dE73rEpgUB2jc5652L17b1MZshRkElq1ZLq9om3GL7n6YoYBiE5EFMeOh0f37W+iOOthvYjOzvbH4/WXvOgcCYYdVGwV2zvvuo/YgwpjnDGGSRfmu+eetWM4HPdKLy0TkXGFAKtrw9337u2Us5CCQISWqAHJwrb5M0862ZMj69l1Dz+5su/wchTDbJCCgWrPSTu5/IIz53sFIHVbk+ksLVf79h8zxD3nvUHNiE1QJV/w5ZedoUjTqgQ68UIkgS9nkuCGz97R7c8ZW8SYSJUploUpHF1yyVn01JGDE7v/mIL1blIn66wxUKBucODxlUf37x9NKmstM591+mlnnX7ybJethQqahrqdLkFiTGxhLI+qdve9Dwc1TdTezKxGoZgAAMIK0DMOOmwkC0icNp6IMkEJalhffNUFICIDqCYRc6IKI6cMWZZlWZZlWfZ8MwF1Ach0Vwe0Ye3GO/b85tvKI8uuKCuopTq1w5HzLXsrttvq5u1bDlP9ne/6XXfVZY4ICWVd7f/7Xbt+6+2ntFFRU98Nxute1CcTrWmcOeVnXnfpf/51ECFBSAVkApgYnrQefvH33l59+MuzlJy2wVa1S5F1trF1Wzy40L/qV37qqp/dRlwAgDKOrNz6a7/d3vPQbIzGamJJREbICvvIn3zlhRdfeqXnoZ+d0dCgTnv/+H23v/NPT960aTIcz88tjIejY3PxrBWMHa10qdeaeeo1V1/4ymt/f4fvmpQwUczklOHZSBAoQQgCJLBFCyQCUyJCgRAP7P/bN/6XhZdf8aJf/6Vh0oLmSAGFVYAYAEgAAfEzJ4GUrhtFVwej33rz79xy833GG9/1kjCpKiK96MJzPv6x9/V70xJ8mt4/f/sfvfcD131wMmnKTm88nnjvm2ayab5342c/uX2bh4AZt+6663Wvez1Qej8bpnf5ka54wQUf+fB7QAaWrCAlpASyePzxQ7/4i782HLSiBdQyWnAA9Bd+/iff9Gs/S2IQIILr/vrjv/9H726EQYZVjKb1MJzpFe96++98/3e/HEidbjeovfnWO9/4xt9YWVovTRknTVsEw9Zae/GF591ww3WkzGQZohvTUQAiY7Hrjod/5VffVI3T+qAufGkMjIkxVJdefO7f/M21s92nqhk2DjKwtZMm+dIo8NDe5Y9+/JM3fv6mhx5+uGkiWTcaVrNz/aYan7R9y4/80Kv/1Wt/5MLzt5W2uz6YzM122FIbg7Pu1l13vv5nfr5pnXDX2AJRjMZ/9M4Lni6lkLjxTigAViHEl7/s6mvf93Z2EFFmMibXMmRZlmVZlmXZ81eEQQQSoodw67Wm3XtOfXD/FpJk3UqYbDYykyYNigH51pgyEg8HrUvH79295aWX1KQFIfXMaeeffSzo6SsjL3W9ElobXBSXEA1Xjqtd92A0xkwXKakYNYQqwVH0QpNJ7769Jw+reTQOTcK48q1AZ1s/MnNx2ylXvuyFTacsG4dmDNvUd9xuHtx72tLSDl8EbRIrAJeYlVj49LPPc3ML8D4gwQS3usJfufUlo7C1G49Vo021pGpy1Uo7KwjgNcvdaBSjPbdGfWQ/X3KhgMjlSRTP0jwSk4GnaUsOnxAZNcF12IdJuOehfW9/Z/+hB/c9vGf7wsLZr/9J9ZosWGEEhgDi4NRCaKP2HqRQQkrC7OY39euGohRJXTVJKWi3syk21eLKyJf+RChB06MCc1tPW6vQNMZ2u40Iqbferq4Nt233DIRWrSXjigTv7Ny4tk1jer1+jPUdu/e+99qPvu51P9BqKgHDiNAkJODF5RGbnmgHagEPBEBCaFRABDDYoo221WISwcYTlFPynaIJDRkfo6q21pUhhtX19bVx8t3tnruEKN1h6cvRcPTIgWO3333gisvPcGTkGWdHph1O7tnz4GCUVlbqXm+r9d3xeN27AGB9HGBOnBeBAEkJClIyrjCf+vtd737vhx54YO/q2iCopuSgXY62019IQk00x1flne/+m/f81Ye/7du+5Qe/69uveeWVCQhBnXOTENlZgWM7Nx4zUbfjSWQCkE4bRTyFEjbiJQ1wBCUVImUNBjyq2qRIEYbALDEla/5BkMf54smyLMuyLMuy5w0PhgCKhmWAAN88dtdNzoeRHR/qrh/tj9Z7TUAQakLZtGUjLoS4fvLs3IO33xYM1tlOPJ4oLF95rrng1JGTgBC1IZ+kCOLb6Fpx9dpDD2N5FT4Em5yQI8AZeCRt8cRhuveBbRQmPkxcqDttKFr1bXJxPIvNr3yBuer8AwZNt9C+RRp+5bN/G5rRln4vUt3apnZ1Y5uxb9fLsNgLr/qp/0e6nXFZHIEOTMTje9snn5ihcOToPtPRpl6bgXqNhLblhkyrHCwiLy7tv/WuFrRq3KAs86p4dnoJTBg7NCVgwIICSGiIWiwuHfvjaw9f//HNi8dfsFYfeOu72g9+gmIbSQIDCiSAMAJjemCCnooN4KyrqiBAQmFsP6JjywXYXtNamE6bmAwA6LTdIACgCgJfRLYtDIwfVnVQKKgJiCn5gtjAOK/wwyop9dnMNa2ftC5o8aY3/4+79jwSlUGIIRgGM5oYq7ZOoAQKZAO5gCKgsEY3DhAAqlBGVAShJlEj3KgZjmJMRskojDFWoda59fFE1Fk/tzaC7+yogm2Sb8U3wbzn/R8GQ8D6VCtHAjNaxZ337FkdVXNbtjWRh1WA6QR1UblqU5ymLE8XgJCCm6h/+YFP/twbfnXXnQ9F6Q4qbZMF99j2lXoxFpPa9GZ3RC2HNY+D+ejfff7HfvwN//sd1wmgjHHbWGedd6JmPA7QjjGzkqwqVJGUE2yAb8kH+ACXYCM4gaMWUYukRVSf1Ce1IakQnAMZAPIPzlnklCHLsizLsizLnmdC0wKAQZTYYoDR4Oi+vSUitE2obUmVSasdHlmtYmsMscQd6Npja/H+g2XD2yLNNEjoRlu86Ad+oI1cwnVhfJ18SFbUJxQRfmmQ9twftRFHSMIJcGiNeKJ7/uz9Jxk30WFqQ5Kkqh5cKCNhGOKVr31tA3h0REEh4dj6kTvu3xZtMWpM2xaAbVKpRto0rOr+zp3btp8GV46hAPvEB26/K60OnKJXdkOMxjiAjvfokVl6YlaWXVjqyrikmRb00GEbYgsJInlVPNvFlKCIQAUMFWpBilmoq+pjH//MnX927YVlbyHK5lG9bXHwhf/9zvFde4rUMAIMYFBLFHz1dnm6fe/1p/NHjLAF2RhUYZTY2vKr3y4FgMQSVVzh67aBoaJTxtgaR87BewMSUExJ2RTOdwjW2JLId3uzUYzzM//9v/9uJAaJdRKlAUCUZuf6YFWCsipDiZQpSXIOKQEGZKCMpIkdkyUwsTNFpy9gZmstMzGBAFTjVmGbVsiUdVRf9Ibj1rkeuPj8jTdNaoybACDEOI1NQhQB7t1zLxlaX18vOr4oS4XAaJC0PlxXhiaBiLStKClIwTfffOtvvvktdSvVJAyrtuj0RVQV4/FYJKYUnTerq6u+6LSDKsE1kYpi7q+u+9B99x0zhg07AE3TGEO9XocU1WhAFPt9p2iN1Sa2AlEmMWScDRLA6kqmpykRiKgoi5QggraNAIgopwxZlmVZlmVZ9rxlnU1WklUjzc7gH3/vR09dqRfadktMZw71vDUtgz3OVLuOISeNOBBB+5CFQ4PR9V+0Q0IDhU3k8cIr7BmnDDSVXBaRWWyCgbIPdmeNe//mI7YeV2jAhKS1xQjMR5fjbXuKdtT6lqyN1rZkwwRUmWB6vUsuxmmnQ8ou0BFgQg//yV/39i9tr9Sj6ZFHo3O271qbqGu27Wwuu9ibPk+woG6rcu/o8MhHv7S9kp6gE9BrqRdMByZQZ1AUSVwJH1JsU3uOui2fvc8s0Raxcykvime9mApWMm1ioLFYQpvaIQ4tjj/+pX2/+66ruwu91eFMkhmlrVE27Tt04Hf/AHsesYP1WkZDjolNEZN8Vcag+lR6oOAEozAKgjKUAWz8/tXZRATCiaMGCiQl0elRAlJFAJrphEYoKalCE6mSYVMMRu2dux/87Oe+oqmBZSUJ2ljLTahAEZQ2ZkNSC7TKQQmKAJqOUkkb37DxbSd+munIBzBgpvttBUUkWBKjKlQWPTY+Jaytje+//5HCOQUT00aTBaYHH3j0yUNHirK03rSpaVINq8ayktRNvT5MbZhMR6cQ2arWY4uDt77tj1dXGuf6USgljW3YNDeraTI341JYL30jk5XZvqnGa/Pbd8Rae93NZX/L8aXxG37h3+/df8RablMiIkupHq90y9grozWjtjk+mRxnnhQFlKK1DEjTTnxhgLZpRo4nlibW1JaC4cZQkNhIFGZ4Z0SnJ2L+4cLJ106WZVmWZVmWPW90QCOORKaTGE+u3ff+j55TxxpQUCBDbFvygcs2UEFOYmwsVikE5Tge3vE3H3nF933XaLYoQeIdXnCOXHXekYOPeDakZuJRGzZiisgzAXtu+OJZt91VvuKVsISAGiAgPnCQHzooaGrfUJod2WBM0TdOWrs8M4er/wW2zif2XVBSmOWVBz7595uaVEAbaOu0IpuYhP2oKA57f/F3vhIGYpAIHUVz7761XfeendKEUTtEMg1bFnZtMd82cxGlMYtxxEa78Kv378Xd97tXXVWTOORpls9GxVQm9NlE0Yqj0KRo28Xfe+eXf/+dL+3M0WTdkZ3OoEiI21td/cwX96wPLnnLf3JXnReMSxDXCOwzhzIqaJr6WAWEVVlBwhBAGNPaAjoxR1EBnXaRJEoEIYBgT0xYZBCBoNDp5p/ApEQQpUgEKIXYJpH52a11M/yraz/12m+/etrtwJCr27bf7VW1ghKrANMoQZRIMR21MJ0HoYAyVDamQ6jS9JiFEgA1BE4t2jqAkSQY46JWkqRbdEITkLiNcdeue1905XnT8gidTs5guvb9H15fr31RWGtCbFWjdwRSVU2RJpX4BQvWpkmOrTX2t3/7D3fftbfX20pUpNSIicak5WMHZ2d6r3z5ZRdfdOHq6uoXv/ClI8eOM7mmGlnXrUdtBIqi98TR5Y9/7MZ/+29e1++aiy847x2////WDYG6KtaauihCVaebd+259oN/a6gzrIZEVFiCNFs2z//yL/38wvwMAIIAYBGitGVhtlMwnXhfmXLKkGVZlmVZlmXPY41QBy1gRc0tu9tDSyMjT/YRjUnGCZsUzSnzJ7dHlvptgkpEHKMl43oxrOzdj/XVam7HAmCI4NScfSpKl4ZNT1ErCcEpF5E6KlvrcPgLN5/zipeBE4xhwEGqR4/OR6MOomleaRLFsemq9S2PE7ZdeB4MdcDUAgQceLy/OtwB8qE2MOPUFJ0iDJuuLY349TqcdN758Bg6NJAFikce2zfj7QRN42LtoEJQNJHT5gV3+FgHRiyS1WBRx2rM5aHbbzn5Wy+uZ3q5McOz4xkSwQS01WwJSBrcdPO9H/zIBbZXtu0ArYFnKhqOCdI1xkl67I477/vt/3np23+re5pp4TuuF5GesQcVTGMBmkYOIiQMNqoKYSgBrISNrwtAIIGyERglKLOyKghM09oHhYIAVsiJ5gBKSEpKZJyzsZa6jkT+tlt3P3nwyCmnnWyNjYAKiMy056FuVCgIVKCsAMBQCwIpkzIAUiIFA8KREUkVulF24QiTasIQoaRogihBIYqUGOSd3/foAQCMp0+PxCif/9yt3vXbOvmiJFaIgqBJACayKXJCY2Gm0zzvvOPgxz76aedmBLZpWlZJ0pSOm1j/5pv+24//+Ks7JZpG9+//wfe9/4N//hfX9TrbmkZmO3PDyToZXzf1TV++5d//yusAzM3Nfdd3vdKceDYi0RqbgNGk+bN3D9WoJRtjYu8NuOOL1/3ot/dPXD/01C8FE1JSZlXVf1TKkE9MZFmWZVmWZdnzSZQWqJHsYLLnPR87c41mGg7EAueCKWsj8Dtf/T2900+NTIAmE0eugQvb6smpTywNb77VIczW8BFiwvaXXOI29ZM2HsqqiQBFIXAIZwgt/e2X6OjSxlQIoDNM6cv3dUIKjkyImxrpRHURRUUerL3ZU176okFKFCLGLWL1yG03bWtCv6oIFRVobIAhRvIRlt05F13WO+9cTXXikFDTeG38xZvPTGS1TRxJU5nEJiIgff+3+tk5hltGE7rcUn3UDKqyeeTvP4Ndd3VSnRfFs2NrQBAsyBOWVuMNtz3039629fjSdm8mmMDYQVksFz640hOhrTgMd0LGX7p531v+0Dw57mgxNArwiZMPutEWkpJs5AFJoIrEGoxE1sQaCZGfeahiejJBDAuTGBImdRAHcVA3bSwpcAq3MSaBIqgBNaA6Se29m1RNitzW5q1v/YO9jxxKghBR2GJSBaghtSyGlVjIKBQOgKqdphwkhpRZHKthMUaYEYD4dAmFwFkcO3JMNTEncAOuHSlShAgBztrdd9+9vDKZ7tOjJAD37H7iiQPrFn1GoUIEZgMVEYFBAfGD1aaNtQCu9OMqveUtvzcaagw+tmzYlp3Csmqs/sMv/dz//X9dU9pgEQtTnXvm3Jv/6y++7OrLm9EqJwl1LHv9OkTAPPTw/gOPrTBQGBhtSRpGQ1qT1hIqo+pNKixbom7Zc9ZplMKVYdL0PBwah+AQLZJRMaoShQAmJUCSALkvQ5ZlWZZlWZY9j6lUiANU/OSx4Zf3nDc2p7V0ytCcu87nDfncEXPh8JpXVJef8URfj/iwMovVOYx6QtxsbsLhe3crJkgY27jm7fwLzqq2FqOSR0bWC6x2dFBi5NAgFuPKHVwcPX4oYqOQHS1N9uyv4iBacsBI67rkuuPGJKns9i88K5y2Y9344ACXxmH59v33aAdDnlSeFzthpauLLrTdYuQwLt3l33ONbOpTRC/WC4hmZci3P7Bpsr45xE1N2jKRHeO0I+iWCPnul3Y2LYB5lGprTZFi2WFqRsVDB3HDrmIwyoviWWoAg3WgRRx+7ksfecMbZ/cd2QozmKw1jlrSoaWBN62SE2JKpkNaD8/y5eHrP7X/9/4EB45U5sSMCUxPH5yoGoBMP1IWgjASUWIkghL0q2sfCKxEIKNMakgMqQEs9KnpiawnivQJQohEwTmsD1YB9PszKVFVhfe+59ovfem2toWzSEl7ZZ/UkjKBSIlBpAy1T0ciAMC8ETQYVkNqQIko0VPdGQAmLC8vq4oxakxyXp21BmqNJZUU0/5H9x89chQb/SQEwB27dm/ZfOpkLN3uvCqTgkRVADWGC4lmdXnsCzdqxgD2P7Z42213djqzzN4YL0km49GkHi5s6v/n//jvOoUpLBg1dNwtIXH4mu//zrl+l0GFtcPxxDpXTdqqqm+66RZVQGGMMjUpriGtWRNIEkEkBEnRO1eNRh1XMggJhkxowWgYNaNhtEyJSAkxhRjaGlDn3D9eODllyLIsy7Isy7Ln0cbQFz3482GXb7/9ZB0pxssd+0TfHfU8wrjCUjs3g4uvWL3skmHUi8rtJ69FrnDEmSd7xRDNaPe9C/VwXw9GzELTxdyp5Utfvq/fW+6WpTWXrOhla7ZbzDzuK/b1KZWOdh0pgh0btBhh9V559OazYGTM6Jw+6HXaJp40ku2SDttm+098D3VnuigG8MFT76Be9Ln7zjy6em40EyoW0ds5mtm6VJ/V7w3s6I7TTeff/EjCjEapbVm0AZ+/2x5bWSyLI0XhWj7JbF2yeqAXjvbCzBnnme/5lw92PLu+DyYVbrmtzkjmxSvy5LWfrqGKFpJQCRqooBaJEEWLFBE3KuWzf2ypC2sUWG2X99/ypt98+eNLp1WDFJcKHSeXVn1MtNKTJ3p2sKiy6ndIOD3OnXcn+1Xv1j90Q/jDa+eXj05QraIdAQic1C+DJLEfSbdBNBqpkFQ23IvcDeQFBCYADCEIwE/tWBWaOIkJybZiGuVGuQZNx1lEg5BMm1BImlc4BcW2XJg9N6a4Vh/ozkV2nf72C37tN373+HASAHIynhwHT0gVaqYHJZQgpAKAo5oAA6WYmAVWmcUEMRWlWUhPiGEAF9VinNBEk6Tj7SZpvI3FhJvVeLy1a4GxOvCiJ3/0YzcqYLh2xqWAPY8dW9Sx9GQ4Pjo3w9AW1gV246TRiLHt44/thnYt9QXY+9iDCydtHrTDFg2sBIn9mfluZ/6CC88lI9YbVW4bWDOn2uv3F04/69xhO2lNHVztuKEUep2e0eLTn7qRngoAqLBuK7sdKpu4mEkUybE1W9q6dF7ULCs1sXXETAWAWWAG6AEdwAFsnTfOFmWXyONbyjMAACAASURBVAL2H6cKOWXIsizLsizLsucPtihBiLJ+zz1NMw5oUmz9tLrZdoLpbjnjTBieO2Wn6XSH46oTzJbo5irpN2mr2ubBx/DIYQKsEJRQ+Iu/95rilB0sZNebIFhFO54MO+QnbZ1SHD/0CAIcSSe2j994U4whITEhxsCh6XWK9XqgKPzmrdte9EJhgxAKQDitfPzDbtwmIgFUYVRJ0YEfDavaumt+6AfYWmsMzXaRWjSy62OfSLE1qtZQgI4mY2c7Y+t05/ZtO0/d9IJ/4YpuRyzXqklhOIFGaB9bOTx66D6AQISCYaCAYebpnXXoxh+UF87XsEVxPI4buMFnbr/0UJxJ6XHfjmY7YNdraSHaU9tOT7rr8MvbZ9MLz21/4dU73vYLr/pfv/r9v/9fL3/jTw/P396OV22oOlAHSFAIDKzi6aEELF/3137j8Zh5MBgU3lvDITaAVFVdlr3r//ojCoSYyk4fagBszH14toxBiBGAiACYDnx0zqmqtcY5l5J8+lOfPba0EoGYtGlx1x13hhBItFOW49GIGKoJUJ72OVCMRmNVdc4ocPjwsZWVFe+9TAMQ5pRS27YnnXRSp8MAEW38QyKIYMeOLUXh2LBoZGYiUtWY4vr6ev2NOjyUU4Ysy7Isy7Ise/6IjFIShtWTt99hTWArom0JYqHadZY7nflLLkS3OOni81cLu5KCh9/W2K1jbIqYC3Hm0HG87xPzgEmKEMHU/baXnHrN1YDZiW60tNqVcRp3SG23I6FZvetejMdOWn5i8aHrP6UpjpEMo41NGVsHUbh1yNwll+CsM0FuHq4DcZPxrX/9wZlRk5hGgLL6BCvUU99O4mTL/EU//H3odECYWPQSVTfe9ujtdxpKBYmFBKAFgcvjxm55xbeUvTm88NI00++KL1vSpM65QDI00rp4dNfdgEaJaqAG6el7rwoWsCrnlOH/uGHv2WIBgW/bu6WOJSw51zAPGTXzptbO1IUpTlnZuv2yX/0P5739f6Evf/EX//PP3/HWa3/j1z/5F++4+UPXpTv3dqIvYrQAe5KkDBYGDEAgBUPpH066/P+TLtAzNrkhxl6vM79prtPxGoN3PDuzaTxqrrvuowR4PzMeB4CV9BnRxLPaUTMmkwkzi8j0YVJQb1xZ+BBbIrJs79/z8N998gbAG2N237N332MHNCYiMCG0tbeGIAq1jqdP5vjxRWZmAgHHjq1OJpOyLIlomjKICBHt3HkSAJEEKEjMtM1K0pNO2uGcYVLVZMw0RkGKaXFx8ejRtZwyZFmWZVmWZVn2TyMMDKvmC7fgyScttbWpwKFMwolWQceKwl90XupYc+4pw1M3L/aKFsYkspFIaIzBNmvuff919skj3LRQaYhDQef+6A/WRVFoGVMMM5YNOEQtuE0jd+BJfeB+aqvJp75Q3LPPMA1LAEk0EDVcTbr9+SPWySu+pWGXEhuAJ9XaQw/owYOb2hSIVzuk0DIqKzmQUFFccTFO2galmOJQk63ki+9492m2o6nWZqSxiWRt0W0jV5sW5l7z6sYqztnG551m4L06JO4aLykEbbeVjj9zC8VERK2ing5AFCApVEEilBK+Ttvc551l19qHn+h8fs8axaWOa9FuGaivRIrOpCwHsMdOOR2//svfcu2f7z2ydPf3/PjRP7r+qoeXrtk3evnR5ozDq3O79x59w/84fv2n3ajlEBHVGBKIEMEQGASwgL5Or/6JoGBjCqWoFEXhnX3tD71msL4soZ7UkU35+IFjv/nmPyUyMZBOaxlIFEmJ9FmFDTFiMBhMN/8gSik547Zu2XL1S17MSM6wKhXlzPv+8oOjUYwJf/Kn74OyYTA0NNVFF10wM9MVEagYY6a1DEeOHlXRpk0AxuOxMaZt22kVg6qKiHNu69YtSWA3xkVMh3EKkXpvrDWiiQjGGIWKCAjD4XAwGOSUIcuyLMuyLMuyf+JeSxWHjj947YfnBmPiekJj4uijOOvHZAfd7szFFwwZ9Xx32yuuWtzaXWXTgCYs6z6tkTRpQusre/7kWgLQ5chmCHaXXzxz8YVBghUWBjlSkmHTFKDZ5dVHP/YRLB3f91cfOXM1MKQqVVWcoRr1jNKwbqszTtn08pc0VHgiMIhk8cYvn5JSiRgMDQpSkk5UAwJc47rbrnlZKhhkmNkS48HHmjse7A0qw8mrIEUui1o1kp076xxc+YKh43rWdi87N7EhsIXlOpVKVmNvMJr90p7R/oMmJiXU0+L4qJDpHXRJUEByKcPXtBl65CNfePxDn9ELdz7RTQAR21gUm0LRWQ0rV56z6d1vnn3jz1YvfSEW5qmSc1bDS1f9aavrc2FQDta21fWW44tf/p0/wMGjpBEgBgiIIFiCASvMiXfi65EyPP04SrDOTeqqbauf+5nXf9vLXkypFtHCdw133vmuv9z7yOrM7FbAAFBK2Jie+WwWQttiOBwy8/QhRARRd2zd+n3f+x2GU0yNiFrbe3Tvof37n9jzwOEv33yHMR6SCOIs/8gPv2ZurgcKQDJm4wksLS0rlJlFUU9qa+1TxzGmcYaI9HodQIkgmqx1ChVN1nIS9Po9QFWViEREVY0xIYQYY04ZsizLsizLsiz7J+61UsLS6vI9e3opGgv2rEgsagwnY6L3PD/HCEb15DNPb72tLIKhVjEyse7bgam3LMwe++xX0NbBalAxcDCuvOjcNVBpChskQeFd3bY93+mk5tDuO7G8OHzg4a0JKtIyVMUzjxg98quxqk7eYs46uWQugDZOQNC9j88LRYiCgwEAKwKlADf0jk45KfgCQYS5RBw9sn+n2nZ5yRlblgUpjLOT0Ko3M5s3o1MwYoC6TTNQZjATh6ZlY5wF1/X8uBodeAJVRUCQ+HR9PCEBMh2UmNfN11RHefTgA7fv2nL69qU0jqZc9mgK12/tnJ3pvvpla6+68gAwgHvBa743nH3SiBUpNGjRLVMPQVsx6C6NwhOHQQSH1CYHK9g4JkH6dStk+GrKRBBVifHU07a+6ppXeEve+7W19ZAI6h94YF/byIkTE9N5F5BntRBiRAjhxOVHqmrIbJqfv+CC88vSOgM2ZlK1TcD+A0fvv//RcdWklCACSUXhLrnoAu8caSLo9EyEKrVtNGycJVWICDMbY6BPpwwhBChCCKKSUpr+zPFEe4iiKKb5AgAoVJXpG7rG8wWVZVmWZVmWZf+M6QnTT4t6dOC663tHV/pJqraZSCQYlahRo8TLL7mEjZ8d1t1xvOTCK7ZYbw0DXDhPxrSIBXG1srzpvkfD/fc1iFa5p6WIcd/6ose8lcT9cfLMQ43MzpD2Oa7vuW/wiU9umTROGya0qsRsoqQutzG5hZN3ft+3j7bM61AQ1BWEJw/ybQ+40bBhsPXsHCR50URYKYqjs52dL746oQO2nKQbquM337I96HZTqqZh21p2zaRRywC9+Du/HVUzuzyeaZozTj3TUfQgVo7ejThVRtRDKN3wjnehDkbbkq3o9I4zoIjgBDBAecbE115bFe69f8sjR/XQsUvf8KO7N4XFDsrgArh46VXn/sc3DJM7K9iFCej00696x5sOnb6wTG1gu0S1SW1XwgDjbevNwfv2CCUwDBkHRE0RJASjsGxUZdo+wBgzmUystarQE4UJIqKAMUZVpl0PjTHTjXcIwRioKAAVATZ6LChYCUnEWGrbST2e/Lt/+5OXXnRO1YwXti6owpr+l2+6vSx7CgKJkgipPGOexT/JsWPLROS9DyEws7XWgOb6nRdcuu3MM7e7QkNo2ZRlOb/7nkc+c8MX60AicJYh4bKLL7z00rO9B7MCKYTWGKOg48cXRSRENYy5ublp+iAq0zjDGDM7O7u4tFx4T2BmAyBFscYBaOowHAwBYjZt2xJTWZYhhl6vt3nz5m/MwrH52smyLMuyLMuyf75O3P/cCBr46NH7P/HJcyZtoVhSlHNl0Za2NgLyKuuPPvr4W962qlRoPIdc7/HjnZB8Amhjg+WSGsXZUh+99daFb7mgMAtcgzu9rVe/8Atb+2csT9xkjJ4fkZZCDILGzW2879rrz4xBAFZmEQWKhJBoRG588vYrfurHDkFnPUMTUB/53Be6B450YRvnVYjryCqOTW3dQy5d+vp/pXMLCgNjEAXLy0u33XZqXTFhHCV574VNSOp0HIYHPnT96HOf0InDQrH98aOdNhFiUqk8WkPCgGoi7Tz4WH3vA+U1VxlDutF7EEocoQCzMlK+/fo1SCcefHLv1Wv60Hv/9vK3/cqpl5z72f/0toWD7RGUO//1q1YK3ZqKzqKgaZpTLV52kfnOq1bfc3i2td0mdSIL+HhXtlYYrSxHqwxYhUtwxk47IFASSGTjYowppdK5NI0VnjmF4kTWkFIC2FqbYrLWpthYawGIwgDEfOLAA017eSoQYwRSr7SFw0/9xGvv/i+/PRguez83qcIjD+8vuwUwUUQlhRqAoM9mESwuLk6PMGxMiBAxItu3LjjGC6+86OiTu+pxdK6Iob7pK3ctLq5UTZgpZ0Rra/mnf/r1vS46pSdWqEyvY4BCkrqti2JGgbn5OWttTGqMTUmn/1dVVSsraxvtIMkCwuyYbRKMx8O1tSFRp2mjLwqJMUEN8/z8/Omnz31jmpDklCHLsizLsizL/rmaHr2eZg3TAun2wAEcW+4mJSb2nODWh6MO5tmwC9Xw4MGVxWWBT2tr5dwmP17vudmA4AQUSEmtwAgs2pUHHuwJqVFlowDt2LHpiotWP71rO6xEwBlPFlEm2mwyxejIIuBqgJStQCEuYYa7a45PftkL0e8ypm32IsajJ27ZdcqksrZcJ4jARzVErGhUBlv621/xkuhKJIDZqGDv42lpkSkaFWIzUUWUrvXaLVdie+juOw4tL+3gLZNS2jqcrg2Q2FBkCOCEFLxeUH9pff3RA+UrrnRGWsFGygBKIAJDgQS4vJq+Gk/GFacJKrl79fhfXL/tl37q/Fe+rP7wXeXM5mHHbeKFCVpsK5E6K2ZQIcy+8OLBdZ/qhVTEGkC0VHndVvNqaiPAEKuMNlEHAJDASiklcl5VpwcBpnFDCHDmxHNgnh4NYDaqbK1tWzHM0z4IbYuOpacuhqdTCYKxtmlaZ02KYVA3L3nx5WSSK423NgZuQ9LJBBv1D6JkoBvx0z/VU60fRQTEAJyh+dkugDPOPHkyWTd2jskG4ODBJ4ejCbEFwKSlL6668opOCWcZECLoiZmaMUpd151yJgHdjtloygBSFSKeXuxra+sARBQKY5iZQkiqPByMmibYok/PiCChWFhY+MatnHzxZFmWZVmWZdk/66DhqQ9SSk/c+KWzu/0ekBSuP98EzHUWDPs61DMsZ4C2r6+dUY0vTzhpvdoJP5Rq7KRlYiWfmJSFGGYyvvtePLmiMSSPmCCufNHrf+x4YQrq21a5ZSOWyDQOM5p2NhpMWvMgpSIYBXulzZPO0ta5s37uX0+qakEYBpBxc8udgy/fUaiqL8aqSDoTyBEnbWujW77jJbjyAsCUyaaQoFS9+33FeK2ViWowthixYS5NSE09bjHaMR6+NMrZqT1/1MzFui10jDDdqvlE2yraMqFEdOawaW67HeORRbTTjSSRgAIIYCQg5nX0tTRsF4rVgnY0OP6Bz9z+E7/cvfIF573xl3DNtxXD2GkJalbtpIorm2Ixtzg56awLFudmhmWnJr/SsYt9EtL/j707DbI0u+s7//ufc57nuffmVltXV++tpVsttRq0QIsWkpAtsxgsgWSzyDIwWGYg7PEw4PEW4ZkxJgIP2J4IT8QwjhnCHi8aeV6MwIHxJhgwEhJGGG2W1OoWqFvd6q2WrKrMvPc+z3PO+c+Lm9VIJTkmUDzhmDLfT3REVS+ZWX3quRl1vvcsta5CG45U+802iGrBzaQyams+K7WWWty9aZpaa9u2Mcajo2WppfrxlLu6nnrqqZTi5niC6rXWGmMMMQ6DwuZW0lI2scEll8nD5iIGeRmG1c5We+cdp//yX/1vus5W68O2m0khhOiqUvXNhpmvtDI899xzKaXN4Qi+6X15fMHdtwfp1a+4f7W+GkLNXk3p8KiX4nyxGPMYzO598YvO3iST5vPWVCyo1lrlkg3DcHR4tPmEt9xyy/GBC1431SClFGN86vNP5axgm192cI9msWn05JPPBWtqtRibWutmVYjLH3rooeMDHKgMAAAAAP4/E4OubZo4+sBv7NTSSlnWZ5Pag2W/qtmS7QbbXS7PWjkV615da9iPSVe37dJCVzsNwXKwIdoqWd+u62ef1C99IGdfmkpQUNx77YOLe+9euwf3uRobask+dGE8PDjRlz7pykwm60pwxUa2NdbtV75MD7wwxNSNKqmWsvr3f///PHH+MNR4eexLaKKH7ZxCrUW12dr6une8bX3qRJGlGmITD8+ff+Kf/WI3rFdapZDG7LVbjO6dbHt70S3C3tHV23JptT6jMluE/UU+2vLqJVWd6HWixNM57vV2R9XF3/qwnjsfVEJwlSyZW6gKvjkEsvAofTmx3nfm1tSv110Yjla3XMqf/ls/+9v/+J/c3tlNX//6cKHsXTo6ue4XR+3sXR/47A/81NZ5G+dbfbcYQ3PYxGp215UaVE/dcvMolU1lsBA3expcp0+cDCkomJltnt75fH5wcPDEE09Kx5sm3L3vx4cffnizacLdY4ib2xy3traaRl7da7X4hYHAJNVazcy9lty3KXm1H/oz3/Gnvu+7ZWXMg1lQDG6Snr9L0+RfSWV44oknailmllIKZrXWfr0+e/a05Pfe+8K77r4tl6HWqhCkaCHG1Ehe8vja1z4UTCbt7e1sftGbl7OZ5VzXq3UuMumBBx7Y7A2R69pVly7p4U9/+vNPXjDbLPeI8rDZ9vSBD/xWSqlkmYXNIgh3b5v2rW99a/1Pdf4IOyYAAACA/3yiw9HFS9sHhyckma2Hfj7bObG1E4/6olpz9rIaLfbVWx8bNbUNR+pzMslmWaFoDCpBIVZfLs9/6tFd96XUbba8d92JW871+kQjnzUzDX329ejFx9IEc1OOsuMN94pSkZ266w6P6uY7WmroxlDHRz/80Ycs1uRH42hda1ZjUR9c0nw+b15231I2y1FDVRfOP/NMvny12d6SrG3bcVh66iyOpYw55yGsNY5VsfdUh/GoicuZunkbVyVWb/14IX1XbCY7PH9BR4eSai3KVW3y5+ej+I/pdGJ7r1P70Xp1du705aef27PZeFP/z371vU987pO33vmSF9529ur+s2eeGtpfeaQ5OAh//C2NYlSI1YJ7M/pW9RAWdvrE4eaEzSqZvFSLMtNsNosx1hCqvNbqpXjy/f1LFy9eMHvh5vem1joOw4ULF0rZRAa3YKqqtc66eduqVg9f7ncxxtgf9TGGUsqY+7adH0nveMfb/+m7/uX+pTyfba3Xh+GLqsJX+Ab85cuXcykWLYRoXutYF7N2Pmur6s7O1ote9IKnn/hMP7ok91qKx+QWQinl9ttOmsld8/nsumfR3UstpZQU47lzNzdNs+6PA0QpVXILeubpZ5966unbbjvThM0dodavx/m8+cxnfqcWuVfz4HKX3D016Z57tuN/qgeHtQwAAADADWItjcryXqNrUMmh2CBd1Tj6KvVXH33XP3z5Jx7bDeVSUw+6uBXmYShX6tHhPI82hPnsQmj7Jua4vtqm/RhqX+88bO686GdXkvuYuiHPWj9zZPN7arv6Rz8fPvvJk1o1ow8e9k/u2pu+/qCbZY1xfdWt9qntxm3Nb/5cu9v287MHs+Bprm62Thdt8S/vaHe+9kFbL/YtPLvQfNXmn//QSx57bnt1WaE/0bWn1v1RPHhi53CRc9/EZ97yOu3evnew1R7Z57drb4fzf/6vtrp4ctmfU+zXh9aFpY+fm4cri918ZX3fwc6q23l8Z2s79Fe6uuOLl1zsbr0UbIhDDBdbXTa7ZKm3uSufO1h9+n99l84fBNmlRdu3asdw0zrsDFWz3vdWPFxfKodz+9/zln99ZudEPbF7aegWzWp+EA9+96uf/N13/NK/+9afffe9P/4TL/kn/3v/nr93+uqn/8NNFy+8oN666u66nMZ2fmbd3nVoj5xo/s4337PzujfdPnan5Uc76/V8Nasee6Ve99z7oqN8ZUi5V+1DGZLt59ycvOVv/J1//Msf+NSTF3UwNJ/4zNN/46d/5rGLyzHuNIudsVTVIYa+jcM9d98qV1EYlYq6qlTCQQ1XvaZadmoJXeeebZHOtnGucLQYdO/Ni+96y2u77sKoZ7P12VLxHSuLVGvnl2Z6th0WTVWoknrXWKxUj9VTLY1yshJKDm0zzzlL2etQRj3+2FNBOyHsLHsfrZRmXFvZO3lrLHFhevvbXq/0dNwqh0VjOnVUFBc51IOT8+7B17yiN41B88U8DFvt6uRsONGWuYd1bi4O/WrehnGd97b0vd/z1lkYQ1mpDMHkwWShS6f//A//xPt/7ZND1dWV99KjT37+b/7df/gbH/pIirPW2zanFObJkverb/vG19laYVQomyUbsahm5Wq9PEfvVFONq5zWgy0GP1WVatqXLcNXtJmItQwAAADADeLaXXtRZpszBczc1EjNOOrg6Nff9U+3W5lc8u3RZzl0UpSSmqWsDvWsnRlWq624yB6HqiDF5CEtvQ6lrGsqbTdblstXt3wYy+HOuP7kR07ff09umqLYKNz02q/64G2Lmz9/9basYEM6PuE/mKv1oFLb2Kzz2mNa1f7S2dvOPPjVZZaWUpZcR488/KHV6eaw6vzhctnkUF1t8safHEY7fXr3oVeuWpsn9VU1WFH++Kf+3blO1RR6T7WcWelk743ZrJSV+nZcdIpt327HnctlJZsNKqHG7dZzf9CU0axUGxXGfY3r2fa//+CvveA/vNnf+IZqYSnFpDRKMinUr2xH/n/uzPyub3joQ6fmcRgXV59dDHba/KCrY6iXZoruMr9UjvYW2+3h8jab762OPuGXT9dlHIem1k4zqX7X935fPHlKXquaEELJa1mQyVq9/vWvzj85hpzraGbexNg2OzUPH/3oJ7/3+/9CVM3j+vKli3t7eyGcCcFqyeY1qHoehzp8/eseCkF59KYJfrzp5frbKH3zMpFksW3U9/727/n2n/0/3m2z+aydj2WzgGDzUclVPdRq8s2CHJnsumUS5l6K5xCCFNyiTOv1WmbuMguqISqFaLvbWzGqVv+2b/u2v/bjP/PcVc9j381mQbY+Wm2leMftN997zx1SlUJq0vGL1iQLriiLQ5/dLcYUon70x/7sb3/4I7/9kU8pxNVy3N7eDU06uHT54YMnv/cHf/RVr37gga962WOf++zHP/6JJ5962rQopaQ0M4tjv7+9NVtdPfzO7/rmtpOPurY95PgbismvjZj57/2/2rUxCV/ZjRRUBgAAAODGqQx2bdrkQR6ya/TamSkEPfFU/Z3H3GSupqorpZNHWdDsonRhtnhuqy07i6uHqa1NtiCzzkK3unyzadbneS3NOEazOJZwkNZmqe/Lhz59+m12MY6N4qniOneHnT2tJy/OyzBYCVUmczNzLWI35lG5FPVtu51rvfPul2jv5ljCVlQjWV9WH//UmdF3xhqKuZek0OSS2jiWeNHLq+54YZdNUlN1q3Lc388P/250mVStSqHb7LXvFo+Ui/PFTf2ZnUcP923enbETl9brmJpTzWzb6vqZ3z0d1dSc3E1xZ8zLFKsVu3zlkff/xste9/WlGV1NMV27ncCKApXhyzxuMWlv9k3/5Tse/cn/5ZyaVpr5WMZ8ubOj1mKt8tJasx3bdrZYLy+Pw/rylfN7N529dP7yyRO3Xjg4jHff/uKvebVSkgVXkGqMsQ4lhKoU7rjz1q9+4KUf/8Rj89lJqZaccz/KFGzWr4u8BrWnbrpjHMZgLvcgj8FSijVbvx5e+tK7JcUgqVbPri+aJT9fGaoFN6nG9Wq9sz17yT0vecPrXvu+3/y4qwQPUpCHzX8WPPjzFz1aqJvX2/EJkZt/Y261lCyTK8jDkLVc95JqrcGSew7WxDBu78TNL6Nru3Pnbt4/OpjP5yZrmqbmdWjqG7/hoZQ0usfNwQqqbpuvHaqivDk4WA9Dabq4Xvupk/ZDP/Rf/Ff/9V8cS7+ztVit19bH+c7OfHZmvV6+/zc/9psf/WTOw/7+lflsq+tmY19m2+1y3cvGPI5f95pX3PPil0oac26fv73j+Rxjm0M5vzClbMYufMXxjcoAAAAA3CBilXmQmweVICkHje7bVjWMn/+199+fw/4sNLW2pZZQxlKqxavz8nDwr/orP/LG73zzeHKnlHbmaZCbWVMHPfHYz/2ZH5w9cfSinGZHqyasc1tvO6r7bddcOtr+pY/qR5a7t25lVV0Zdebkzd/yhqPHzh+df27d5GoqFkyK1Yqvaqo5xnE2e7oead6++rveocVurZpX78ZRn31SH3/0lv1xa1ydsO6yYhNsVobG4udnW0e33zJ76UuzQjFFL+HCYX3P/3PHZ54Zuji2WiXvctkaq9yf7fqHz51563/3F9tv/IZ7ZynMd3XgTeqKl2hF+5fe+2f/fPjwx4LUN1kqoZr5fPvg6MHu1qfe/S9e/ie/d/dFt62U/PhtahsUV/KWp+tLFAWbpd13fueJRx954h+855xrMcpc7iWU0lXfHtR5NwT/rfbgtX/pzz3z4Y+d8ro6vNJo9pvlYP/Fp17z135Ut5xTjB5jkYpCY43FUSo+lL292U/89b/0Y//tT3z+cxckSzHmWmKITdP26yGlVKu7zXJdhVAlb1MsZeiXy615/JPf//aHvu7VtpmVq0STfLMIwSWXiilIm9MQQpWC4nwuL+P2vPmpn/zrb/uedz7x1JWm26ouez40yGsom7UMwYNbqObViluxzXIcKcRcyiDzUhUs7l9eXrlyIFMpOYVQi6XYtt2wvaXDg/7EJhLQ1QAAIABJREFUTrte5we/5ms/8olfaNu9flgt2rYoB63f+c7vrsVDdJNiDG7uVl1eTa4kNRfPX0kxmism5eJ/7I+99gO/8Zb/7WffNZvFFNvFbHH56KimOBSltL0aqtfmxKkTIYRh3W/tLq4e7qcYu3b94hfe9dM//eM339yt+zKbp835GNdCjLnCZgT9+XHzKFW5SZtDJb/CHAoAAADgRmDFdW1GsPkHUSFEq0V97j/woZuP1uvYjKHJIRYLJVgxrSXbOnH2Za/Q2TuHk7f6zjltnxlP37Q8c6Y/e0733HPzV311WZwYPHmar0Japc4U5JpljZ99Ur/xm4352krtfLnV3PWD3/3Uy+98Zj5fx7aPbQ4pW8rWHI01LHaOguXdrf0U7n7owe47vunqbnup0aox+fp3f/HnxuWhFXdZ8GgeittCc7kunNy944ff3p/du5js2ahVU/XUU5/8x//X6T6H2o4xHrVh2VoxRddYvLv11vZ1b9Btd9nZe8vOLfWW28at06u90+uz5/TCu87c89JY5ubtKnWHTTuGdjb6uRxe+Ex/7lPn9esfn+c6Uw7XJlujbMW06MtXhnaZ2npi60V/+YfSD7zlo7edeHRv6+Jska2b983uOp4YFzt5ceBd+UOv2nvT6y7983+7mxaPe//4bScOv+tNr/5H/9PJb/0WdUmmEqwcTz6PFxDYLKakN77uZT/y59559+2nPB/MmjJPPg5HeVy1m4+SX756kLrZvEvBR/M+94d33XH2z/7wn/4rf+lHT+zN5LJagjz83vzWTSWoBuWgbJt7LTfnJVq2KM/DbefOvOWPfuOiDUE5qtjmjXyTmykMm9n2tbfxXZbNRlM2FXO1ba0+yL26XOH8+QtHy0OF7HWIwa16sri718q0s9XJbdalr33Vy+XjuL4aam81tym+7KUvuuuOk02yzWqavb0dsywb3LIsu5krrZZ9jCpZTbI2WvHxL/zYD/+pP/m2JhXl9f6F84tFe7g6qKrDWIZ1jjY7vLIKxaL76uDi3rbN2/7Wc1t/+6f+6v333xajZvM45rVUNwe02vHKKDv+/7XNuJVgY1AxleD6ik9HZS0DAAAAcMPlhms/2eSGqvLMs5977LHT6/G+fi6N5lEKY/A+hSHMjtRs3XGvwo7n4zcpG1PWZmHE4qvvf/3H/tXHThyUU+5VcSU/sN5raGs4HPMn/sV773/T63dmWU1nPu6dveu+175h+OBnTx0drwUIsiglxbCKITd+dXvtdvYPv/0oLSS35Xpr1uVnLnzsvb92bgzV26o0qOljyqHsWmOlhr2z973xjwxj3AtaeU1env3VDx48/Lmb1dxztVlbPYpFyrMiKXma3/OqB3Xmlr6PtgiW5cGbZDGlUVJO525/IB/88kn3o340NTtqPru7OrNMMQ+tzx770G/f/d3fGFOV183k1Llp4j9WGapiWFzV0N519wv/9v9w65959FP/4N0Hv/Yhe+bS9nIcg56ZdWn7xN4r77vv+77tIz/7nqPPXNXt59YvPvvCN3/zy7/7Tyy3T9dVE6LK8eUSmyfWZSYVmfJYLabve/sfeemLb/6VX/nge9/7y59+5DOzZCF5CHXMOaZ2u43uK43r6OML7rz7/vtf8pY3v+mbvvG1KanmGpMsSJurQ2pJVnNZt6kZ8hAsxlC8FjOXLJcah6O42FJI21v2J972Te/5uV84OFwXNceTYt88zUVSrTreQ1NLG8ug3ut4fFFkGGpeBtPmEsqDg4PV+kDqglXV0qiEXHd321oUgupY3fWSF794u7PLR4fz+a7V3K+OHnrwj5ZSi48eLQad2FmYxmBrk1czU3b5OBzHxDH3KQXP/emTW//j3/xrr3zFq9/zf//S448//dz+c52G4E0TFmqj8nKvC+PBpflcbepfed8Lvv07vvWNb3rwzttu7ZK8VpmHaNd+G45PnvDnb3H1Eiyb12iz3K+6lGJQ8Bq/otcGlQEAAAC4QbiZqUjBZFEqSlIo5WD/6rOfeuTJdV/bRmE3xzHHsmrGZVvXyS4vttuXvVznTuakMSmUKmm0MEhmamfN1mu/rv/Ff/OZ8dH52tXNlrKDm452D/J86c+e6D73yCdP/sqv3/pN36wuppy1bu7/+j/8wV/4wMOfe6Jupl2uWC249eOw6tr29Mmtu16mB19jS+0uTN1MuT798KOfO38+bG/X2MaqZWOHbVrGcXF+eVOe7bzyFXburq7ONGhuPiwv//oHP7CM5cqJ5qVXd690ZX9Rc8xylRCeOb370Gtepb2tkuYurYu2U1UXe2ktNV1Tbz/39K1nLy+3L+SVxzjL7afuvLp3odw0zg8spNX+3tXz8aZb283uc9dMqjxaX3auGCy5OmuXob24PWu/5uSrH3iFHnlGDz92+X3vf+LiU+n+F778D32Lzpz7N+9518Ej5//4n/5zeueb9JKTY1pc0Nag5qalyrxunpO4OVTQNtPzKtWmaao01vr6hx54/UMP/NiP/MAjv/P4hz/y0fe974OPP/n0/uWDUjTbWpw8cfobvvZrXvOaB1/16vt39xRNXhWklIKpykyyGIJnnT61/eTnz+eaY2ybkEped2kxDkvTdpOChU5SsOrSKx54yQ++8x1/93/+maBSFZ/vTDmvqjRrklzDsgbzlIaqXF0phOjK49XtRUwhJtPh4Xjh/DMlr4LVJtXgQwohVtvZOblaLrvFIsRQB7/zjtve+A0Pfvp3HnvmmQsnd/Z2Fmdf9ar7U5JnG8YaW9127lyyPsiqjfXagYvrfu1VFmTVTZq3TZ+HxWzxA9//5rd++5s//+SVX/23733f+3/l0w9/5vyzl7yGFNp525659cQ3/ZE3fMfbvuX++18wn6dsx6cuhOCSx7hZoBGerwxmQVKVxj7Pk9c8zOdd3+eovD5a7dx++uq+Zmd//xXU3Xn9AAAAADeALEWNVkyeFFSCTGNQU6uuXNZvfUwHa910QrEoZIW8OcatDBa3Tuuel6tNChr6sQ21tM1hCFXaVmlW6/7DH+myqyq3XTp1qm/Ot0+vLIdxOzzb6Pb7X5XVXU4pKJ8aii5eqY9+OnRJ0rW3kiVLkmrJvWU7uT170V3L5kSVpDqThwvn8+/8TpulMSu4Wqm1vIjpStZB0O239PfdbSW0Y/SYj5qhfurh3WWvNuhiVlPUVllVkTzkENMdd+nmW4o3UVKRwlpKY4xXzTrV7f1DffwRRVMYPTWKXWkupoOqvtOQV2e3yivvWyltKS2GKJda9aaOp+vLPW4pS1Vj0uWgIu3m1WIpratWB5qV9amdWWrUh7J/JS5nqo3uHA86dZ6KLbK0c0XDXpZikG2ClJlMg1RcwdX4JlRJkqpLpiqt1mPqmmGQSyGpiRoPtbUlmcZeFrxrNlWg2hcEoqND/e7jz8y39nKNR8t1TGE2i4cHl17xwF0m9avlYu5SKDnE1OWi586vLl85qgpfeGzk1u7qzltuLUNtQshF+6ujZ/aPcpU8dDWF4nmxunLx0gP3vvjEYibpwpX1sxcvFUvuKXiKJTYlHDaPf9W9943Lvg1NSKEGPX1xNd+Zz2cK0nCkWVstDFIySx703HP7ly73ruRq5KFakHTz1vqWW09LKp4VyrXLMlKpsiC5alEwXd4fhmUxC13XnTmlYVQISo1kvl4fdvP58bT/CwrA83+55K6cS0jxyuF61VsIXd/ncRx3tzpVec7nbm7t97ud6N3vpjIAAAAAN4i1lLRONau08rbEcVm9ibHx6NLVA415efNW3ZzdoNKoBlnK0XJSjfJYu6g8BFVvmj7GUTJ5VB/rUFVr6C67jdaNGs7l9bZrv6lrabd0yduDlCSdyb3GnFsfolUpS1UWjy/XdCn28lHhSMPZYRGaIKvuJZYhltpYI6s11D7mpXypfMrj1iqWZrbfpMVYF0dV2+lKGk3q5KPnaOH4gr/N9YKymr1Ra9WCtV5cwawuFZsxpiGYpOSDhsPQNH2wlZqVmpM66moIQ1UIYxOumJLStsIsR1UpysOXXFkIqajGbMqmoLHRYKq5LkoNUk7qYz6UfOg7pdDMd1YWh7rey0urJ9fBxk4zZVduh6CYFK3KNrtTQnZll7mSKXrNwWQWxnG0EGOMw1hCjL4pCGauEIpbMLlicFetJad0fP+i/Pid+XFwNzOTBfOgUhTTZiZdgrnX7FZjSLVaDE3f57ZJm0SxOX/geAVB7ueptaxoVqtK0hDkx9fBKmQtbexiE4t8LCGG0WtsY5ZLFl2pyKquhuUizpIHFWn00lRvYnZVyaqH4jFUV46hdQ8hqBS3cO0iyc0+CZdqDhar15gsl7FJTXV3Wa0Wokny7CmYpFqquwc7Xibi7jkPMcqihS8qBHatNjz/E5VSg4Vcq7spmEshql/XWRvKMDYpjdm72e8zM7z73eyYAAAAAG4QWQqqskHVVVt50zR5LJo1vWR7223QYkybq+5dMpNctY45KndxaXWpdZN8S40pBqmRGpmyYuzK8ih2YRFauV0I3ZZ3KpqnYW5hVk3r2EWpkWpQ8VSbVOPxF7IgyWrYXPm3VeUqlrZVpcFVsySlxXGFkELVLNTGRivrrbijfohjPLkXo0WFqmXdbtzms6PV2GrWzs2yNEqSWvVRSgpSGcba1KOm9tIppQM1Ju0URVcOKXdb0ev2kLYtlhTcdjxomCmrVmkh72TtZloZpePUgOsFLZWCYqOcmtEaU01hnUKWhjqGopOeq+qyDQfSzsKqtDIbVKspWlaNq84aFZMFj8fta/M+/LULPkwKluSe+yGYxZTkaqJCcHeXV7MgVaVUa8m1H8cco7VN+r3Z8rWTH308are2nz9mw+RlKE3SMK7aJoZQi3VVlr0EqeuSpLh5Bqxe2zTjalKSjWMxD6EzmZKKb2qdkpnm0Uy1jLmtSUFdI9coFZNFi5sVPV1K5lUKdSwhRJlL47I/nLUzU+jazt3N2lqDXCZZ9RhNNspNFuRBJjVBsqjorqDGS7CgWnMT42p94KqzZkueLCgkNzOpuJRL7nNumlYhuYI8S9cWHOn4FBIdj1CVFINJamKQqW42aEihKTF46qwMR0mStn+/Tw6VAQAAALhBVMlVZUVKqi63Yim2g3Qk5RiT7FSWh+M5U3TJFVITTGaepJmiS1mplTopbqZXQ9Esxdlc46hcFeaLTjZKWZbMU9RYNl+6zNQ3TejU9DWOVVEeVUO1GixnxVajKwbzpFGKo6IpBCnUUeNKXXN81qIVS9F3baYxqJvJ9NzV5cndxWxWdeXQPWg+35611uvQtcgKveTyqtLJq8yU1NSac+jXKtL2ZvYaR6motHkdashDm01SMLNLpi2lhUYLktp67bpDqYbjKwqpDF9OPyi6eZM8jK2KFLQKPpjvhmZrbDT0amVK7lYvl2YW54q9wpWunuzcNzt8VO35W1GuDbv0BTckuiRLbSdX6XNMFsxUqgUpmOReikXVMrZNVGPuNec+pe54Fco17aKTch1LaFqZxVBjkAVvkvKwbGczKRbVEJIfr4s5vrtRXqW6ueJx3WssqakpdCapjjm0NWuQgsnlYbk6XHTztmtVTHLPo5oqZZNJUe7yZihr1TbGFELczOSLyu6sdXlSKLW3Kg8xWFCUXDEG+SiNUpUH1UZKHsrlyxdNzd7eiRSDJHelmKQ8n7VS9VrNNndDeFUZ6xBCtJi6GItsXWvcfPnfW7/w5ZVhKKU0XReich5TCl7Hvl93i3lsg76iqyypDAAAAMANMudrpShXjaomr0ExVg9u1aqXGjVI/axuphSbxHB8iHxQzHUnalX6FNsoRZfVazOIrpHVquJdDF30OjaSWqlViMqe81wpjTL1pt7d5J7qPEXZZme8KXqNSja6isW4+bRDqsVLUJSqNxYbZVeQbHPJgGKQy8dSi83j9qwZfUxNDXtNaJrRx3HQVlCRcqs2Hr8N3kYFk4rkCuN4srUtxVTKTizHh+YFpWCNm8eoIKlmy+OsmZnCqEYqSb0rulKVqsurJXdzqeEB+xKdKVRFt6DoMjNp26xsVoIUl0s1NtKu1GxFjbVR6KQsX8oaaSG5mqBwvEh/cwKkgkn2Bev2n58FxybKbHOeiFTlJrmF5K6YjhuVu6W0+c2Kx59Gz297sNAcb5Mws+peS41xFmPntVgIKjXG6LUWr5ttGrLjUyk3n2Kra4IHucpYYhNjjC6ZmuPlEUHb822TqbiCSbLQuErYNAgFBZPqLM6CBZk8ukVzba7DaKpXmWJIMvPjzRyq1WN0s7BZByFdaytVJ0+clqyUKoUYjgepusyCS+7uplqqTCGEJswkL1J1T5bS5pTLzZEXfjzeXxwMjgc/pBTbptQS3FJKpeTUNKlpjsNe+EoueeVcBgAAAODGUI6jQZEGqQaFpGZc1yYka4JsyLVPgfcRr3dVXVvKzBpJByoHVret2S4KQ5VVte5BRmUAJsG5DAAAAMCNIvaSKUVTDEXKiqNC6pJlaTlofZjKqJ0FA3Wd3bKvo6w4l+Is1PmpvaysEJQkBQWNUsswAROhMgAAAAA3iLxZMy0pxBh7hXWtu27h0tUP/72ffe5f//ItY+5HLku43sKf2fZuHhbPrvv9e+58w8/8rXTzSW/bmpqiMIjKAEyJygAAAADcIGabzeNBtlnLoMOcd0tVtTNPPLf46GfuWh6sI5Xheo/tPrc+CtG3TCF3g5qiOKwUizXp+bMCAEyEygAAAADcGA6iojS7dlSdSXtta6tRCjulzsZBWi61YqCuc3k35aCQQ7ZmGatiVqxrVak2CjO/dsMigClQGQAAAIAbZLZ87SKEuStIjbR01aCofr/NR+3Qjiotf8K/3j1PL7ZrY8WqL+p+p35LQ+racHzppxMYgCnxPQgAAAC4MTRSJ7UuyzJXm7R2lS41af3ozc0Tt6XnylZ3nj/hX2++krQ9kw2arXxbR646axSjrPEqr3KJuzmAiXCTJQAAAHBjGKuiFLKruGRqbBk1Wp1ptXr68frM4/P+qNELGajrPL4Ydod6qjYxzc/Hal/14mxtUDgpbwYpuyQtqAzAFLjJEgAAALhRNHnzoysWmRSCWUiSq5mfuTWdPBFjXTa3M1DXGXVemo2q67E2zfYlKSjtSM3mRAaOfwQmRWUAAAAAbhCbyXCUQnXVohi8diUFtaqmElXLonL64/XuW40KSUOQB23XJpbYNo1LRYoakkZpi2ECJkJlAAAAAG4MOamYBvmoItVGvm2NDa6D/Nivvv/pTz9cD6/uxEMG6johtvVoUDNfy8rZEw+98/skySXX2OqStBT7TIDJUBkAAACAG+TP7lUxqvVgNlsqpCpbK3djilcO3vfzZ/7+e5qyuewSXyTkMTehLVElPvbi2/T9b1ar6gszG6VzXtUXzRoGCpjmFccQAAAAAACASVAZAAAAAADANKgMAAAAAABgGlQGAAAAAAAwDSoDAAAAAACYBpUBAAAAAABMg8oAAAAAAACmQWUAAAAAAADToDIAAAAAAIBpUBkAAAAAAMA0qAwAAAAAAGAaiSEAAAAAbgw52xhUg8wWSatG5xf1hA+6tD/35Wo23LSfXbvXfVD44ncWXe7yP1DD9tG7P3/zfjM/nJ13f26n01Y7yM1y0zeLKs3C0Sxs8XQBE6EyAAAAADeG3MpcocqkGlSlVsHHKus0yEoKap/ZvspAXWfvgs4McVb8rBYXhqSr63a+qDJJChpMI2METIfKAAAAANwYrpqi1S6ERnLJpEYKikpbQ232R20r7gwH131UrfUL/9bMzOwP1Lid7M6cUVekqLkOisKOcgwhSFLQKCoDMCUqAwAAAHBjqPIokxRc1RSlIrkHxWbY3VmeOX10VHYO+us/yr+4MshMf7Aqw+f6sszDjhZXZFdjVNPKwvEwGI8VMDEqAwAAAHBj2JWCKxa3alGypCJZ0yist177tSdTzEfD1ZSv+6jrznt3/QE7lUFqg5eVZd9Oudx1102KOceZpGSSq+PBAiZl7s4oAAAAADeAcZSbSlS1zX6JK6WWpmzF2HlWPyqXcXtx3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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">81<span class="ls0"> </span></div></div><div class="c x21 y96e w59 h10e"><div class="t m0 xb h2 y92e ff1 fs0 fc1 sc0 ls0 ws0">Odpowiednia płaca (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y96e w5a h10e"><div class="t m0 xb h2 y96f ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y970 ff2 fs0 fc1 sc0 ls0 ws0">2,<span class="ls1">97</span>  </div><div class="t m0 xb h2 y971 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y972 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,<span class="ls1">76</span> </div></div><div class="c x6a y96e w41 h10e"><div class="t m0 xb h2 y96f ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _2f"> </span> <span class="_ _2f"> </span>dotyczy <span class="_ _37"> </span>stabilnych </div><div class="t m0 xb h2 y973 ff1 fs0 fc1 sc0 ls0 ws0">warunków <span class="_ _7"></span>zatrudnienia <span class="_ _8"></span>u <span class="_ _8"></span>dostawców </div><div class="t m0 xb h2 y45e ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _7"></span>podwykonawców,<span class="_ _1"></span> <span class="_ _7"></span>które <span class="_ _8"></span>przekładają </div><div class="t m0 xb h2 y930 ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _d"> </span>na <span class="_ _d"> </span>większą <span class="_ _d"> </span>ciągłoś<span class="_ _1"></span>ć <span class="_ _d"> </span>dostaw <span class="_ _d"> </span>i </div><div class="t m0 xb h2 y933 ff1 fs0 fc1 sc0 ls0 ws0">zmniejszenie <span class="_ _2a"> </span>ryzyka <span class="_ _22"> </span>zakłóceń <span class="_ _2a"> </span>w </div><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu  wartości.  Sza<span class="_ _0"></span>nsa  dotyczy </div><div class="t m0 xb h2 y934 ff1 fs0 fc1 sc0 ls0 ws0">również <span class="_ _38"> </span>wzmocnieni<span class="ff2">a <span class="_ _39"> </span>relacji <span class="_ _38"> </span>z </span></div><div class="t m0 xb h2 y84b ff2 fs0 fc1 sc0 ls0 ws0">partnerami <span class="_ _22"> </span>biznesow<span class="_ _1"></span>ymi <span class="_ _22"> </span>- <span class="_ _2a"> </span>firmy </div><div class="t m0 xb h2 y974 ff1 fs0 fc1 sc0 ls0 ws0">dbające <span class="_ _4d"> </span>o <span class="_ _4d"> </span>bezpieczeństwo </div><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">zatrudnienia <span class="_ _1f"> </span>pracowników <span class="_ _22"> </span>swoich </div><div class="t m0 xb h2 y975 ff1 fs0 fc1 sc0 ls0 ws0">dostawców <span class="_ _a"></span>budują <span class="_ _6"></span>bardziej <span class="_ _6"></span>lo<span class="_ _1"></span>jalne <span class="_ _6"></span>i<span class="_ _1"></span> </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zrównoważone <span class="_ _e"> </span>relacje <span class="_ _e"> </span>w  ł<span class="_ _1"></span>ańcuchu </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">dostaw, <span class="_ _6"></span>co <span class="_ _6"></span>sprzyja <span class="_ _6"></span>długoterminowej </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">współpracy<span class="ff2"> </span></div></div><div class="c x6b y976 w5b h112"><div class="t m0 xb h2 y977 ff1 fs0 fc1 sc0 ls0 ws0">obszarach, <span class="_ _e"> </span>w <span class="_ _e"> </span>których <span class="_ _e"> </span>te <span class="_ _d"> </span>prowadzone <span class="_ _e"> </span>dotychczas <span class="_ _e"> </span>są </div><div class="t m0 xb h2 y978 ff1 fs0 fc1 sc0 ls0 ws0">niewystarczające. <span class="ff2"> </span></div></div><div class="c x21 y979 w59 h113"><div class="t m0 xb h2 y5fe ff1 fs0 fc1 sc0 ls0 ws0">Dialog społeczny (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y979 w5a h113"><div class="t m0 xb h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y8fb ff2 fs0 fc1 sc0 ls0 ws0">3,<span class="ls1">00</span>  </div><div class="t m0 xb h2 y8f9 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y97a ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,<span class="ls1">04</span> </div></div><div class="c x6a y979 w41 h113"><div class="t m0 xb h2 y8fa ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _67"> </span><span class="ff1">związana <span class="_ _67"> </span>jest </span></div><div class="t m0 xb h2 y8fb ff1 fs0 fc1 sc0 ls0 ws0">minimalizowaniem <span class="_ _1"></span>ryzyka <span class="_ _1"></span>konfliktów </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _f"> </span>strajków, <span class="_ _10"> </span>co <span class="_ _10"> </span>przekłada<span class="_ _1"></span> <span class="_ _f"> </span>się <span class="_ _10"> </span>na </div><div class="t m0 xb h2 y78a ff1 fs0 fc1 sc0 ls0 ws0">większą <span class="_ _1a"> </span>ciągłość <span class="_ _1a"> </span>o<span class="_ _1"></span>peracyjną<span class="_ _0"></span> <span class="_ _1a"> </span>i </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">stabilność  organizacyjną <span class="_ _9"> </span>partne<span class="_ _1"></span>rów </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">biznesowych. <span class="_ _24"> </span>Powyższe <span class="_ _10"> </span>zmniejsza </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">ryzyko <span class="_ _c"> </span>zaburzeń<span class="ff2"> <span class="_ _c"> </span></span>ciągłoś<span class="_ _1"></span>ci <span class="_ _c"> </span>dostaw <span class="_ _c"> </span>i  </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zakłóceń w łańcuchu wartości.<span class="ff2"> </span></div></div><div class="c x21 y97b w59 h100"><div class="t m0 xb h2 y5fe ff1 fs0 fc1 sc0 ls0 ws0">Rokowania zbiorowe (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y97b w5a h100"><div class="t m0 xb h2 y94f ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y97c ff2 fs0 fc1 sc0 ls1 ws0">2,67<span class="ls0"> </span></div><div class="t m0 xb h2 y8f9 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y97a ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 1,<span class="ls1">66</span> </div></div><div class="c x6a y97b w41 h100"><div class="t m0 xb h2 y94f ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _58"> </span><span class="ff1">wiązana <span class="_ _58"> </span>jest </span></div><div class="t m0 xb h2 y925 ff1 fs0 fc1 sc0 ls0 ws0">minimalizowaniem <span class="_ _1"></span>ryzyka <span class="_ _1"></span>konfliktów </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _f"> </span>strajków, <span class="_ _10"> </span>co <span class="_ _10"> </span>przekłada<span class="_ _1"></span> <span class="_ _f"> </span>się <span class="_ _10"> </span>na </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">większą <span class="_ _1a"> </span>ciągłość <span class="_ _1a"> </span>o<span class="_ _1"></span>peracyjną<span class="_ _0"></span> <span class="_ _1a"> </span>i </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">stabilność  organizacyjną <span class="_ _9"> </span>partne<span class="_ _1"></span>rów </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">biznesowych. <span class="_ _24"> </span>Powyższe <span class="_ _10"> </span>zmniejsza </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">ryzyko <span class="_ _c"> </span>zaburzeń <span class="_ _c"> </span>ciągłośc<span class="_ _1"></span>i <span class="_ _c"> </span>dostaw <span class="_ _c"> </span>i  </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zakłóceń w łańcuchu wartości.<span class="ff2"> </span></div></div><div class="c x21 y97d w59 hec"><div class="t m0 xb h2 y97e ff1 fs0 fc1 sc0 ls0 ws0">Równowaga między </div><div class="t m0 xb h2 y871 ff1 fs0 fc1 sc0 ls0 ws0">życiem zawodowym a </div><div class="t m0 xb h2 y3f5 ff1 fs0 fc1 sc0 ls0 ws0">prywatnym (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y97d w5a hec"><div class="t m0 xb h2 y838 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">1,<span class="ls1">80</span> </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,<span class="ls1">97</span> </div></div><div class="c x6a y97d w41 hec"><div class="t m0 xb h2 y838 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _8"></span>na stabilne <span class="_ _7"></span>re<span class="_ _1"></span>lacje <span class="_ _8"></span>bizne<span class="_ _1"></span>sowe </div><div class="t m0 xb h2 y86c ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _a"></span>łańcuchu <span class="_ _4"></span>wartości <span class="_ _a"></span>i <span class="_ _a"></span>w<span class="_ _1"></span>spółpracę <span class="_ _a"></span>z </div><div class="t m0 xb h2 y873 ff2 fs0 fc1 sc0 ls0 ws0">wykwalifikowanymi <span class="_ _29"> </span>pr<span class="_ _1"></span>acownikami </div><div class="t m0 xb h2 y86e ff2 fs0 fc1 sc0 ls0 ws0">firm partnerskich. </div></div><div class="c x21 y976 w59 hee"><div class="t m0 xb h2 y97f ff1 fs0 fc1 sc0 ls0 ws0">Równouprawnienie płci i </div><div class="t m0 xb h2 y93e ff1 fs0 fc1 sc0 ls0 ws0">równość wynagrodzeń za </div><div class="t m0 xb h2 y93f ff1 fs0 fc1 sc0 ls0 ws0">pracę o takiej samej </div><div class="t m0 xb h2 y980 ff1 fs0 fc1 sc0 ls0 ws0">wartości (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y976 w5a hee"><div class="t m0 xb h2 y831 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y940 ff2 fs0 fc1 sc0 ls0 ws0">2,<span class="ls1">75</span>  </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 1,<span class="ls1">74</span> </div></div><div class="c x6a y976 w41 hee"><div class="t m0 xb h2 y831 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _8"></span>na stabilne <span class="_ _7"></span>re<span class="_ _1"></span>lacje <span class="_ _8"></span>bizne<span class="_ _1"></span>sowe </div><div class="t m0 xb h2 y941 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _a"></span>łańcuchu <span class="_ _4"></span>wartości <span class="_ _a"></span>i <span class="_ _a"></span>w<span class="_ _1"></span>spółpracę <span class="_ _a"></span>z </div><div class="t m0 xb h2 y981 ff2 fs0 fc1 sc0 ls0 ws0">wykwalifikowanymi <span class="_ _29"> </span>pr<span class="_ _1"></span>acownikami </div><div class="t m0 xb h2 y982 ff2 fs0 fc1 sc0 ls0 ws0">firm partnerskich. </div></div></div><div class="pi" ></div></div><div id="pf52" class="pf w1d h3f" ><div class="pc pc52 w1d h3f"><img class="bi x21 y983 w58 h114" alt="" src="data:image/png;base64,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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">82<span class="ls0"> </span></div></div><div class="c x21 y8aa w59 h115"><div class="t m0 xb h2 y984 ff2 fs0 fc1 sc0 ls0 ws0">Zatrudnienie i integracja </div><div class="t m0 xb h2 y8bc ff1 fs0 fc1 sc0 ls0 ws0">osób z </div><div class="t m0 xb h2 y8d5 ff1 fs0 fc1 sc0 ls0 ws0">niepełnosprawnościami </div><div class="t m0 xb h2 y980 ff1 fs0 fc1 sc0 ls0 ws0">(ŁW)<span class="ff2"> </span></div></div><div class="c x69 y8aa w5a h115"><div class="t m0 xb h2 y86a ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86b ff2 fs0 fc1 sc0 ls1 ws0">2,54<span class="ls0">  </span></div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 1,82 </div></div><div class="c x6a y8aa w41 h115"><div class="t m0 xb h2 y86a ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _8"></span>na stabilne <span class="_ _7"></span>re<span class="_ _1"></span>lacje <span class="_ _8"></span>bizne<span class="_ _1"></span>sowe </div><div class="t m0 xb h2 y86c ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _a"></span>łańcuchu <span class="_ _4"></span>wartości <span class="_ _a"></span>i <span class="_ _a"></span>w<span class="_ _1"></span>spółpracę <span class="_ _a"></span>z </div><div class="t m0 xb h2 y86d ff2 fs0 fc1 sc0 ls0 ws0">wykwalifikowanymi <span class="_ _29"> </span>pr<span class="_ _1"></span>acownikami </div><div class="t m0 xb h2 y86e ff2 fs0 fc1 sc0 ls0 ws0">firm partnerskich. </div></div><div class="c x21 y8bf w59 hec"><div class="t m0 xb h2 y3f4 ff1 fs0 fc1 sc0 ls0 ws0">Różnorodność (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y8bf w5a hec"><div class="t m0 xb h2 y86a ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86b ff2 fs0 fc1 sc0 ls0 ws0">3,<span class="ls1">07</span>  </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 1,<span class="ls1">77</span> </div></div><div class="c x6a y8bf w41 hec"><div class="t m0 xb h2 y86a ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _2d"> </span><span class="ff1">na <span class="_ _2d"> </span>współpracę <span class="_ _2d"> </span>z </span></div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">wykwalifikowanymi <span class="_ _29"> </span>pr<span class="_ _1"></span>acownikami </div><div class="t m0 xb h2 y86d ff2 fs0 fc1 sc0 ls0 ws0">firm partnerskich. </div></div><div class="c x21 y985 w59 h116"><div class="t m0 xb h2 y91e ff1 fs0 fc1 sc0 ls0 ws0">Praca dzieci (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y985 w5a h116"><div class="t m0 xb h2 y846 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y560 ff2 fs0 fc1 sc0 ls1 ws0">3,77<span class="ls0">  </span></div><div class="t m0 xb h2 y986 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y8f8 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,<span class="ls1">15</span> </div></div><div class="c x6a y985 w41 h116"><div class="t m0 xb h2 y846 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _1c"> </span>poprawy <span class="_ _1c"> </span>w<span class="_ _1"></span>izerunku </div><div class="t m0 xb h2 y987 ff1 fs0 fc1 sc0 ls0 ws0">organizacji <span class="_ _a"></span>ze <span class="_ _a"></span>względu <span class="_ _a"></span>na <span class="_ _a"></span>relacje<span class="_ _1"></span> <span class="_ _a"></span>w </div><div class="t m0 xb h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu <span class="_ _33"> </span>dostaw <span class="_ _21"> </span>z<span class="_ _1"></span> <span class="_ _21"> </span>dosta<span class="_ _1"></span>wcami </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">przestrzegającymi <span class="_ _6"></span>przepisów<span class="_ _1"></span> <span class="_ _6"></span>prawa. </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _68"> </span> <span class="_ _68"> </span>budowania </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">długoterminowych <span class="_ _8"></span>i <span class="_ _8"></span>stabilnych <span class="_ _8"></span>relacji </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">biznesowych <span class="_ _3e"> </span>co <span class="_ _3e"> </span>skutkuje </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">długoterminową <span class="_ _53"> </span> <span class="_ _53"> </span>stabilno<span class="_ _1"></span>ścią </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">łańcucha <span class="_ _6"></span>dostaw <span class="_ _a"></span>oraz <span class="_ _1"></span>zwię<span class="_ _1"></span>ksz<span class="ff2">aniem </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">konkurencyjności.<span class="ff2"> </span></div></div><div class="c x21 y7a7 w59 h116"><div class="t m0 xb h2 y91e ff1 fs0 fc1 sc0 ls0 ws0">Praca przymusowa (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y7a7 w5a h116"><div class="t m0 xb h2 y810 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y903 ff2 fs0 fc1 sc0 ls0 ws0">3,<span class="ls1">08</span>  </div><div class="t m0 xb h2 y986 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y922 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,<span class="ls1">15</span> </div></div><div class="c x6a y7a7 w41 h116"><div class="t m0 xb h2 y810 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _1c"> </span>poprawy <span class="_ _1c"> </span>w<span class="_ _1"></span>izerunku </div><div class="t m0 xb h2 y903 ff1 fs0 fc1 sc0 ls0 ws0">organizacji <span class="_ _a"></span>ze <span class="_ _a"></span>względu <span class="_ _a"></span>na <span class="_ _a"></span>relacje<span class="_ _1"></span> <span class="_ _a"></span>w </div><div class="t m0 xb h2 y924 ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu <span class="_ _33"> </span>dostaw <span class="_ _21"> </span>z<span class="_ _1"></span> <span class="_ _21"> </span>dosta<span class="_ _1"></span>wcami </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">przestrzegającymi <span class="_ _6"></span>przepisów<span class="_ _1"></span> <span class="_ _6"></span>prawa. </div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _68"> </span> <span class="_ _68"> </span>budowania </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">długoterminowych <span class="_ _8"></span>i <span class="_ _8"></span>stabilnych <span class="_ _8"></span>relacji </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">biznesowych <span class="_ _3e"> </span>co <span class="_ _3e"> </span>skutkuje </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">długoterminową <span class="_ _53"> </span> <span class="_ _53"> </span>stabilno<span class="_ _1"></span>ścią </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">łańcucha <span class="_ _6"></span>dostaw <span class="_ _a"></span>oraz <span class="_ _1"></span>zwię<span class="_ _1"></span>ksz<span class="ff2">aniem </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">konkurencyjności.<span class="ff2"> </span></div></div><div class="c x21 y988 w59 hec"><div class="t m0 xb h2 y8d4 ff2 fs0 fc1 sc0 ls0 ws0">Woda i warunki sanitarne </div><div class="t m0 xb h2 y8d5 ff1 fs0 fc1 sc0 ls0 ws0">(ŁW)<span class="ff2"> </span></div></div><div class="c x69 y988 w5a hec"><div class="t m0 xb h2 y838 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">2,94  </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 1,81 </div></div><div class="c x6a y988 w41 hec"><div class="t m0 xb h2 y838 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _1c"> </span>poprawy <span class="_ _1c"> </span>w<span class="_ _1"></span>izerunku </div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">organizacji. </div></div><div class="c x21 y4d3 w59 h117"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Wolność zrzeszania się, w </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">tym istnienie rad </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zakładowych (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y4d3 w5e h117"><div class="t m0 x6e h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div></div><div class="pi" ></div></div><div id="pf53" class="pf w1d h3f" ><div class="pc pc53 w1d h3f"><img class="bi x21 y989 w58 h118" alt="" 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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">83<span class="ls0"> </span></div></div><div class="c x21 y8aa w59 hf6"><div class="t m0 xb h2 y8bc ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo i higiena </div><div class="t m0 xb h2 y8d5 ff1 fs0 fc1 sc0 ls0 ws0">pracy (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y8aa w5a hf6"><div class="t m0 xb h2 y86a ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86b ff2 fs0 fc1 sc0 ls0 ws0">2,<span class="ls1">99</span>  </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,<span class="ls1">08</span> </div></div><div class="c x6a y8aa w41 hf6"><div class="t m0 xb h2 y86a ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _8"></span><span class="ff1">związana <span class="_ _0"></span>z <span class="_ _8"></span>pozostawaniem w </span></div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">stosunku <span class="_ _4"></span> <span class="_ _a"></span>pr<span class="_ _1"></span>acy <span class="_ _4"></span>przez <span class="_ _4"></span>kluczowych <span class="_ _4"></span>i </div><div class="t m0 xb h2 y86d ff1 fs0 fc1 sc0 ls0 ws0">doświadczonych <span class="_ _34"> </span>pracowników <span class="_ _23"> </span>w </div><div class="t m0 xb h2 y86e ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu <span class="_ _6"></span>wartości, <span class="_ _a"></span>korzystanie <span class="_ _6"></span>z <span class="_ _6"></span>ich<span class="_ _1"></span> </div><div class="t m0 xb h2 y8ab ff1 fs0 fc1 sc0 ls0 ws0">wiedzy i doświadczenia<span class="ff2">. </span></div></div><div class="c x6b y98a w5b h119"><div class="t m0 xb h2 y98b ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _9"> </span><span class="ff2">pozytywny, <span class="_ _c"> </span>r<span class="_ _1"></span>zeczywisty.<span class="ls2e">  </span>W <span class="_ _9"> </span>celu <span class="_ _9"> </span>zapewnienia </span></div><div class="t m0 xb h2 y98c ff1 fs0 fc1 sc0 ls0 ws0">odpowiedniego <span class="_ _20"> </span>poziomu <span class="_ _23"> </span>prewencji <span class="_ _23"> </span>niepożądanych </div><div class="t m0 xb h2 y98d ff1 fs0 fc1 sc0 ls0 ws0">zdarzeń <span class="_ _6"></span>Grupa <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>posiada <span class="_ _6"></span>wdrożone <span class="_ _a"></span>i <span class="_ _6"></span>s<span class="_ _1"></span>tosowane </div><div class="t m0 xb h2 y98e ff1 fs0 fc1 sc0 ls0 ws0">polityki <span class="_ _2a"> </span>i <span class="_ _21"> </span>procedury, <span class="_ _21"> </span>a <span class="_ _2a"> </span>t<span class="_ _1"></span>akże <span class="_ _2a"> </span>rozwija <span class="_ _21"> </span>programy </div><div class="t m0 xb h2 y89a ff1 fs0 fc1 sc0 ls0 ws0">wspierające <span class="_ _1d"> </span>zarządzanie <span class="_ _24"> </span>obs<span class="_ _1"></span>zarem <span class="_ _24"> </span>pracowników <span class="_ _1d"> </span>w </div><div class="t m0 xb h2 y98f ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu wartości. <span class="ff2"> </span></div><div class="t m0 xb h2 y990 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y991 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x6c y98a w5c h119"><div class="t m0 xb h2 y98b ff2 fs0 fc1 sc0 ls0 ws0">Upstream </div><div class="t m0 xb h2 y992 ff1 fs0 fc1 sc0 ls0 ws0">Operacje Własne<span class="ff2"> </span></div><div class="t m0 xb h2 y993 ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div><div class="c x21 y98a w59 h11a"><div class="t m0 xb h2 y994 ff1 fs0 fc1 sc0 ls0 ws0">Szkolenia i rozwój </div><div class="t m0 xb h2 y995 ff1 fs0 fc1 sc0 ls0 ws0">umiejętności (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y98a w5a h11a"><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y845 ff2 fs0 fc1 sc0 ls0 ws0">2,<span class="ls1">87</span>  </div><div class="t m0 xb h2 y996 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y997 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,<span class="ls1">09</span> </div></div><div class="c x6a y98a w41 h11a"><div class="t m0 xb h2 y84b ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _e"> </span><span class="ff1">związana <span class="_ _d"> </span>jest <span class="_ _d"> </span>z <span class="_ _e"> </span>roz<span class="_ _1"></span>wojem </span></div><div class="t m0 xb h2 y974 ff2 fs0 fc1 sc0 ls0 ws0">kompetencji <span class="_ _2e"> </span>zawodowych <span class="_ _2e"> </span>przez </div><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _9"> </span>w <span class="_ _c"> </span>ł<span class="_ _1"></span>ańcuchu <span class="_ _c"> </span>w<span class="_ _1"></span>artości, </div><div class="t m0 xb h2 y975 ff1 fs0 fc1 sc0 ls0 ws0">co <span class="_ _b"> </span>wpływa <span class="_ _b"> </span>na <span class="_ _b"> </span>lepsze <span class="_ _b"> </span>w<span class="_ _1"></span>ykonywanie </div><div class="t m0 xb h2 y84c ff1 fs0 fc1 sc0 ls0 ws0">usług, <span class="_ _b"> </span>zmniejszenie <span class="_ _5"> </span>liczby <span class="_ _5"> </span>błę<span class="_ _1"></span>dów <span class="_ _5"> </span>i </div><div class="t m0 xb h2 y998 ff1 fs0 fc1 sc0 ls0 ws0">większą <span class="_ _2e"> </span>s<span class="_ _1"></span>pójność <span class="_ _14"> </span>w <span class="_ _2e"> </span>realizacji </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">standardów organizacji.<span class="ff2"> </span></div></div><div class="c x21 y999 w59 ha6"><div class="t m0 xb h2 y8f7 ff1 fs0 fc1 sc0 ls0 ws0">Środki zapobiegania </div><div class="t m0 xb h2 y5fe ff2 fs0 fc1 sc0 ls0 ws0">przemocy i <span class="ff1">nękaniu w </span></div><div class="t m0 xb h2 y99a ff1 fs0 fc1 sc0 ls0 ws0">miejscu pracy (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y999 w5a ha6"><div class="t m0 xb h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y8fb ff2 fs0 fc1 sc0 ls1 ws0">2,54<span class="ls0">  </span></div><div class="t m0 xb h2 y8f9 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y97a ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 1,<span class="ls1">67</span> </div></div><div class="c x6a y999 w41 ha6"><div class="t m0 xb h2 y8fa ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _41"> </span>wzrostu <span class="_ _53"> </span>pozytywnego </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">nastawienia <span class="_ _30"> </span>pracowników <span class="_ _69"> </span>do </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">pracodawcy <span class="_ _c"> </span>oraz <span class="_ _9"> </span>wydajność <span class="_ _9"> </span>pracy, </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwo <span class="_ _38"> </span>pracow<span class="_ _1"></span>ników <span class="_ _38"> </span>w </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu wartości.<span class="ff2"> </span></div></div><div class="c x6b y999 w5b ha6"><div class="t m0 xb h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _1"></span>pozytywny, <span class="_ _1"></span>rzeczywisty. <span class="_ _1"></span> <span class="_ _6"></span>W <span class="_ _1"></span>2024 <span class="_ _6"></span>roku <span class="_ _1"></span>w <span class="_ _6"></span>Grupie </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _38"> </span>zaktualizowano <span class="_ _1a"> </span>Procedurę <span class="_ _1a"> </span>dokonywania </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">zgłoszeń <span class="_ _24"> </span>naruszeń <span class="_ _24"> </span>prawa <span class="_ _24"> </span>i<span class="_ _1"></span> <span class="_ _24"> </span>podejmowania <span class="_ _24"> </span>działań </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">następczych <span class="_ _19"> </span>w <span class="_ _19"> </span>UNIMOT <span class="_ _17"> </span>S.A. <span class="_ _d"> </span>Zasię<span class="_ _1"></span>giem <span class="_ _19"> </span>dokumentu </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">objęto <span class="_ _a"></span>pracowników <span class="_ _a"></span>w <span class="_ _a"></span>łańcuchu <span class="_ _a"></span>wartoś<span class="_ _1"></span>ci. <span class="_ _a"></span>Tym <span class="_ _a"></span>samym </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">przysługują <span class="_ _8"></span>im<span class="_ _1"></span> prawa <span class="_ _8"></span>do zgłaszania naruszenia, ochrony </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">przed <span class="_ _1d"> </span>działami <span class="_ _1f"> </span>odwetowymi <span class="_ _1f"> </span>oraz <span class="_ _1d"> </span>żą<span class="_ _1"></span>dania <span class="_ _1d"> </span>działań </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">naprawczych.  </div></div><div class="c x6c y999 w5c ha6"><div class="t m0 xb h2 y8fa ff2 fs0 fc1 sc0 ls0 ws0">Upstream </div><div class="t m0 xb h2 y8f8 ff1 fs0 fc1 sc0 ls0 ws0">Operacje Własne<span class="ff2"> </span></div><div class="t m0 xb h2 y99b ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div><div class="c x21 y99c w59 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Odpowiednie warunki </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">mieszkaniowe (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y99c w5e h5b"><div class="t m0 x6e h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y7d4 w59 hdc"><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">Prywatność (ŁW)<span class="ff2"> </span></div></div><div class="c x69 y7d4 w5a hdc"><div class="t m0 xb h2 y925 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls1 ws0">2,85<span class="ls0">  </span></div><div class="t m0 xb h2 y97a ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y816 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 1,<span class="ls1">74</span> </div></div><div class="c x6a y7d4 w41 hdc"><div class="t m0 xb h2 y925 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _3e"> </span>wzrostu <span class="_ _3e"> </span>poczucia </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa <span class="_ _6a"> </span>i <span class="_ _6a"> </span>ochrony </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">prywatności pracowników.<span class="ff2"> </span></div></div><div class="c x6b y7d4 w5b hdc"><div class="t m0 xb h2 y925 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _d"> </span>pozytywny, <span class="_ _d"> </span>rze<span class="_ _1"></span>czywisty.<span class="ff2 ls2f">  </span>Wpływ <span class="_ _d"> </span>pozy<span class="_ _1"></span>tywny, </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">rzeczywisty. <span class="_ _b"> </span> <span class="_ _b"> </span>We <span class="_ _b"> </span>wszystkich <span class="_ _b"> </span>Spółkach <span class="_ _b"> </span>Grupy <span class="_ _5"> </span>UNIMOT<span class="_ _1"></span> </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">została przyjęta <span class="_ _1"></span>oraz <span class="_ _1"></span>wdrożona <span class="_ _1"></span>Polityka <span class="_ _1"></span>Bezpieczeństwa </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">Danych <span class="_ _b"> </span>Osobowych. <span class="_ _b"> </span>Powyższy <span class="_ _b"> </span>dokument <span class="_ _b"> </span>stanowi <span class="_ _b"> </span>filar </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">ochrony <span class="_ _39"> </span>danych <span class="_ _39"> </span>osobowych, <span class="_ _39"> </span>określający <span class="_ _39"> </span>swoim </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">zakresem <span class="_ _c"> </span>także <span class="_ _c"> </span>pr<span class="_ _1"></span>awa <span class="_ _c"> </span>przysługujące <span class="_ _9"> </span>oso<span class="_ _1"></span>bom <span class="_ _c"> </span>których </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">dane dotyczą.<span class="ff2"> </span></div></div><div class="c x6c y7d4 w5c hdc"><div class="t m0 xb h2 y97c ff2 fs0 fc1 sc0 ls0 ws0">Upstream </div><div class="t m0 xb h2 y99d ff1 fs0 fc1 sc0 ls0 ws0">Operacje Własne<span class="ff2"> </span></div><div class="t m0 xb h2 yd5 ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div><div class="c x21 y99e w5d h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">ESRS S3 Społeczności dotknięte wpływem<span class="ff2"> </span></div></div><div class="c x21 y99f w59 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Odpowiednie warunki </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">mieszkaniowe </div></div><div class="c x69 y99f w5e h5b"><div class="t m0 x6e h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y9a0 w59 h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiednia żywność<span class="ff2"> </span></div></div><div class="c x69 y9a0 w5e h64"><div class="t m0 x6e h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y9a1 w59 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Woda i warunki sanitarne </div></div><div class="c x69 y9a1 w5e hf4"><div class="t m0 x6e h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y9a2 w59 h11a"><div class="t m0 xb h2 y9a3 ff1 fs0 fc1 sc0 ls0 ws0">Oddziaływanie na grunty<span class="ff2"> </span></div></div><div class="c x69 y9a2 w5a h11a"><div class="t m0 xb h2 y790 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y791 ff2 fs0 fc1 sc0 ls0 ws0">3,19 </div><div class="t m0 xb h2 y92a ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y9a4 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 1,82 </div></div><div class="c x6a y9a2 w41 h11a"><div class="t m0 xb h2 y790 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _23"> </span><span class="ff1">na <span class="_ _23"> </span>poprawę <span class="_ _23"> </span>wize<span class="_ _1"></span>runku </span></div><div class="t m0 xb h2 y9a5 ff2 fs0 fc1 sc0 ls0 ws0">organizacji <span class="_ _6b"> </span>poprzez <span class="_ _6b"> </span>brak </div><div class="t m0 xb h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">negatywnego <span class="_ _14"> </span>oddziaływania <span class="_ _1e"> </span>na </div><div class="t m0 xb h2 y9a3 ff2 fs0 fc1 sc0 ls0 ws0">grunty na terenach zamieszkanych. </div></div><div class="c x6b y9a2 w5b h11a"><div class="t m0 xb h2 y790 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _17"> </span>pozytywny, <span class="_ _f"> </span>potencjalny. <span class="_ _17"> </span> <span class="_ _17"> </span>Oddziaływanie <span class="_ _17"> </span>na<span class="_ _1"></span> </div><div class="t m0 xb h2 y9a5 ff1 fs0 fc1 sc0 ls0 ws0">grunty <span class="_ _21"> </span>jest <span class="_ _21"> </span>istotnym <span class="_ _21"> </span>obszarem <span class="_ _21"> </span>odpowiedzialności </div><div class="t m0 xb h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">środowiskowej <span class="_ _e"> </span>Grupy <span class="_ _e"> </span>UNIMOT,<span class="_ _1"></span> <span class="_ _e"> </span>ponieważ <span class="_ _e"> </span>działalność </div><div class="t m0 xb h2 y9a3 ff1 fs0 fc1 sc0 ls0 ws0">związana  z  maga<span class="_ _0"></span>zynowaniem  i  transportem  paliw,  a </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">także <span class="_ _1d"> </span>dystrybucją <span class="_ _1d"> </span>gazu <span class="_ _1d"> </span>ziemnego <span class="_ _1d"> </span>oraz <span class="_ _1d"> </span>proces<span class="_ _1"></span>ami </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">wytwarzania <span class="_ _8"></span>cie<span class="_ _1"></span><span class="ff1">pła <span class="_ _8"></span>może<span class="_ _1"></span> p<span class="_ _8"></span>ro<span class="_ _1"></span>wadzić <span class="_ _8"></span>do<span class="_ _1"></span> <span class="_ _8"></span>degradacji<span class="_ _1"></span> <span class="_ _8"></span>ziemi,<span class="_ _1"></span> </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczeń <span class="_ _b"> </span>gleb <span class="_ _b"> </span>i<span class="_ _1"></span> <span class="_ _b"> </span>zmian <span class="_ _c"> </span>w <span class="_ _b"> </span>lokalnym <span class="_ _b"> </span>e<span class="_ _1"></span>kosystemie. </div></div><div class="c x6c y9a2 w5c h11a"><div class="t m0 xb h2 y790 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 y9a6 ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div></div><div class="pi" ></div></div><div id="pf54" class="pf w1d h3f" ><div class="pc pc54 w1d h3f"><img class="bi x21 y4a2 w58 h11b" alt="" 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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">84<span class="ls0"> </span></div></div><div class="c x6b y917 w5b h105"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _8"></span>zarządza swoim <span class="_ _8"></span>wpływem w <span class="_ _8"></span>tym obsza<span class="_ _0"></span>rze <span class="_ _0"></span>między </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">innymi <span class="_ _5"> </span>poprzez <span class="_ _5"> </span>re<span class="_ _1"></span>alizację <span class="_ _5"> </span>projektów <span class="_ _5"> </span>mających<span class="_ _1"></span> <span class="_ _5"> </span>na <span class="_ _5"> </span>ce<span class="_ _1"></span>lu </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">remediację gruntów zanieczyszczonych historycznie. <span class="ff2"> </span></div></div><div class="c x21 y9a7 w59 h11c"><div class="t m0 xb h2 y9a8 ff1 fs0 fc1 sc0 ls0 ws0">Oddziaływanie na </div><div class="t m0 xb h2 y9a9 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwo<span class="ff2"> </span></div></div><div class="c x69 y9a7 w5a h11c"><div class="t m0 xb h2 y348 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y9aa ff2 fs0 fc1 sc0 ls0 ws0">3,11 </div><div class="t m0 xb h2 y9ab ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y9ac ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,62 </div></div><div class="c x6a y9a7 w41 h11c"><div class="t m0 xb h2 y348 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _22"> </span><span class="ff1">na <span class="_ _22"> </span>zwiększenie <span class="_ _22"> </span>poczuc<span class="_ _1"></span>ia </span></div><div class="t m0 xb h2 y9ad ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa <span class="_ _6c"> </span>społeczności </div><div class="t m0 xb h2 y708 ff2 fs0 fc1 sc0 ls0 ws0">lokalnych, <span class="_ _28"> </span>wzrostu <span class="_ _20"> </span>zaufania <span class="_ _28"> </span>do </div><div class="t m0 xb h2 y709 ff1 fs0 fc1 sc0 ls0 ws0">organizacji, możliwości pozyskiwania </div><div class="t m0 xb h2 y595 ff1 fs0 fc1 sc0 ls0 ws0">nowych <span class="_ _1f"> </span>pracowników <span class="_ _22"> </span>z <span class="_ _1f"> </span>terenó<span class="_ _1"></span>w </div><div class="t m0 xb h2 y16c ff2 fs0 fc1 sc0 ls0 ws0">lokalnych. </div></div><div class="c x6b y9a7 w5b h11c"><div class="t m0 xb h2 y348 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _34"> </span>pozytywny, <span class="_ _34"> </span>rzec<span class="_ _1"></span>zywisty. <span class="_ _34"> </span>Grupa <span class="_ _34"> </span>UNIMOT<span class="_ _1"></span> </div><div class="t m0 xb h2 y349 ff1 fs0 fc1 sc0 ls0 ws0">monitoruje <span class="_ _36"> </span>ryzyka <span class="_ _36"> </span>związane <span class="_ _36"> </span>z <span class="_ _36"> </span>bezpośre<span class="_ _1"></span>dnim </div><div class="t m0 xb h2 y114 ff1 fs0 fc1 sc0 ls0 ws0">oddziaływaniem <span class="_ _17"> </span>na <span class="_ _f"> </span>bezpieczeństwo <span class="_ _17"> </span>oraz <span class="_ _f"> </span>podejmuje </div><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">działania <span class="_ _d"> </span>w <span class="_ _19"> </span>celu <span class="_ _d"> </span>ograniczenia <span class="_ _19"> </span>tych <span class="_ _d"> </span>ryzyk <span class="_ _d"> </span>w<span class="_ _1"></span>drażając </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">rozwiązania technologiczne, proc<span class="_ _1"></span>edury bezpieczeństwa i </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">współpracę <span class="_ _5"> </span>z <span class="_ _4"> </span>loka<span class="_ _1"></span>lnymi <span class="_ _5"> </span>społecznościami <span class="_ _5"> </span>oraz <span class="_ _4"> </span>s<span class="_ _1"></span>łużbami </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">ratunkowymi.  </div></div><div class="c x6c y9a7 w5c h11c"><div class="t m0 xb h2 y348 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div><div class="c x21 y9ae w59 h11d"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wolność wypowiedzi<span class="ff2"> </span></div></div><div class="c x69 y9ae w5e h11d"><div class="t m0 x6e h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y23f w59 hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wolność zgromadzania się<span class="ff2"> </span></div></div><div class="c x69 y23f w5e hf4"><div class="t m0 x6e h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y9af w59 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Oddziaływanie na </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">obrońców praw człowieka<span class="ff2"> </span></div></div><div class="c x69 y9af w5e h5b"><div class="t m0 x6e h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y9b0 w59 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Wcześniejsza, dobrowolna </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">i świadoma zgoda<span class="ff2"> </span></div></div><div class="c x69 y9b0 w5e h5b"><div class="t m0 x6e h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y9b1 w59 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Samostanowienie </div></div><div class="c x69 y9b1 w5e h64"><div class="t m0 x6e h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y9b2 w59 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Prawa kulturalne </div></div><div class="c x69 y9b2 w5e h64"><div class="t m0 x6e h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y9b3 w5d hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">ESRS S4 Konsumenci i użytkownicy końcowi<span class="ff2 fc1"> </span></div></div><div class="c x21 y9b4 w59 h80"><div class="t m0 xb h2 y9b5 ff1 fs0 fc1 sc0 ls0 ws0">Prywatność<span class="ff2"> </span></div></div><div class="c x69 y9b4 w5a h80"><div class="t m0 xb h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y78e ff2 fs0 fc1 sc0 ls0 ws0">3,06 </div><div class="t m0 xb h2 y816 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y169 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 1,99 </div></div><div class="c x6a y9b4 w41 h80"><div class="t m0 xb h2 y78d ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="ff1">budowania zaufania klientów </span></div><div class="t m0 xb h2 y77c ff2 fs0 fc1 sc0 ls0 ws0">i przewagi konkurencyjnej. </div></div><div class="c x6b y9b4 w5b h80"><div class="t m0 xb h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _7"></span>pozytywny, <span class="_ _8"></span>rzeczywisty. <span class="_ _8"></span> <span class="_ _7"></span>We<span class="_ _1"></span> <span class="_ _7"></span>wszystkich <span class="_ _8"></span>Spółkach </div><div class="t m0 xb h2 y77c ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>została <span class="_ _6"></span>przyjęta <span class="_ _1"></span>oraz <span class="_ _6"></span>wdrożona <span class="_ _6"></span>Polityka </div><div class="t m0 xb h2 y938 ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwa <span class="_ _18"> </span>Danych <span class="_ _18"> </span>Osobowych. <span class="_ _35"> </span>Powyższy </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">dokument <span class="_ _d"> </span>stanowi <span class="_ _e"> </span>filar <span class="_ _d"> </span>ochrony <span class="_ _d"> </span>danych <span class="_ _e"> </span>os<span class="_ _1"></span>obowych, </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">określający <span class="_ _1"></span>swoim <span class="_ _6"></span>zakresem <span class="_ _6"></span>także <span class="_ _1"></span>prawa <span class="_ _1"></span>pr<span class="_ _1"></span>zysługujące </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">osobo<span class="ff1">m których dane dotyczą.</span> </div></div><div class="c x6c y9b4 w5c h80"><div class="t m0 xb h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">Operacje Własne<span class="ff2"> </span></div><div class="t m0 xb h2 y9b6 ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div><div class="c x21 y9b7 w59 h11e"><div class="t m0 xb h2 y9b8 ff1 fs0 fc1 sc0 ls0 ws0">Wolność wypowiedzi<span class="ff2"> </span></div></div><div class="c x69 y9b7 w5a h11e"><div class="t m0 xb h2 y9b9 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y9ba ff2 fs0 fc1 sc0 ls0 ws0">3,03 </div><div class="t m0 xb h2 y4c3 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y5ec ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 1,97 </div></div><div class="c x6a y9b7 w41 h11e"><div class="t m0 xb h2 y9b9 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _2c"> </span><span class="ff1">popr<span class="_ _1"></span>awy <span class="_ _2c"> </span>oddziaływania </span></div><div class="t m0 xb h2 y9ba ff1 fs0 fc1 sc0 ls0 ws0">informacji <span class="_ _48"> </span>na <span class="_ _11"> </span>klientów <span class="_ _48"> </span>i </div><div class="t m0 xb h2 y829 ff1 fs0 fc1 sc0 ls0 ws0">użytkowników <span class="_ _f"> </span>końcow<span class="_ _1"></span>ych. <span class="_ _f"> </span>Szansa </div><div class="t m0 xb h2 y82a ff1 fs0 fc1 sc0 ls0 ws0">poprawy <span class="_ _6d"> </span>działań <span class="_ _6d"> </span>dzięki </div><div class="t m0 xb h2 y82b ff2 fs0 fc1 sc0 ls0 ws0">prowadzonemu <span class="_ _1b"> </span>di<span class="_ _1"></span>alogowi <span class="_ _1b"> </span>z<span class="_ _1"></span> </div><div class="t m0 xb h2 y82c ff2 fs0 fc1 sc0 ls0 ws0">klientami. </div></div><div class="c x6b y9b7 w5b h11e"><div class="t m0 xb h2 y9b9 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ  pozytywny,  rzeczywisty. <span class="_ _e"> </span><span class="ff2">  Grupa <span class="_ _e"> </span></span>buduje  swój </div><div class="t m0 xb h2 y9ba ff1 fs0 fc1 sc0 ls0 ws0">wpływ <span class="_ _c"> </span>poprzez <span class="_ _9"> </span>komunikację <span class="_ _c"> </span>i <span class="_ _9"> </span>współpracę <span class="_ _9"> </span>z<span class="ff2"> <span class="_ _9"> </span>klientami </span></div><div class="t m0 xb h2 y829 ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _19"> </span>końc<span class="_ _1"></span>owymi <span class="_ _17"> </span>użytkownikami <span class="_ _19"> </span>pro<span class="_ _1"></span>duktów <span class="_ _17"> </span>i <span class="_ _19"> </span>usług. </div><div class="t m0 xb h2 y82a ff1 fs0 fc1 sc0 ls0 ws0">Współpraca <span class="_ _d"> </span>taka <span class="_ _19"> </span>odbywa <span class="_ _d"> </span>s<span class="_ _1"></span>ię <span class="_ _19"> </span>na <span class="_ _d"> </span>bieżąco <span class="_ _19"> </span>w <span class="_ _d"> </span>tr<span class="_ _1"></span>akcie </div><div class="t m0 xb h2 y82b ff1 fs0 fc1 sc0 ls0 ws0">spotkań <span class="_ _17"> </span>oraz <span class="_ _17"> </span>wymiany <span class="_ _f"> </span>korespondencji, <span class="_ _17"> </span>a <span class="_ _17"> </span>także <span class="_ _17"> </span>za </div><div class="t m0 xb h2 y82c ff1 fs0 fc1 sc0 ls0 ws0">pośrednictwem <span class="_ _2a"> </span>o<span class="_ _1"></span>rganizacji <span class="_ _2a"> </span>lub <span class="_ _21"> </span>innych <span class="_ _2a"> </span>podmiotów </div><div class="t m0 xb h2 y82d ff1 fs0 fc1 sc0 ls0 ws0">uprawnionych <span class="_ _17"> </span>do <span class="_ _17"> </span>re<span class="_ _1"></span>prezentowania <span class="_ _17"> </span>określonej <span class="_ _17"> </span>grupy </div><div class="t m0 xb h2 y82e ff2 fs0 fc1 sc0 ls0 ws0">klien<span class="ff1">tów lub użytkowników. </span> </div><div class="t m0 xb h2 y1d0 ff1 fs0 fc1 sc0 ls0 ws0">Proces <span class="_ _19"> </span>dialogu <span class="_ _d"> </span>odbywa <span class="_ _19"> </span>się <span class="_ _19"> </span>z <span class="_ _19"> </span>poszanowaniem <span class="_ _19"> </span>praw </div><div class="t m0 xb h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">człowieka, <span class="_ _8"></span>e<span class="_ _1"></span>tyki <span class="_ _7"></span>i wza<span class="_ _0"></span>jemnego <span class="_ _8"></span>s<span class="_ _1"></span>zacunku. <span class="_ _8"></span>Grupa <span class="_ _8"></span>UNIMOT </div><div class="t m0 xb h2 y550 ff1 fs0 fc1 sc0 ls0 ws0">respektuje <span class="_ _24"> </span>prawo <span class="_ _10"> </span>klientów <span class="_ _10"> </span>i <span class="_ _10"> </span>użytkowników <span class="_ _24"> </span>swoich </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">produktów <span class="_ _a"></span>i <span class="_ _4"></span>usł<span class="_ _1"></span>ug <span class="_ _a"></span>do <span class="_ _4"> </span>wo<span class="_ _1"></span>lności <span class="_ _a"></span>wypowiedzi <span class="_ _4"></span>zarówno <span class="_ _4"></span>w </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">trakcie <span class="_ _b"> </span>bezpośrednich <span class="_ _b"> </span>spotkań, <span class="_ _b"> </span>jak <span class="_ _5"> </span>ró<span class="_ _1"></span>wnież <span class="_ _b"> </span>w <span class="_ _b"> </span>ramach </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">komunikacji w social mediach.   </div></div><div class="c x6c y9b7 w5c h11e"><div class="t m0 xb h2 y9bb ff1 fs0 fc1 sc0 ls0 ws0">Operacje Własne<span class="ff2"> </span></div><div class="t m0 xb h2 y865 ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div></div><div class="pi" ></div></div><div id="pf55" class="pf w1d h3f" ><div class="pc pc55 w1d h3f"><img class="bi x21 y9bc w58 h11f" alt="" src="data:image/png;base64,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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">85<span class="ls0"> </span></div></div><div class="c x21 y9bd w59 h120"><div class="t m0 xb h2 y91e ff1 fs0 fc1 sc0 ls0 ws0">Dostęp do <span class="ff2">informacji </span></div><div class="t m0 xb h2 y9be ff1 fs0 fc1 sc0 ls0 ws0">(wysokiej jakości)<span class="ff2"> </span></div></div><div class="c x69 y9bd w5a h120"><div class="t m0 xb h2 y987 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y8fa ff2 fs0 fc1 sc0 ls0 ws0">2,91 </div><div class="t m0 xb h2 y922 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y8f9 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,20 </div></div><div class="c x6a y9bd w41 h120"><div class="t m0 xb h2 y987 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _2d"> </span><span class="ff1">wzrostu <span class="_ _2d"> </span>przychodów </span></div><div class="t m0 xb h2 y9bf ff1 fs0 fc1 sc0 ls0 ws0">związanych <span class="_ _1"></span>ze <span class="_ _1"></span>s<span class="_ _1"></span>przedażą <span class="_ _1"></span>produktów </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">wpływających <span class="_ _2f"> </span>na <span class="_ _37"> </span>świado<span class="_ _1"></span>mość </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">społeczną <span class="_ _f"> </span>i <span class="_ _f"> </span>środowisko <span class="_ _f"> </span>naturalne </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">poprzez <span class="_ _18"> </span>informowanie. <span class="_ _18"> </span>Szansa </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">poprawy <span class="_ _17"> </span>i <span class="_ _17"> </span>utrzymywania <span class="_ _17"> </span>dobrego </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">wizerunku <span class="_ _2a"> </span>organiza<span class="_ _0"></span>cji <span class="_ _2a"> </span>w <span class="_ _2a"> </span>wyniku </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">utrzymywania dos<span class="_ _1"></span>tępu <span class="_ _1"></span>do <span class="_ _1"></span>informacji </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">o wysokiej jakoś<span class="ff2 ls14">ci<span class="ls0">. </span></span></div></div><div class="c x6b y9c0 w5b h121"><div class="t m0 xb h2 y9c1 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _f"> </span>pozytywny, <span class="_ _f"> </span>rzeczywisty. <span class="_ _f"> </span><span class="ff2">Grupa <span class="_ _f"> </span>UNIMOT <span class="_ _f"> </span>ze </span></div><div class="t m0 xb h2 y9c2 ff1 fs0 fc1 sc0 ls0 ws0">względu <span class="_ _21"> </span>na <span class="_ _21"> </span>specyfikę <span class="_ _21"> </span>swoich <span class="_ _21"> </span>produktów <span class="_ _33"> </span><span class="ff2">ponosi </span></div><div class="t m0 xb h2 y9c3 ff1 fs0 fc1 sc0 ls0 ws0">szczególną <span class="_ _36"> </span>odpowiedzialność <span class="_ _36"> </span>za <span class="_ _36"> </span>przekazywanie<span class="_ _1"></span> </div><div class="t m0 xb h2 y9c4 ff1 fs0 fc1 sc0 ls0 ws0">rzetelnych <span class="_ _2a"> </span>informacji <span class="_ _2a"> </span>dotyczących <span class="_ _2a"> </span>swoich <span class="_ _2a"> </span>działań, </div><div class="t m0 xb h2 y9c5 ff1 fs0 fc1 sc0 ls0 ws0">produktów <span class="_ _19"> </span>i <span class="_ _17"> </span>ich <span class="_ _17"> </span>wpływu <span class="_ _19"> </span>na <span class="_ _17"> </span>środowisko <span class="_ _19"> </span>i<span class="_ _1"></span> <span class="_ _19"> </span>postawy<span class="_ _1"></span> </div><div class="t m0 xb h2 y9c6 ff1 fs0 fc1 sc0 ls0 ws0">społeczne.<span class="ff2"> </span></div><div class="t m0 xb h2 y9c7 ff2 fs0 fc1 sc0 ls0 ws0">Kluczowe aspekty odpowiedzialnych prak<span class="_ _8"></span>t<span class="_ _1"></span>yk </div><div class="t m0 xb h2 y9c8 ff1 fs0 fc1 sc0 ls0 ws0">marketingowych i dostępu do informacji w Grupie </div><div class="t m0 xb h2 y9c9 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT opierają się na dwóch segmentach </div><div class="t m0 xb h2 y993 ff1 fs0 fc1 sc0 ls0 ws0">transparentności i rzetelnej informacji oraz promowania </div><div class="t m0 xb h2 y9ca ff1 fs0 fc1 sc0 ls0 ws0">rozwiązań kształtujących odpowiedzialne postawy </div><div class="t m0 xb h2 y91c ff1 fs0 fc1 sc0 ls0 ws0">klientów. <span class="ff2"> </span></div></div><div class="c x6c y9c0 w5c h121"><div class="t m0 xb h2 y9c1 ff1 fs0 fc1 sc0 ls0 ws0">Operacje Własne<span class="ff2"> </span></div><div class="t m0 xb h2 y9cb ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div><div class="c x21 y9c0 w59 h108"><div class="t m0 xb h2 y91e ff2 fs0 fc1 sc0 ls0 ws0">Odpowiedzialne praktyki </div><div class="t m0 xb h2 y5fe ff2 fs0 fc1 sc0 ls0 ws0">marketingowe </div></div><div class="c x69 y9c0 w5a h108"><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y84a ff2 fs0 fc1 sc0 ls0 ws0">2,60 </div><div class="t m0 xb h2 y922 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y8f9 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,64 </div></div><div class="c x6a y9c0 w41 h108"><div class="t m0 xb h2 y921 ff2 fs0 fc1 sc0 ls0 ws0">Szansa<span class="ls30">  </span>poprawy <span class="_ _19"> </span>i <span class="_ _19"> </span>utrzymywania </div><div class="t m0 xb h2 y934 ff2 fs0 fc1 sc0 ls0 ws0">dobrego <span class="_ _f"> </span>wizerunku <span class="_ _10"> </span>organizacji <span class="_ _10"> </span>w </div><div class="t m0 xb h2 y84b ff2 fs0 fc1 sc0 ls0 ws0">wyniku <span class="_ _6e"> </span>prowadzenia </div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0">odpowiedzialnych <span class="_ _5b"> </span>prak<span class="_ _0"></span>tyk </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">marketingowych <span class="_ _23"> </span>dla <span class="_ _23"> </span>klientów <span class="_ _23"> </span>i </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">użytkowników <span class="_ _29"> </span>końcow<span class="_ _1"></span>ych <span class="_ _29"> </span>oraz </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wzrostu <span class="_ _d"> </span>przychodów <span class="_ _d"> </span>ze <span class="_ _d"> </span>s<span class="_ _1"></span>przedaży </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">produktów <span class="_ _1d"> </span>o<span class="_ _1"></span>ferowanych <span class="_ _1f"> </span>szerokiej </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">gamie klientów.<span class="ff2"> </span></div></div><div class="c x21 y9cc w59 hec"><div class="t m0 xb h2 y8d4 ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo i higiena </div><div class="t m0 xb h2 y8d5 ff2 fs0 fc1 sc0 ls0 ws0">pracy </div></div><div class="c x69 y9cc w5a hec"><div class="t m0 xb h2 y838 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">2,75 </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,26 </div></div><div class="c x6a y9cc w41 hec"><div class="t m0 xb h2 y838 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _34"> </span>utrzymania <span class="_ _34"> </span>obecnych <span class="_ _39"> </span>i </div><div class="t m0 xb h2 y86c ff1 fs0 fc1 sc0 ls0 ws0">pozyskania <span class="_ _3d"> </span>nowych <span class="_ _3c"> </span>kli<span class="_ _1"></span>entów </div><div class="t m0 xb h2 y873 ff1 fs0 fc1 sc0 ls0 ws0">wynikająca <span class="_ _38"> </span>z <span class="_ _38"> </span>dbało<span class="_ _1"></span>ści <span class="_ _38"> </span>o <span class="_ _1a"> </span>ich </div><div class="t m0 xb h2 y86e ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwo osobiste.<span class="ff2"> </span></div></div><div class="c x6b y9cd w5b h122"><div class="t m0 xb h2 y9ce ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _c"> </span>pozytywny, <span class="_ _c"> </span>rzeczywisty. <span class="_ _c"> </span> <span class="_ _c"> </span>W <span class="_ _c"> </span>2024 <span class="_ _9"> </span>roku <span class="_ _c"> </span>Grupa </div><div class="t m0 xb h2 y9cf ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _e"> </span>podjęła <span class="_ _e"> </span>szereg <span class="_ _e"> </span>inicjatyw <span class="_ _e"> </span>mających <span class="_ _e"> </span>na<span class="_ _1"></span> <span class="_ _e"> </span>celu </div><div class="t m0 xb h2 y9d0 ff1 fs0 fc1 sc0 ls0 ws0">zminimalizowanie <span class="_ _8"></span>ryzyka <span class="_ _8"></span>negatywne<span class="_ _1"></span>go <span class="_ _8"></span>oddziaływania <span class="_ _8"></span>na </div><div class="t m0 xb h2 y9d1 ff1 fs0 fc1 sc0 ls0 ws0">swoich <span class="_ _2b"> </span>klientów, <span class="_ _2b"> </span>szczególnie <span class="_ _2b"> </span>w <span class="_ _41"> </span>kontekście </div><div class="t m0 xb h2 y9d2 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa. <span class="_ _1d"> </span>Działania <span class="_ _24"> </span>te <span class="_ _1d"> </span>obejmowały <span class="_ _24"> </span>zarówno </div><div class="t m0 xb h2 y9d3 ff1 fs0 fc1 sc0 ls0 ws0">spełnianie <span class="_ _d"> </span>wymogów <span class="_ _d"> </span>prawnych, <span class="_ _d"> </span>jak <span class="_ _e"> </span>i <span class="_ _d"> </span>wprowadzenie </div><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">dobrowolnych <span class="_ _5"> </span>ś<span class="_ _1"></span>rodków <span class="_ _5"> </span>mających <span class="_ _b"> </span>na <span class="_ _5"> </span>celu <span class="_ _b"> </span>podniesienie </div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">standardów operacyjnych. <span class="ff2"> </span></div></div><div class="c x6c y9cd w5c h122"><div class="t m0 xb h2 y9d4 ff1 fs0 fc1 sc0 ls0 ws0">Operacje Własne<span class="ff2"> </span></div><div class="t m0 xb h2 y9d5 ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div><div class="c x21 y9cd w59 hee"><div class="t m0 xb h2 y871 ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo osoby<span class="ff2"> </span></div></div><div class="c x69 y9cd w5a hee"><div class="t m0 xb h2 y89d ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y86c ff2 fs0 fc1 sc0 ls0 ws0">2,58 </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,30 </div></div><div class="c x6a y9cd w41 hee"><div class="t m0 xb h2 y89d ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _34"> </span>utrzymania <span class="_ _34"> </span>obecnych <span class="_ _39"> </span>i </div><div class="t m0 xb h2 y86c ff1 fs0 fc1 sc0 ls0 ws0">pozyskania <span class="_ _3d"> </span>nowych <span class="_ _3c"> </span>kli<span class="_ _1"></span>entów </div><div class="t m0 xb h2 y873 ff1 fs0 fc1 sc0 ls0 ws0">wynikająca <span class="_ _38"> </span>z <span class="_ _38"> </span>dbało<span class="_ _1"></span>ści <span class="_ _38"> </span>o <span class="_ _1a"> </span>ich </div><div class="t m0 xb h2 y86e ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwo osobiste.<span class="ff2"> </span></div></div><div class="c x21 y9d6 w59 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Ochrona dzieci </div></div><div class="c x69 y9d6 w5e hf4"><div class="t m0 x6e h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie nieistotne </div></div><div class="c x21 y9d7 w59 h107"><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">Niedyskryminacja </div></div><div class="c x69 y9d7 w5a h107"><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">2,88 </div><div class="t m0 xb h2 y8fd ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y816 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,05 </div></div><div class="c x6a y9d7 w41 h107"><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _1f"> </span>poprawy <span class="_ _1f"> </span>i <span class="_ _1f"> </span>utr<span class="_ _1"></span>zymywania </div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0">dobrego <span class="_ _f"> </span>wizerunku <span class="_ _10"> </span>organizacji <span class="_ _10"> </span>w </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">wyniku  niedyskryminacji  kli<span class="_ _0"></span>entów  i </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">użytkowników <span class="_ _29"> </span>końcow<span class="_ _1"></span>ych <span class="_ _29"> </span>oraz </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wzrostu <span class="_ _d"> </span>przychodów <span class="_ _d"> </span>ze <span class="_ _d"> </span>s<span class="_ _1"></span>przedaży </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">produktów <span class="_ _1d"> </span>o<span class="_ _1"></span>ferowanych <span class="_ _1f"> </span>szerokiej </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">gamie klientów.<span class="ff2"> </span></div></div><div class="c x6b y9d8 w5b h119"><div class="t m0 xb h2 y69d ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _34"> </span>pozytywny, <span class="_ _34"> </span>rzec<span class="_ _1"></span>zywisty. <span class="_ _34"> </span>Grupa <span class="_ _34"> </span>UNIMOT<span class="_ _1"></span> </div><div class="t m0 xb h2 y69e ff1 fs0 fc1 sc0 ls0 ws0">podejmuje <span class="_ _22"> </span>działania <span class="_ _22"> </span>mające <span class="_ _22"> </span>na <span class="_ _22"> </span>ce<span class="_ _1"></span>lu <span class="_ _22"> </span>zwiększanie </div><div class="t m0 xb h2 y9d9 ff1 fs0 fc1 sc0 ls0 ws0">pozytywnych <span class="_ _c"> </span>wpływów <span class="_ _c"> </span>na <span class="_ _c"> </span>s<span class="_ _1"></span>woich <span class="_ _c"> </span>klientów. <span class="_ _c"> </span>Pow<span class="_ _1"></span>yższe </div><div class="t m0 xb h2 y9da ff1 fs0 fc1 sc0 ls0 ws0">opiera <span class="_ _8"></span>s<span class="_ _1"></span>ię <span class="_ _8"></span>przede wszystkim <span class="_ _8"></span>na Strategii, <span class="_ _8"></span>która obejmuje </div><div class="t m0 xb h2 y9db ff1 fs0 fc1 sc0 ls0 ws0">działania dwutorowe: <span class="ff2"> </span></div><div class="t m0 xb h2 y9dc ff1 fs0 fc1 sc0 ls0 ws0">Utrzymywanie <span class="_ _10"> </span>efe<span class="_ _1"></span>ktywnej <span class="_ _24"> </span>działalności <span class="_ _24"> </span>w <span class="_ _10"> </span>obszarach </div><div class="t m0 xb h2 y9dd ff2 fs0 fc1 sc0 ls0 ws0">paliw, <span class="_ _2a"> </span>tradingu <span class="_ _2a"> </span>i <span class="_ _2a"> </span>logistyki <span class="_ _21"> </span>wraz <span class="_ _2a"> </span>ze <span class="_ _2a"> </span>stopniowym<span class="_ _1"></span> </div><div class="t m0 xb h2 y9de ff2 fs0 fc1 sc0 ls0 ws0">poszerzaniem <span class="_ _11"> </span>portfolio <span class="_ _5e"> </span>produktowego <span class="_ _5e"> </span>oraz </div></div><div class="c x6c y9d8 w5c h119"><div class="t m0 xb h2 y69d ff1 fs0 fc1 sc0 ls0 ws0">Operacje Własne<span class="ff2"> </span></div><div class="t m0 xb h2 y9df ff2 fs0 fc1 sc0 ls0 ws0">Downstream </div></div><div class="c x21 y9d8 w59 hee"><div class="t m0 xb h2 y9e0 ff1 fs0 fc1 sc0 ls0 ws0">Dostęp do produktów i </div><div class="t m0 xb h2 y8d5 ff1 fs0 fc1 sc0 ls0 ws0">usług<span class="ff2"> </span></div></div><div class="c x69 y9d8 w5a hee"><div class="t m0 xb h2 y9e1 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y941 ff2 fs0 fc1 sc0 ls0 ws0">2,85 </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,63 </div></div><div class="c x6a y9d8 w41 hee"><div class="t m0 xb h2 y9e1 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _19"> </span><span class="ff1">na <span class="_ _17"> </span>włączenie <span class="_ _19"> </span> <span class="_ _17"> </span>klientów <span class="_ _19"> </span>i </span></div><div class="t m0 xb h2 y941 ff1 fs0 fc1 sc0 ls0 ws0">użytkowników <span class="_ _7"></span>końc<span class="_ _1"></span>owych <span class="_ _8"></span>w <span class="_ _8"></span>zakresie </div><div class="t m0 xb h2 y942 ff1 fs0 fc1 sc0 ls0 ws0">dostępu <span class="_ _1f"> </span>do <span class="_ _1f"> </span>produktów <span class="_ _1d"> </span>i<span class="_ _1"></span> <span class="_ _1f"> </span>usług. </div><div class="t m0 xb h2 y874 ff1 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _29"> </span>związana <span class="_ _3a"> </span>z<span class="_ _1"></span> <span class="_ _29"> </span>po<span class="_ _1"></span>prawą </div></div></div><div class="pi" ></div></div><div id="pf56" class="pf w1d h3f" ><div class="pc pc56 w1d h3f"><img class="bi x21 y9e2 w58 h123" alt="" src="data:image/png;base64,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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">86<span class="ls0"> </span></div></div><div class="c x6a y9e3 w41 h124"><div class="t m0 xb h2 y427 ff2 fs0 fc1 sc0 ls0 ws0">wizerunku <span class="_ _36"> </span>oraz <span class="_ _36"> </span>wzmacnianiem </div><div class="t m0 xb h2 y835 ff2 fs0 fc1 sc0 ls0 ws0">przewagi konkurencyjnej. </div></div><div class="c x6b y9e3 w5b h124"><div class="t m0 xb h2 y427 ff1 fs0 fc1 sc0 ls0 ws0">dywersyfikacją <span class="_ _d"> </span>portfela <span class="_ _d"> </span>klientów <span class="_ _d"> </span>w <span class="_ _d"> </span>kierun<span class="_ _1"></span>ku <span class="_ _d"> </span>paliw <span class="_ _e"> </span>i </div><div class="t m0 xb h2 y5ce ff1 fs0 fc1 sc0 ls0 ws0">energii o niższej emisyjności. <span class="ff2"> </span></div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Realizację inwestycji w<span class="_ _1"></span> nowe kierunki rozwoju, w <span class="_ _1"></span>tym w </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">obszarach <span class="_ _e"> </span>e<span class="_ _1"></span>lektroenergetyki <span class="_ _d"> </span>i <span class="_ _e"> </span>c<span class="_ _1"></span>iepłownictwa, <span class="_ _d"> </span>w <span class="_ _d"> </span>celu </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">dywersyfikacji <span class="_ _d"> </span>źródeł <span class="_ _19"> </span>przychodów, <span class="_ _19"> </span>a <span class="_ _d"> </span>także <span class="_ _19"> </span>działania </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">wspierające <span class="_ _d"> </span>w<span class="_ _1"></span> <span class="_ _d"> </span>zakresie <span class="_ _19"> </span>zwiększania <span class="_ _d"> </span>dostępnoś<span class="_ _1"></span>ci <span class="_ _d"> </span>dla </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">klientów wrażliwych na stacjach benzynowych AV<span class="ff2">IA.  </span></div></div><div class="c x21 y9e4 w5d hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">ESRS G1 Praktyki biznesowe<span class="fc1"> </span></div></div><div class="c x21 y9e5 w59 h100"><div class="t m0 xb h2 y5fe ff2 fs0 fc1 sc0 ls0 ws0">Kultura korporacyjna </div></div><div class="c x69 y9e5 w5a h100"><div class="t m0 xb h2 y84a ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y789 ff2 fs0 fc1 sc0 ls0 ws0">3,09 </div><div class="t m0 xb h2 y8f9 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y8fd ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,76 </div></div><div class="c x6a y9e5 w41 h100"><div class="t m0 xb h2 y84a ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _34"> </span><span class="ff1">związana <span class="_ _39"> </span>ze <span class="_ _34"> </span>wzr<span class="_ _1"></span>ostem </span></div><div class="t m0 xb h2 y84b ff2 fs0 fc1 sc0 ls0 ws0">zaufania <span class="_ _6f"> </span>interesariuszy </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznych <span class="_ _3a"> </span>i <span class="_ _36"> </span>zewnętrznych, </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">wpływ <span class="_ _1a"> </span>na <span class="_ _2e"> </span>zawieranie <span class="_ _1a"> </span>now<span class="_ _1"></span>ych </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">kontraktów, <span class="_ _61"> </span>utrzymanie </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wykwalifikowanych <span class="_ _10"> </span>pracowników <span class="_ _10"> </span>i </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">budowa <span class="_ _19"> </span>odpowiedniego <span class="_ _17"> </span>wizerunku </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">na tle konkurencji. </div></div><div class="c x6b y9e5 w5b h100"><div class="t m0 xb h2 y84a ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _a"></span>pozytywny, <span class="_ _a"></span>rzeczywisty. <span class="_ _a"></span><span class="ff2">Grupa <span class="_ _a"></span>UNIMOT <span class="_ _4"></span>buduje </span></div><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">swój <span class="_ _e"> </span>wpływ <span class="_ _e"> </span>w <span class="_ _e"> </span>zakresie <span class="_ _e"> </span>praktyk <span class="_ _e"> </span>biznesowych <span class="_ _e"> </span>i <span class="_ _e"> </span>ładu<span class="_ _1"></span> </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">korporacyjnego <span class="_ _d"> </span>poprzez <span class="_ _19"> </span>przyjęty <span class="_ _19"> </span>model <span class="_ _19"> </span>zarządzania. </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _1"></span>ten <span class="_ _6"></span>znajduje <span class="_ _1"></span>odzwiercie<span class="_ _1"></span>dlenie <span class="_ _1"></span>w <span class="_ _1"></span>przyjmowanych </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">politykach, <span class="_ _a"></span>które<span class="_ _1"></span> <span class="_ _a"></span>nadają <span class="_ _4"></span>ramy <span class="_ _4"></span>postępow<span class="_ _1"></span>ania <span class="_ _a"></span>zgodnie <span class="_ _4"></span>z </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">etycznymi <span class="_ _c"> </span>s<span class="_ _1"></span>tandardami, <span class="_ _c"> </span>także<span class="_ _1"></span> <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _9"> </span>zakresie <span class="_ _9"> </span>zarządzania </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">szeroko <span class="_ _a"></span>pojętym <span class="_ _6"></span>zrównoważonym <span class="_ _6"></span>ro<span class="_ _1"></span>zwojem <span class="_ _6"></span>i <span class="_ _a"></span>relacjami </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">z dostawcami. </div></div><div class="c x6c y9e5 w5c h100"><div class="t m0 xb h2 y84a ff2 fs0 fc1 sc0 ls0 ws0">Upstream  </div><div class="t m0 xb h2 y8f8 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 y9e6 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 y9e7 w59 h125"><div class="t m0 xb h2 y873 ff1 fs0 fc1 sc0 ls0 ws0">Ochrona sygnalistów<span class="ff2"> </span></div></div><div class="c x69 y9e7 w5a h125"><div class="t m0 xb h2 y58c ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y9e8 ff2 fs0 fc1 sc0 ls0 ws0">3,25 </div><div class="t m0 xb h2 y874 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y8ab ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2 </div></div><div class="c x6a y9e7 w41 h125"><div class="t m0 xb h2 y58c ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _38"> </span>ro<span class="_ _1"></span>zwoju <span class="_ _38"> </span>org<span class="_ _1"></span>anizacji <span class="_ _38"> </span>w<span class="_ _1"></span> </div><div class="t m0 xb h2 y9e8 ff2 fs0 fc1 sc0 ls0 ws0">zgodzie <span class="_ _28"> </span>z <span class="_ _20"> </span>prawem <span class="_ _20"> </span>i <span class="_ _20"> </span>normami </div><div class="t m0 xb h2 y9e9 ff1 fs0 fc1 sc0 ls0 ws0">etycznymi. Szansa <span class="_ _8"></span>w<span class="_ _1"></span>zrostu lojalności </div><div class="t m0 xb h2 y9ea ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _2e"> </span>i <span class="_ _2e"> </span>spadku <span class="_ _14"> </span>rotacji </div><div class="t m0 xb h2 y9eb ff2 fs0 fc1 sc0 ls0 ws0">zatrudnienia. </div></div><div class="c x6b y9e7 w5b h125"><div class="t m0 xb h2 y58c ff1 fs0 fc1 sc0 ls0 ws0">Wpływ pozytywny, <span class="_ _1"></span>rzeczywisty. <span class="_ _1"></span>Wpływ <span class="_ _1"></span>Grupy opiera się<span class="_ _1"></span> </div><div class="t m0 xb h2 y9e8 ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _c"> </span>fu<span class="_ _1"></span>nkcjonowaniu <span class="_ _9"> </span>odpowiednich <span class="_ _c"> </span>proce<span class="_ _1"></span>sów <span class="_ _c"> </span>s<span class="_ _1"></span>łużących </div><div class="t m0 xb h2 y9e9 ff1 fs0 fc1 sc0 ls0 ws0">ochronie <span class="_ _1d"> </span>sygnalistów, <span class="_ _1d"> </span>w <span class="_ _1d"> </span>t<span class="_ _1"></span>ym <span class="_ _1d"> </span>również <span class="_ _1d"> </span>p<span class="_ _1"></span>rawie <span class="_ _1d"> </span>do </div><div class="t m0 xb h2 y9ea ff1 fs0 fc1 sc0 ls0 ws0">odszkodowania  w<span class="_ _1"></span>  s<span class="_ _1"></span>ytuacji, <span class="_ _e"> </span>w  której <span class="_ _e"> </span>w <span class="_ _e"> </span>stosunku <span class="_ _e"> </span>do </div><div class="t m0 xb h2 y9eb ff1 fs0 fc1 sc0 ls0 ws0">sygnalisty dopuszczono się działań odwetowych<span class="ff2">  </span></div></div><div class="c x6c y9e7 w5c h125"><div class="t m0 xb h2 y9ec ff2 fs0 fc1 sc0 ls0 ws0">Upstream  </div><div class="t m0 xb h2 y86d ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 y9ed w59 h126"><div class="t m0 xb h2 y9ee ff1 fs0 fc1 sc0 ls0 ws0">Dobrostan zwierząt<span class="ff2"> </span></div></div><div class="c x69 y9ed w5a h126"><div class="t m0 xb h2 y904 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y9ef ff2 fs0 fc1 sc0 ls0 ws0">2,22 </div><div class="t m0 xb h2 y9bf ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 1,69 </div></div><div class="c x6a y9ed w41 h126"><div class="t m0 xb h2 y904 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _1c"> </span>poprawy <span class="_ _1c"> </span>w<span class="_ _1"></span>izerunku </div><div class="t m0 xb h2 y9ef ff2 fs0 fc1 sc0 ls0 ws0">organizacji <span class="_ _1b"> </span>oraz <span class="_ _1b"> </span>bu<span class="_ _1"></span>dowania </div><div class="t m0 xb h2 y9f0 ff2 fs0 fc1 sc0 ls0 ws0">partnerskich <span class="_ _b"> </span>relacji <span class="_ _c"> </span>z <span class="_ _b"> </span>organizacjami<span class="_ _1"></span> </div><div class="t m0 xb h2 y427 ff1 fs0 fc1 sc0 ls0 ws0">dbającymi o dobrostan zwierząt.<span class="ff2"> </span></div></div><div class="c x6b y9ed w5b h126"><div class="t m0 xb h2 y904 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _1"></span>pozytywny, <span class="_ _6"></span>r<span class="_ _1"></span>zeczywisty. <span class="_ _6"></span> <span class="_ _6"></span>W <span class="_ _6"></span>Grupie <span class="_ _6"></span>UNIMOT<span class="_ _1"></span> <span class="_ _1"></span>nie </div><div class="t m0 xb h2 y9ef ff1 fs0 fc1 sc0 ls0 ws0">funkcjonuje <span class="_ _f"> </span>odrębna <span class="_ _17"> </span>polityka <span class="_ _f"> </span>dotycząca <span class="_ _f"> </span>dobrostanu </div><div class="t m0 xb h2 y9f0 ff1 fs0 fc1 sc0 ls0 ws0">zwierząt. Nie wyznaczono również z<span class="_ _0"></span>obowiązań i celów w </div><div class="t m0 xb h2 y427 ff1 fs0 fc1 sc0 ls0 ws0">tym <span class="_ _22"> </span>obszarze, <span class="_ _2a"> </span>ani <span class="_ _22"> </span>zasobów <span class="_ _2a"> </span>odp<span class="_ _0"></span>owiedzialnych <span class="_ _22"> </span>za<span class="_ _1"></span> </div><div class="t m0 xb h2 y5ce ff1 fs0 fc1 sc0 ls0 ws0">realizację działań.   <span class="ff2"> </span></div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Niemniej, <span class="_ _17"> </span>Spółki <span class="_ _19"> </span>z <span class="_ _19"> </span>Gru<span class="_ _1"></span>py <span class="_ _19"> </span>angażują <span class="_ _17"> </span>się <span class="_ _19"> </span>w<span class="_ _1"></span> <span class="_ _19"> </span>proje<span class="_ _1"></span>kty </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">wsparcia <span class="_ _1d"> </span>dobrostanu <span class="_ _24"> </span>zwierząt <span class="_ _1d"> </span>z <span class="_ _1d"> </span>terenów<span class="_ _1"></span> <span class="_ _24"> </span>swo<span class="_ _1"></span>jego </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">działania <span class="_ _f"> </span>poprzez <span class="_ _10"> </span>darowizny, <span class="_ _10"> </span>akcje <span class="_ _10"> </span>charytatywne <span class="_ _10"> </span>i </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">inicjatywy <span class="_ _2e"> </span>na <span class="_ _14"> </span>rzec<span class="_ _1"></span>z <span class="_ _2e"> </span>wsparcia <span class="_ _14"> </span>bioróżnorodności </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">gatunkowej.  </div></div><div class="c x6c y9ed w5c h126"><div class="t m0 xb h2 y9f1 ff2 fs0 fc1 sc0 ls0 ws0">Upstream  </div><div class="t m0 xb h2 y560 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 y986 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 y683 w59 h80"><div class="t m0 xb h2 y915 ff1 fs0 fc1 sc0 ls0 ws0">Zaangażowanie polityczne<span class="ff2"> </span></div></div><div class="c x69 y683 w5a h80"><div class="t m0 xb h2 y9a5 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y792 ff2 fs0 fc1 sc0 ls0 ws0">2,94 </div><div class="t m0 xb h2 y9f2 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y169 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,31 </div></div><div class="c x6a y683 w41 h80"><div class="t m0 xb h2 y9a5 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _f"> </span><span class="ff1">wynikająca <span class="_ _f"> </span>z <span class="_ _f"> </span>wpływu <span class="_ _f"> </span>na </span></div><div class="t m0 xb h2 y792 ff1 fs0 fc1 sc0 ls0 ws0">kształtowanie <span class="_ _a"></span>otocze<span class="_ _1"></span>nia <span class="_ _a"></span>rynkowego. </div><div class="t m0 xb h2 y9a3 ff1 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _38"> </span>związana <span class="_ _1a"> </span>z <span class="_ _1a"> </span>wczesnym </div><div class="t m0 xb h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">dostępem <span class="_ _1e"> </span>do <span class="_ _1e"> </span>informacji <span class="_ _1e"> </span>oraz </div><div class="t m0 xb h2 y832 ff2 fs0 fc1 sc0 ls0 ws0">budowaniem <span class="_ _70"> </span>przewagi </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">konkurencyjnej. </div></div><div class="c x6b y683 w5b h80"><div class="t m0 xb h2 y9a5 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _34"> </span>pozytywny, <span class="_ _34"> </span>rzec<span class="_ _1"></span>zywisty. <span class="_ _39"> </span><span class="ff2">Grupa <span class="_ _34"> </span>UNIMOT </span></div><div class="t m0 xb h2 y792 ff1 fs0 fc1 sc0 ls0 ws0">bezpośrednio nie angażuje się w działalność lobbingową </div><div class="t m0 xb h2 y9a3 ff1 fs0 fc1 sc0 ls0 ws0">ani <span class="_ _10"> </span>polityczną, <span class="_ _24"> </span>nie <span class="_ _24"> </span>finansuje <span class="_ _10"> </span>równie<span class="_ _1"></span>ż <span class="_ _10"> </span>wydarzeń <span class="_ _10"> </span>o<span class="_ _1"></span> </div><div class="t m0 xb h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">politycznym <span class="_ _e"> </span>c<span class="_ _1"></span>harakterze. <span class="_ _e"> </span>Ni<span class="_ _1"></span>kt <span class="_ _d"> </span>z <span class="_ _d"> </span>organów <span class="_ _e"> </span>Spółki<span class="_ _1"></span> <span class="_ _e"> </span>nie </div><div class="t m0 xb h2 y832 ff1 fs0 fc1 sc0 ls0 ws0">zajmował <span class="_ _5"> </span>porównywalnego <span class="_ _b"> </span>stanowiska <span class="_ _5"> </span>w <span class="_ _b"> </span>administracji </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">publicznej, <span class="_ _b"> </span>w <span class="_ _c"> </span>tym <span class="_ _b"> </span>w <span class="_ _c"> </span>organach <span class="_ _c"> </span>regulacy<span class="ff1">jnych <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>c<span class="_ _1"></span>iągu </span></div></div><div class="c x6c y683 w5c h80"><div class="t m0 xb h2 y791 ff2 fs0 fc1 sc0 ls0 ws0">Upstream </div><div class="t m0 xb h2 y9f3 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 y9f4 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf57" class="pf w1d h3f" ><div class="pc pc57 w1d h3f"><img class="bi x21 y9f5 w58 h127" alt="" src="data:image/png;base64,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class="c x0 y0 w1f h3f"><div class="t m0 x21 h3 y840 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x21 h3 y841 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y812 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x21 h3 y813 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x23 y842 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">87<span class="ls0"> </span></div></div><div class="c x0 y0 w1f h3f"><div class="t m2 x21 h1d y9f6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-16<span class="ff1">. Istotne wpływy związane ze zrównoważonym rozwojem Grupy UN<span class="_ _0"></span>IMOT.<span class="_ _1"></span><span class="ff2"> </span></span></div></div><div class="c x6b y9f7 w5b h128"><div class="t m0 xb h2 y836 ff1 fs0 fc1 sc0 ls0 ws0">dwóch <span class="_ _b"> </span>lat <span class="_ _b"> </span>poprzedzających <span class="_ _b"> </span>takie <span class="_ _b"> </span>powołanie <span class="_ _b"> </span>w <span class="_ _c"> </span>okresie </div><div class="t m0 xb h2 y86a ff2 fs0 fc1 sc0 ls0 ws0">sprawozdawczym. </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Swój <span class="_ _e"> </span>wpływ <span class="_ _e"> </span>w <span class="_ _e"> </span>zakresie<span class="_ _1"></span> <span class="_ _e"> </span>zaangażowania <span class="_ _e"> </span>politycznego </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _0"></span>UNIMOT <span class="_ _0"></span><span class="ff1">wywiera poprzez <span class="_ _8"></span>c<span class="_ _1"></span>złonkostwo w <span class="_ _8"></span>licznych </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">stowarzyszeniach i organizacjach branżowych. <span class="ff2"> </span></div></div><div class="c x21 y88b w59 h129"><div class="t m0 xb h2 y9f8 ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie stosunkami z </div><div class="t m0 xb h2 y9f9 ff2 fs0 fc1 sc0 ls0 ws0">dostawcami, w tym </div><div class="t m0 xb h2 y9fa ff1 fs0 fc1 sc0 ls0 ws0">praktyki płatnicze<span class="ff2"> </span></div></div><div class="c x69 y88b w5a h129"><div class="t m0 xb h2 y84a ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y789 ff2 fs0 fc1 sc0 ls0 ws0">2,86 </div><div class="t m0 xb h2 y9fb ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 y90a ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,69 </div></div><div class="c x6a y88b w41 h129"><div class="t m0 xb h2 y84a ff2 fs0 fc1 sc0 ls0 ws0">Szansa<span class="ls31">  </span>na <span class="_ _1f"> </span>zawieranie <span class="_ _22"> </span>nowych </div><div class="t m0 xb h2 y789 ff1 fs0 fc1 sc0 ls0 ws0">kontraktów, <span class="_ _10"> </span>pozyskiwanie <span class="_ _10"> </span>nowych </div><div class="t m0 xb h2 y845 ff1 fs0 fc1 sc0 ls0 ws0">kontrahentów, <span class="_ _1f"> </span>s<span class="_ _1"></span>zansa <span class="_ _1f"> </span>na <span class="_ _1f"> </span>le<span class="_ _1"></span>psze </div><div class="t m0 xb h2 y9fc ff1 fs0 fc1 sc0 ls0 ws0">warunki <span class="_ _21"> </span>kontraktów,<span class="_ _1"></span> <span class="_ _21"> </span>popra<span class="_ _1"></span>wa <span class="_ _21"> </span>i </div><div class="t m0 xb h2 y782 ff2 fs0 fc1 sc0 ls0 ws0">utrzymanie <span class="_ _42"> </span>dobrego <span class="_ _29"> </span>wizerunku </div><div class="t m0 xb h2 y584 ff2 fs0 fc1 sc0 ls0 ws0">organizacji, <span class="_ _2c"> </span>umocnienie <span class="_ _42"> </span>pozycji </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">rynkowej. </div></div><div class="c x6b y88b w5b h129"><div class="t m0 xb h2 y84a ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _9"> </span>pozytywny, <span class="_ _9"> </span>rzeczywist<span class="_ _1"></span>y. <span class="_ _9"> </span>Grupa  UN<span class="_ _0"></span>IMOT,  <span class="ff2">jako </span></div><div class="t m0 xb h2 y789 ff1 fs0 fc1 sc0 ls0 ws0">podmiot, <span class="_ _21"> </span>który <span class="_ _33"> </span>swo<span class="_ _1"></span>ją <span class="_ _21"> </span>działalność <span class="_ _33"> </span>opiera <span class="_ _33"> </span>przede </div><div class="t m0 xb h2 y845 ff1 fs0 fc1 sc0 ls0 ws0">wszystkim <span class="_ _22"> </span>na <span class="_ _2a"> </span>handlu, <span class="_ _22"> </span>przykłada <span class="_ _22"> </span>duż<span class="_ _1"></span>ą <span class="_ _22"> </span>wagę <span class="_ _2a"> </span>do </div><div class="t m0 xb h2 y9fc ff1 fs0 fc1 sc0 ls0 ws0">odpowiedzialnego <span class="_ _3d"> </span>zarządzania <span class="_ _3d"> </span>stosunkami <span class="_ _3d"> </span>z<span class="_ _1"></span> </div><div class="t m0 xb h2 y782 ff1 fs0 fc1 sc0 ls0 ws0">dostawcami. <span class="_ _d"> </span>W <span class="_ _d"> </span>ramach <span class="_ _d"> </span>sw<span class="_ _1"></span>ojego <span class="_ _e"> </span>w<span class="_ _1"></span>pływu <span class="_ _d"> </span>z<span class="ff2">godnie <span class="_ _d"> </span>z </span></div><div class="t m0 xb h2 y584 ff1 fs0 fc1 sc0 ls0 ws0">Ustawą <span class="_ _6"></span>o <span class="_ _a"></span>przeciwdziałaniu <span class="_ _a"></span>nadmiernym <span class="_ _6"></span>opóźnieniom <span class="_ _a"></span>w </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">transakcjach <span class="_ _9"> </span>handlowych,  przywiązuje <span class="_ _9"> </span>dużą<span class="_ _1"></span> <span class="_ _9"> </span>wagę  do </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">terminowego regulowania płatności.<span class="ff2"> </span></div></div><div class="c x6c y88b w5c h129"><div class="t m0 xb h2 y9fd ff2 fs0 fc1 sc0 ls0 ws0">Upstream  </div><div class="t m0 xb h2 y9fe ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 y9ff ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 ya00 w59 h12a"><div class="t m0 xb h2 ya01 ff2 fs0 fc1 sc0 ls0 ws0">Zapobieganie oraz </div><div class="t m0 xb h2 ya02 ff2 fs0 fc1 sc0 ls0 ws0">wykrywanie korupcji i </div><div class="t m0 xb h2 ya03 ff2 fs0 fc1 sc0 ls0 ws0">przekupstwa, w tym </div><div class="t m0 xb h2 ya04 ff2 fs0 fc1 sc0 ls0 ws0">szkolenia </div></div><div class="c x69 ya00 w5a h12a"><div class="t m0 xb h2 y952 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y497 ff2 fs0 fc1 sc0 ls0 ws0">2,77 </div><div class="t m0 xb h2 y951 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 ya05 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,26 </div></div><div class="c x6a ya00 w41 h12a"><div class="t m0 xb h2 y952 ff2 fs0 fc1 sc0 ls0 ws0">Szansa<span class="ls31">  </span>na <span class="_ _1f"> </span>zawieranie <span class="_ _22"> </span>nowych </div><div class="t m0 xb h2 y468 ff1 fs0 fc1 sc0 ls0 ws0">kontraktów, <span class="_ _10"> </span>pozyskiwanie <span class="_ _10"> </span>nowych </div><div class="t m0 xb h2 y953 ff1 fs0 fc1 sc0 ls0 ws0">kontrahentów, pop<span class="_ _0"></span>rawa <span class="_ _8"></span>i utrzymanie </div><div class="t m0 xb h2 y810 ff2 fs0 fc1 sc0 ls0 ws0">dobrego <span class="_ _1e"> </span>wizerunku <span class="_ _2c"> </span>organizacji. </div><div class="t m0 xb h2 y903 ff1 fs0 fc1 sc0 ls0 ws0">Zwiększenie <span class="_ _34"> </span>konkurencyjności <span class="_ _23"> </span>w<span class="_ _1"></span> </div><div class="t m0 xb h2 y924 ff1 fs0 fc1 sc0 ls0 ws0">przetargach <span class="_ _37"> </span>i <span class="_ _37"> </span>postępowaniach </div><div class="t m0 xb h2 y925 ff2 fs0 fc1 sc0 ls0 ws0">publicznych. </div></div><div class="c x6b ya00 w5b h12a"><div class="t m0 xb h2 y952 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _17"> </span>pozytywny, <span class="_ _17"> </span>rzeczywis<span class="_ _1"></span>ty. <span class="_ _17"> </span>W <span class="_ _17"> </span>Grupie <span class="_ _f"> </span>UNIMOT </div><div class="t m0 xb h2 y468 ff1 fs0 fc1 sc0 ls0 ws0">przyjęto <span class="_ _a"></span>do <span class="_ _a"></span>s<span class="_ _1"></span>tosowania <span class="_ _a"></span>Pro<span class="_ _1"></span>gram <span class="_ _a"></span>Antykorupcyjny, <span class="_ _4"></span>który </div><div class="t m0 xb h2 y953 ff1 fs0 fc1 sc0 ls0 ws0">określa <span class="_ _19"> </span>obowiązujące <span class="_ _19"> </span>w <span class="_ _17"> </span>Grupie <span class="_ _d"> </span>zasa<span class="_ _1"></span>dy <span class="_ _19"> </span>w <span class="_ _19"> </span>obszarze </div><div class="t m0 xb h2 y810 ff1 fs0 fc1 sc0 ls0 ws0">działań <span class="_ _f"> </span>antykorupcyjnych, <span class="_ _f"> </span>obowiązki <span class="_ _f"> </span>pracowników <span class="_ _f"> </span>i </div><div class="t m0 xb h2 y903 ff1 fs0 fc1 sc0 ls0 ws0">menedżerów <span class="_ _23"> </span>w <span class="_ _34"> </span>ww. <span class="_ _23"> </span>obszarze <span class="_ _34"> </span>oraz <span class="_ _23"> </span>s<span class="_ _1"></span>tosowane </div><div class="t m0 xb h2 y924 ff1 fs0 fc1 sc0 ls0 ws0">rozwiązania  prewenc<span class="_ _1"></span>yjne  w <span class="_ _e"> </span>zakresie  przeciwdziałania </div><div class="t m0 xb h2 y925 ff2 fs0 fc1 sc0 ls0 ws0">zachowaniom <span class="_ _8"></span>korupcyjnym. <span class="_ _8"></span> Za <span class="_ _7"></span>przek<span class="_ _1"></span>azywanie <span class="_ _7"></span>w<span class="_ _1"></span>iedzy <span class="_ _8"></span>w </div><div class="t m0 xb h2 y4c7 ff1 fs0 fc1 sc0 ls0 ws0">tym <span class="_ _7"></span>zakresie <span class="_ _8"></span>odpowiedzialny <span class="_ _7"></span>jest <span class="_ _8"></span>bezpośredni <span class="_ _7"></span>przełożony </div><div class="t m0 xb h2 y77c ff1 fs0 fc1 sc0 ls0 ws0">oraz prowadzący proces zatrudnienia pracownik zespołu </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">zarządzania <span class="_ _2e"> </span>zasobami <span class="_ _14"> </span>ludzkimi. <span class="_ _2e"> </span>Od <span class="_ _14"> </span>wszystkich </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">nowozatrudniony<span class="ff1">ch <span class="_ _38"> </span>pracowników <span class="_ _1a"> </span>wymagane <span class="_ _38"> </span>jes<span class="_ _1"></span>t </span></div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">zapoznanie <span class="_ _5"> </span>się <span class="_ _b"> </span>z <span class="_ _5"> </span>Programem <span class="_ _b"> </span>i <span class="_ _b"> </span>podpisanie <span class="_ _5"> </span>stosow<span class="_ _1"></span>nego </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">oświadczenia potwierdzającego ten fakt.  <span class="ff2"> </span></div></div><div class="c x6c ya00 w5c h12a"><div class="t m0 xb h2 y952 ff2 fs0 fc1 sc0 ls0 ws0">Upstream </div><div class="t m0 xb h2 y380 ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 ya06 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 y226 w59 h72"><div class="t m0 xb h2 ya07 ff2 fs0 fc1 sc0 ls0 ws0">Incydenty </div></div><div class="c x69 y226 w5a h72"><div class="t m0 xb h2 y4c3 ff1 fs0 fc1 sc0 ls0 ws0">Istotność wpływu: </div><div class="t m0 xb h2 y8ca ff2 fs0 fc1 sc0 ls0 ws0">2,75 </div><div class="t m0 xb h2 ya08 ff1 fs0 fc1 sc0 ls0 ws0">Istotność </div><div class="t m0 xb h2 ya09 ff2 fs0 fc1 sc0 ls0 ws0">finansowa: 2,28 </div></div><div class="c x6a y226 w41 h72"><div class="t m0 xb h2 y4c3 ff2 fs0 fc1 sc0 ls0 ws0">Szansa <span class="_ _e"> </span><span class="ff1">wynikająca <span class="_ _e"> </span>z<span class="_ _1"></span> <span class="_ _e"> </span>eliminowania </span></div><div class="t m0 xb h2 y5ec ff1 fs0 fc1 sc0 ls0 ws0">działań <span class="_ _1"></span>niezgodnych <span class="_ _6"></span>z <span class="_ _1"></span>prawem <span class="_ _6"></span>bądź </div><div class="t m0 xb h2 y866 ff1 fs0 fc1 sc0 ls0 ws0">regulacjami <span class="_ _22"> </span>wewnętrznymi <span class="_ _22"> </span>Grupy<span class="_ _1"></span> </div><div class="t m0 xb h2 y867 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT, <span class="_ _2c"> </span>utrzymanie <span class="_ _2c"> </span>reputacji, </div><div class="t m0 xb h2 y868 ff1 fs0 fc1 sc0 ls0 ws0">działanie <span class="_ _1f"> </span>w <span class="_ _1f"> </span>zgodzie <span class="_ _1f"> </span>z <span class="_ _1f"> </span>pr<span class="_ _1"></span>awem, </div><div class="t m0 xb h2 y790 ff2 fs0 fc1 sc0 ls0 ws0">wzrost <span class="_ _23"> </span>kultury <span class="_ _20"> </span>organizacyjnej <span class="_ _23"> </span>i </div><div class="t m0 xb h2 y791 ff1 fs0 fc1 sc0 ls0 ws0">zaangażowania pracowników.<span class="ff2"> </span></div></div><div class="c x6b y226 w5b h72"><div class="t m0 xb h2 y4c3 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _2c"> </span>pozytywny, <span class="_ _2c"> </span>rzeczywisty. <span class="_ _2c"> </span>W <span class="_ _2c"> </span>przypadku </div><div class="t m0 xb h2 y5ec ff1 fs0 fc1 sc0 ls0 ws0">wystąpienia <span class="_ _8"></span>podejrzenia <span class="_ _8"></span>narusze<span class="_ _1"></span>nia <span class="_ _8"></span>przepisów <span class="_ _8"></span>prawa <span class="_ _0"></span>lub </div><div class="t m0 xb h2 y866 ff2 fs0 fc1 sc0 ls0 ws0">zasad <span class="_ _4"></span>zawartych <span class="_ _5"> </span>w <span class="_ _5"> </span>Programie <span class="_ _5"> </span>Antykorupcyjnym <span class="_ _4"></span>Grupy<span class="_ _1"></span> </div><div class="t m0 xb h2 y867 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT, <span class="_ _b"> </span>każda <span class="_ _c"> </span>osoba <span class="_ _b"> </span>może <span class="_ _c"> </span>skorzystać <span class="_ _b"> </span>z <span class="_ _c"> </span>dostępnych </div><div class="t m0 xb h2 y868 ff1 fs0 fc1 sc0 ls0 ws0">narzędzi <span class="_ _24"> </span>w <span class="_ _24"> </span>celu <span class="_ _1d"> </span>zgłoszenia <span class="_ _24"> </span>naruszenia <span class="_ _24"> </span>zgodnie<span class="_ _1"></span> <span class="_ _24"> </span>z </div><div class="t m0 xb h2 y790 ff1 fs0 fc1 sc0 ls0 ws0">Procedurą <span class="_ _17"> </span>dokonywania <span class="_ _19"> </span>zgłos<span class="_ _1"></span>zeń <span class="_ _17"> </span>naruszeń <span class="_ _19"> </span>prawa <span class="_ _17"> </span>i </div><div class="t m0 xb h2 y791 ff1 fs0 fc1 sc0 ls0 ws0">podejmowania <span class="_ _e"> </span>działań  nastę<span class="_ _1"></span>pczych  w<span class="_ _1"></span> <span class="_ _e"> </span>UNIMOT <span class="_ _e"> </span>S.A.<span class="ff2 ls10">. </span></div><div class="t m0 xb h2 y792 ff1 fs0 fc1 sc0 ls0 ws0">Wszystkie zgłos<span class="_ _1"></span>zenia, w <span class="_ _1"></span>tym anonimo<span class="_ _1"></span>we przyjmowane i<span class="_ _1"></span> </div><div class="t m0 xb h2 ya0a ff1 fs0 fc1 sc0 ls0 ws0">badane <span class="_ _c"> </span>s<span class="_ _1"></span>ą <span class="_ _c"> </span>przez <span class="_ _9"> </span>Biuro <span class="_ _9"> </span>Prawne <span class="_ _9"> </span>Spółki, <span class="_ _9"> </span>a <span class="_ _c"> </span>sygnalistom </div><div class="t m0 xb h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">przysługuje <span class="_ _19"> </span>przewidzia<span class="_ _0"></span>na <span class="_ _19"> </span>w <span class="_ _19"> </span>Procedurze <span class="_ _19"> </span>ochrona. <span class="_ _19"> </span>W </div><div class="t m0 xb h2 y551 ff2 fs0 fc1 sc0 ls0 ws0">stosownych <span class="_ _b"> </span>przypadka<span class="ff1">ch <span class="_ _c"> </span>prowadzone <span class="_ _b"> </span>s<span class="_ _1"></span>ą <span class="_ _b"> </span>przewidziane </span></div><div class="t m0 xb h2 y552 ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznymi regulacjami działania na<span class="_ _0"></span>stępcze. <span class="ff2"> </span></div></div><div class="c x6c y226 w5c h72"><div class="t m0 xb h2 y4c3 ff2 fs0 fc1 sc0 ls0 ws0">Upstream </div><div class="t m0 xb h2 y96c ff1 fs0 fc1 sc0 ls0 ws0">Operacje własne<span class="ff2"> </span></div><div class="t m0 xb h2 ya0b ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 y61d w59 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x69 y61d w5a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y61d w41 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y61d w60 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x6f y61d w61 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x6c y61d w5c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf58" class="pf w0 h0" ><div class="pc pc58 w0 h0"><img class="bi x9 ya0c w9 h57" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5sAAAAYCAIAAAD7xX6sAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAmElEQVR42u3WsQ1AABRFUd8iepto7aMRM5nHFCKaZwz5yTkj3OpWkvt55/UYAACgm+vcK4kQAAD0NUoAAICjBQAARwsAAI4WAABHCwAAjhYAABwtAAA4WgAAHC0AADhaAABwtAAA4GgBAHC0AADgaAEAwNECAICjBQDA0QIAgKMFAABHCwCAowUAAEcLAAA/qWnZVAAAoK8Px4sNDQh7w5kAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">88<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Analiza <span class="_ _1"></span>podwójnej <span class="_ _6"></span>istotno<span class="_ _1"></span>ści <span class="_ _1"></span>wskazuje, <span class="_ _6"></span>że <span class="_ _6"></span>istotne <span class="_ _a"></span>kwestie <span class="_ _6"></span>zrównoważonego <span class="_ _6"></span>rozwoju<span class="ff2"> <span class="_ _6"></span></span>koncentrują <span class="_ _6"></span>się <span class="_ _6"></span>na <span class="_ _6"></span><span class="ff2">w<span class="_ _1"></span>szystkich </span></div><div class="t m0 x1 h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">szczeblach <span class="_ _a"></span><span class="ff1">łańcuc<span class="_ _1"></span>ha <span class="_ _a"></span>wartości</span><span class="ls10">. <span class="_ _4"></span></span><span class="ff1">Grupa <span class="_ _4"></span>nie <span class="_ _a"></span>b<span class="_ _1"></span>adała</span> <span class="_ _a"></span>do <span class="_ _4"></span>tej <span class="_ _4"></span>pory <span class="_ _a"></span><span class="ff1">odpornoś<span class="_ _1"></span>ci <span class="_ _a"></span>swojej <span class="_ _a"></span>s<span class="_ _1"></span>trategii <span class="_ _a"></span>i <span class="_ _a"></span>modelu <span class="_ _4"></span>biznesowego <span class="_ _4"></span>w </span></div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _6"></span>zdolnośc<span class="_ _1"></span>i <span class="_ _6"></span>do <span class="_ _a"></span>przeciwdziałania <span class="_ _6"></span>istotnym <span class="_ _a"></span>w<span class="_ _1"></span>pływom <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _6"></span>ryzyku <span class="_ _a"></span>oraz <span class="_ _a"></span>do <span class="_ _6"></span>wykorzystania <span class="_ _a"></span>istotnych <span class="_ _a"></span>możliwości. <span class="_ _6"></span>W </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">ocenie <span class="_ _5"> </span>Grupy <span class="_ _4"></span>wszystkie <span class="_ _5"> </span>istotne <span class="_ _5"> </span>oddziaływania, <span class="_ _5"> </span>ryzyka <span class="_ _5"> </span>i <span class="_ _5"> </span>możliwośc<span class="_ _1"></span>i <span class="_ _4"></span>są <span class="_ _5"> </span>objęte <span class="_ _5"> </span>wymogami <span class="_ _5"> </span>dotyczącymi <span class="_ _b"> </span><span class="ff2">ujawniania </span></div><div class="t m0 x1 h2 y1a3 ff2 fs0 fc1 sc0 ls0 ws0">informacji zgodnie z ESRS.  </div><div class="t m0 xc hf ya0d ff2 fs1 fc7 sc0 ls0 ws0">1.6.4.<span class="ff5"> <span class="_ _d"> </span><span class="ff1">Zarządzanie ryzykami zrówn<span class="_ _0"></span>oważonego rozwoju<span class="_ _8"></span><span class="ff2"> </span></span></span></div></div><div class="c x1 ya0e w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls6 ws0">GOV<span class="ls0">-5<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ya0f ff1 fs0 fc1 sc0 ls0 ws0">System <span class="_ _d"> </span>zarządzania <span class="_ _e"> </span>ryzykiem <span class="_ _d"> </span>i <span class="_ _d"> </span>kontroli <span class="_ _e"> </span>w<span class="_ _1"></span>ewnętrznej <span class="_ _d"> </span>w <span class="_ _e"> </span>s<span class="_ _1"></span>tosunku <span class="_ _e"> </span>do <span class="_ _d"> </span>kwestii <span class="_ _d"> </span>zrównoważonego <span class="_ _d"> </span>rozwoju <span class="_ _e"> </span>je<span class="_ _1"></span>st </div><div class="t m0 x1 h2 ya10 ff1 fs0 fc1 sc0 ls0 ws0">analogiczny, <span class="_ _7"></span>jak <span class="_ _8"></span>w <span class="_ _8"></span>przypadku <span class="_ _8"></span>pozos<span class="_ _1"></span>tałych <span class="_ _7"></span>kwestii <span class="_ _8"></span>w <span class="_ _8"></span>działalności <span class="_ _8"></span>Grupy <span class="_ _8"></span>Kapitałowej <span class="_ _8"></span>UNIMOT.<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span>Kluczowe <span class="_ _8"></span>elementy <span class="_ _8"></span>tego </span></div><div class="t m0 x1 h2 ya11 ff1 fs0 fc1 sc0 ls0 ws0">systemu zostały zaprezentowane poniżej.<span class="ff2"> </span></div><div class="t m0 x1 h2 ya12 ff1 fs0 fc0 sc0 ls0 ws0">System kontroli wewnętrznej<span class="ff2"> </span></div><div class="t m0 x1 h2 ya13 ff1 fs0 fc1 sc0 ls0 ws0">Utrzymywane <span class="_ _8"></span>są <span class="_ _0"></span>systemy: <span class="_ _8"></span>kontro<span class="_ _1"></span>li <span class="_ _8"></span>wewnętrznej, zarz<span class="_ _0"></span>ądzania <span class="_ _8"></span>ryzykiem oraz <span class="_ _7"></span>na<span class="_ _1"></span>dzoru <span class="_ _8"></span>zgodnoś<span class="_ _1"></span>ci <span class="_ _8"></span>działalności <span class="_ _8"></span>z p<span class="_ _0"></span>rawem </div><div class="t m0 x1 h2 y3b3 ff1 fs0 fc1 sc0 ls0 ws0">(compliance),  oraz  funkcja  audytu <span class="_ _9"> </span>wewnę<span class="_ _1"></span>trznego.  Systemy <span class="_ _9"> </span>te  obejmują  zasięgiem  wszystkie  istotne  obszary </div><div class="t m0 x1 h2 ya14 ff1 fs0 fc1 sc0 ls0 ws0">działalności <span class="_ _7"></span>oraz <span class="_ _7"></span>które <span class="_ _8"></span>zasilają <span class="_ _7"></span>proc<span class="_ _1"></span>esy<span class="ff2"> <span class="_ _8"></span><span class="ff1">decyzyjne <span class="_ _7"></span>w <span class="_ _8"></span>spółce <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>zakresie <span class="_ _7"></span>zarządzania <span class="_ _7"></span>i <span class="_ _8"></span>nadzoru <span class="_ _8"></span>prowadzonej <span class="_ _7"></span>działalności. </span></span></div><div class="t m0 x1 h2 y4aa ff1 fs0 fc1 sc0 ls0 ws0">Osoby <span class="_ _1"></span>odpowiedzialne <span class="_ _6"></span>za <span class="_ _6"></span>te <span class="_ _6"></span>systemy <span class="_ _6"></span>mają <span class="_ _1"></span>o<span class="_ _1"></span>dpowiednie <span class="_ _6"></span>umocowanie <span class="_ _6"></span>w <span class="_ _6"></span>strukturach <span class="_ _6"></span>grupy <span class="_ _1"></span>kapitałowe<span class="_ _1"></span>j <span class="_ _1"></span>oraz <span class="_ _6"></span>dostęp </div><div class="t m0 x1 h2 ya15 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _5"> </span>niezbędnych <span class="_ _5"> </span>zasobów, <span class="_ _b"> </span>mają <span class="_ _5"> </span>też <span class="_ _b"> </span>nieograniczony <span class="_ _5"> </span>dostęp <span class="_ _b"> </span>do <span class="_ _5"> </span>członków <span class="_ _b"> </span>org<span class="_ _1"></span>anów <span class="_ _5"> </span>spółki. <span class="_ _b"> </span>Komunikacja <span class="_ _5"> </span>pomiędzy </div><div class="t m0 x1 h2 ya16 ff1 fs0 fc1 sc0 ls0 ws0">kierownictwem  a  członkami  Zarządu  jest  realizowana  na  bieżąco  i  podczas  cy<span class="_ _1"></span>klicznych  spotkań.  Środowisko </div><div class="t m0 x1 h2 ya17 ff1 fs0 fc1 sc0 ls0 ws0">wewnętrzne <span class="_ _1"></span>systemu <span class="_ _1"></span>jest <span class="_ _1"></span>określone <span class="_ _1"></span>przez <span class="_ _1"></span>przyjęte <span class="_ _1"></span>standardy <span class="_ _1"></span>organizacyjne <span class="_ _1"></span>w <span class="_ _1"></span>formie:<span class="_ _1"></span> <span class="_ _1"></span>strategii, <span class="_ _1"></span>kodeksów, <span class="_ _1"></span>polityk <span class="_ _1"></span>i </div><div class="t m0 x1 h2 ya18 ff2 fs0 fc1 sc0 ls0 ws0">procedur. </div><div class="t m0 x1 h2 ya19 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya1a ff1 fs0 fc1 sc0 ls0 ws0">Elementami systemu kontroli wewnętrznej są:<span class="ff2"> </span></div><div class="t m0 xa h11 ya1b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Środowisko wewnętrzne systemu,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ya1c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Cele i System zarządzanie ryzykiem,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ye5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Mechanizmy systemu kontroli, </span></span></div><div class="t m0 xa h11 ya1d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Informacja i komunikacja, </span></span></div><div class="t m0 xa h11 ya1e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Monitorowanie i ocena. </span></span></div><div class="t m0 x1 h2 ya1f ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya20 ff1 fs0 fc1 sc0 ls0 ws0">System kontroli wewnętrznej Grupy UNIMOT opiera się o tzw. Model trzech linii ob<span class="_ _0"></span>rony, który obejmuje:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 ya21 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">kontrolę <span class="_ _c"> </span>funkcjonalną <span class="_ _b"> </span>(w <span class="_ _c"> </span>ramach <span class="_ _c"> </span>I <span class="_ _c"> </span>linii <span class="_ _b"> </span>obrony), <span class="_ _c"> </span>realizowaną <span class="_ _c"> </span>przez <span class="_ _c"> </span>kierownictwo <span class="_ _c"> </span>niższego <span class="_ _b"> </span>i <span class="_ _c"> </span>średniego </span></span></div><div class="t m0 xc h2 ya22 ff1 fs0 fc1 sc0 ls0 ws0">szczebla oraz pozostałych pracowników Grupy;<span class="ff2"> </span></div><div class="t m0 xa h11 ya23 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">kontrolę <span class="_ _9"> </span>niezależną <span class="_ _c"> </span>(w  ra<span class="_ _8"></span>mach  II <span class="_ _c"> </span>linii <span class="_ _c"> </span>o<span class="_ _1"></span>brony), <span class="_ _c"> </span>s<span class="_ _1"></span>prawowaną <span class="_ _c"> </span>w <span class="_ _9"> </span>ramach <span class="_ _c"> </span>funkc<span class="_ _1"></span>ji <span class="_ _c"> </span>zarządzania <span class="_ _9"> </span>ryzykiem, </span></span></div><div class="t m0 xc h2 y312 ff1 fs0 fc1 sc0 ls0 ws0">zapewnienia zgodności działalności z prawem oraz za<span class="_ _0"></span>pewnienia bezpieczeństwa;<span class="ff2"> </span></div><div class="t m0 xa h11 ya24 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">kontrolę <span class="_ _5"> </span>instytucjonalną <span class="_ _5"> </span>(w <span class="_ _b"> </span>ramach <span class="_ _4"> </span>III <span class="_ _b"> </span>linii <span class="_ _4"> </span>o<span class="_ _1"></span>brony) <span class="_ _5"> </span>sprawow<span class="_ _1"></span>aną <span class="_ _4"> </span>przez <span class="_ _b"> </span>audyt <span class="_ _5"> </span>wewnę<span class="_ _1"></span>trzny. <span class="_ _4"></span>Wyniki <span class="_ _5"> </span>prac </span></span></div><div class="t m0 xc h2 ya25 ff1 fs0 fc1 sc0 ls0 ws0">niezależnego <span class="_ _7"></span>audytora <span class="_ _7"></span>w<span class="_ _1"></span>ewnętrznego <span class="_ _7"></span>są <span class="_ _8"></span>raportowane <span class="_ _8"></span>bezpośrednio <span class="_ _7"></span>do <span class="_ _8"></span>Rady <span class="_ _7"></span>N<span class="_ _1"></span>adzorczej<span class="ff2">, <span class="_ _8"></span>w <span class="_ _8"></span>tym <span class="_ _7"></span>do<span class="_ _1"></span> <span class="_ _7"></span>Komitetu </span></div><div class="t m0 xc h2 ya26 ff2 fs0 fc1 sc0 ls0 ws0">Audytu. </div><div class="t m0 x1 h2 ya27 ff1 fs0 fc0 sc0 ls0 ws0">Zarządzanie ryzykiem z uwzględnieniem ryzyk zakwalifik<span class="_ _0"></span>owanych do zrównoważonego rozwoju<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ya28 ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie ryzykiem, w tym również ryzykiem związanym ze zrównoważonym rozwojem,<span class="_ _1"></span><span class="ff2"> w Grupie UNIMOT oparte </span></div><div class="t m0 x1 h2 ya29 ff1 fs0 fc1 sc0 ls0 ws0">jest <span class="_ _7"></span>o <span class="_ _8"></span>proces,<span class="_ _1"></span> <span class="_ _7"></span>który <span class="_ _7"></span>zapewnia <span class="_ _8"></span>całoś<span class="_ _1"></span>ciowe <span class="_ _7"></span>i <span class="_ _8"></span>spójne <span class="_ _7"></span>na <span class="_ _8"></span>poziomie <span class="_ _8"></span>całej <span class="_ _7"></span>Grupy<span class="_ _1"></span> <span class="_ _7"></span>zasady <span class="_ _8"></span>identyfikacji, <span class="_ _8"></span>pomiaru <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _7"></span>mitygowania </div><div class="t m0 x1 h2 y337 ff2 fs0 fc1 sc0 ls0 ws0">ryzyk<span class="ff1">, <span class="_ _1"></span>a <span class="_ _1"></span>ta<span class="_ _1"></span>kże <span class="_ _1"></span>identyfikowania <span class="_ _6"></span>szans</span><span class="ls2">. <span class="_ _6"></span></span><span class="ff1">Proces <span class="_ _6"></span>zarządzania <span class="_ _1"></span>ryzykiem <span class="_ _1"></span>w <span class="_ _6"></span>Grupie <span class="_ _6"></span>UNIMOT <span class="_ _1"></span>re<span class="_ _1"></span>alizowany <span class="_ _1"></span>jest <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>oparciu <span class="_ _1"></span>o<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 ya2a ff1 fs0 fc1 sc0 ls0 ws0">przyjęt<span class="ff2">y <span class="_ _1"></span></span>23 <span class="_ _6"></span>października <span class="_ _1"></span>2024 <span class="_ _6"></span>roku <span class="_ _1"></span>Stan<span class="_ _1"></span>dard <span class="_ _1"></span>Organizacyjny <span class="_ _1"></span>GK <span class="_ _6"></span>UNIMOT <span class="_ _1"></span>numer <span class="_ _6"></span>15 <span class="_ _1"></span>/2024.<span class="_ _1"></span> <span class="_ _1"></span>Treść <span class="_ _6"></span>standardu <span class="_ _1"></span>została </div><div class="t m0 x1 h2 ya2b ff1 fs0 fc1 sc0 ls0 ws0">zawarta <span class="_ _a"></span>w <span class="_ _5"> </span>załączniku <span class="_ _4"></span>nr <span class="_ _5"> </span>1, <span class="_ _4"></span> <span class="_ _5"> </span>gdzie <span class="_ _4"></span>określono <span class="_ _5"> </span>podstawowe <span class="_ _4"></span>definicje, <span class="_ _4"> </span>zobowiązano <span class="_ _4"> </span>Spółki <span class="_ _4"> </span>do <span class="_ _5"> </span>wdrożenia <span class="_ _4"></span>przepisów </div><div class="t m0 x1 h2 y6b9 ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznych <span class="_ _5"> </span>regulujących <span class="_ _4"> </span>p<span class="_ _1"></span>roces <span class="_ _5"> </span>zarządzania <span class="_ _5"> </span>ryzykiem <span class="_ _5"> </span>oraz <span class="_ _5"> </span>przedstawiono <span class="_ _5"> </span>ogólne <span class="_ _5"> </span>zasady <span class="_ _5"> </span>i <span class="_ _5"> </span>przebiegu <span class="_ _5"> </span>proce<span class="_ _1"></span>su </div><div class="t m0 x1 h2 y3c7 ff1 fs0 fc1 sc0 ls0 ws0">zarządzania ryzykiem.<span class="ff2"> </span></div><div class="t m0 x1 h2 ya2c ff1 fs0 fc1 sc0 ls0 ws0">Wedle <span class="_ _e"> </span>przyjętego <span class="_ _e"> </span>Standardu, <span class="_ _e"> </span>za <span class="_ _e"> </span>wdrożenie <span class="_ _e"> </span>i <span class="_ _e"> </span>aktualizację <span class="_ _e"> </span>procesu <span class="_ _e"> </span>zarządzania <span class="_ _e"> </span>ryzykiem <span class="_ _e"> </span>w <span class="_ _e"> </span>przedsiębiorstwie </div><div class="t m0 x1 h2 ya2d ff1 fs0 fc1 sc0 ls0 ws0">odpowiada  Zarząd <span class="_ _e"> </span>Spółki.  Spół<span class="_ _1"></span>ka  wyznacza  o<span class="_ _1"></span>bszary  r<span class="_ _1"></span>yzyka,  wdraża <span class="_ _e"> </span>Regulamin  Organizacyjny <span class="_ _e"> </span>oraz  Sc<span class="_ _1"></span>hemat </div><div class="t m0 x1 h2 y891 ff1 fs0 fc1 sc0 ls0 ws0">Organizacyjny na potrzeby procesu zarządzania ryzy<span class="ff2">kiem. </span></div></div></div><div class="pi" ></div></div><div id="pf59" class="pf w0 h0" ><div class="pc pc59 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">89<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ya2e ff1 fs0 fc1 sc0 ls0 ws0">Za <span class="_ _a"></span>i<span class="_ _1"></span>dentyfikację, <span class="_ _4"></span>analizę <span class="_ _4"></span>i <span class="_ _4"></span>rekome<span class="_ _1"></span>ndowanie <span class="_ _4"></span>planów <span class="_ _a"></span>postę<span class="_ _1"></span>powania <span class="_ _a"></span>z <span class="_ _4"> </span>zidentyfikowanym <span class="_ _4"></span>r<span class="_ _1"></span>yzykiem <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _4"></span>wyznaczonych </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">obszarach <span class="_ _7"></span>odpowiadają <span class="_ _7"></span>Wł<span class="_ _1"></span>aściciele <span class="_ _8"></span>Ryzyka. <span class="_ _7"></span>Analiza <span class="_ _7"></span>ry<span class="_ _1"></span>zyka <span class="_ _7"></span>podlega <span class="_ _8"></span>min. <span class="_ _7"></span>na<span class="_ _1"></span> <span class="_ _7"></span>opisaniu <span class="_ _7"></span>R<span class="_ _1"></span>yzyka, <span class="_ _7"></span>określe<span class="_ _1"></span>niu <span class="_ _7"></span>potencjalnych </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">przyczyn, <span class="_ _5"> </span>ws<span class="_ _1"></span>kazaniu <span class="_ _5"> </span>skutków, <span class="_ _b"> </span>identyfikacji<span class="_ _1"></span> <span class="_ _5"> </span>stos<span class="_ _1"></span>owanych <span class="_ _5"> </span>zabezpieczeń, <span class="_ _b"> </span>określeniu <span class="_ _b"> </span>wpływu <span class="_ _5"> </span>na <span class="_ _b"> </span>ciągłość <span class="_ _b"> </span>działania. </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">Ocena ryzyka polega na określeniu prawdopod<span class="_ _0"></span>obieństwa wystąpienia.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ya2f ff1 fs0 fc1 sc0 ls0 ws0">Rolą <span class="_ _a"></span>powołanego <span class="_ _4"></span>w <span class="_ _a"></span>każdej <span class="_ _a"></span>Spółc<span class="_ _1"></span>e <span class="_ _a"></span>Koordynatora <span class="_ _a"></span>ds. <span class="_ _a"></span>Zarządzania <span class="_ _a"></span>Ryzykiem, <span class="_ _4"></span>jest <span class="_ _4"></span>zbieranie <span class="_ _a"></span>informacji <span class="_ _a"></span>o <span class="_ _4"></span>ryzykach <span class="_ _a"></span>i </div><div class="t m0 x1 h2 y42e ff1 fs0 fc1 sc0 ls0 ws0">obszarach, <span class="_ _7"></span>koordynowanie <span class="_ _7"></span>i <span class="_ _7"></span>mo<span class="_ _1"></span>nitorowanie <span class="_ _7"></span>Procesu <span class="_ _7"></span>Zarządzania <span class="_ _7"></span>Ryzykiem, <span class="_ _7"></span>nadzorowanie <span class="_ _7"></span>ra<span class="_ _1"></span>portowania, <span class="_ _7"></span>prowadzenie </div><div class="t m0 x1 h2 y7af ff1 fs0 fc1 sc0 ls0 ws0">rejestru <span class="_ _0"></span>Ryzyk, <span class="_ _8"></span>weryfikacja <span class="_ _8"></span>wy<span class="_ _1"></span>ników <span class="_ _0"></span>oceny <span class="_ _8"></span>R<span class="_ _1"></span>yzyka <span class="_ _7"></span>S<span class="_ _1"></span>półki <span class="_ _8"></span>oraz propozy<span class="_ _0"></span>cji <span class="_ _0"></span>postępowania <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>ryzykiem, prz<span class="_ _0"></span>eprowadzanie </div><div class="t m0 x1 h2 y257 ff1 fs0 fc1 sc0 ls0 ws0">okresowych <span class="_ _1"></span>przeglądów Ryz<span class="_ _1"></span>yka w<span class="_ _1"></span> S<span class="_ _1"></span>półce, <span class="_ _1"></span>formułowanie <span class="_ _1"></span>wniosków <span class="_ _1"></span>i <span class="_ _1"></span>rekomendacji <span class="_ _1"></span>dla Z<span class="_ _1"></span>arządu <span class="_ _1"></span>z <span class="_ _1"></span>takich <span class="_ _1"></span>przeglądów </div><div class="t m0 x1 h2 y1a7 ff1 fs0 fc1 sc0 ls0 ws0">oraz inicjowanie szkoleń personelu Spółki d<span class="_ _0"></span>otyczących Zarządzania Ryzyk<span class="ff2">iem. </span></div><div class="t m0 x1 h2 y36f ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność  za  zarządzanie <span class="_ _e"> </span>wpływem  i  ryzykami  z<span class="_ _1"></span>wiązanymi  ze  zrówno<span class="_ _1"></span>ważonym  rozwojem  jest <span class="_ _e"> </span>zatem </div><div class="t m0 x1 h2 ya30 ff1 fs0 fc1 sc0 ls0 ws0">delegowana <span class="_ _f"> </span>na <span class="_ _f"> </span>wyspecjalizowane <span class="_ _f"> </span>jednos<span class="_ _1"></span>tki <span class="_ _f"> </span>organizacyjne, <span class="_ _f"> </span>które <span class="_ _f"> </span>zajmują <span class="_ _f"> </span>się <span class="_ _f"> </span>zagadnieniami <span class="_ _f"> </span>operacyjnymi </div><div class="t m0 x1 h2 ya31 ff1 fs0 fc1 sc0 ls0 ws0">bezpośrednio  pow<span class="_ _1"></span>iązanymi  z <span class="_ _e"> </span>tymi <span class="_ _e"> </span>obszarami.  Takie <span class="_ _e"> </span>pode<span class="_ _1"></span>jśc<span class="_ _1"></span>ie  do <span class="_ _e"> </span>rozdzielania  odpow<span class="_ _1"></span>iedzialności  pozwala <span class="_ _e"> </span>na </div><div class="t m0 x1 h2 ya32 ff1 fs0 fc1 sc0 ls0 ws0">efektywną integrację działań związanych z ESG z <span class="_ _1"></span>codzienną działalnością biznesową. Dzięki te<span class="_ _1"></span>mu podejściu możliwe </div><div class="t m0 x1 h2 y47a ff1 fs0 fc1 sc0 ls0 ws0">jest <span class="_ _4"></span>równie<span class="_ _1"></span>ż <span class="_ _4"></span>jednoczesne <span class="_ _4"> </span>zarządzanie <span class="_ _5"> </span>kwestiami <span class="_ _4"> </span>biznesow<span class="_ _1"></span>ymi <span class="_ _a"></span>o<span class="_ _1"></span>raz <span class="_ _4"></span>wpływem,<span class="_ _1"></span> <span class="_ _4"></span>jaki <span class="_ _4"></span>firma <span class="_ _5"> </span>wywiera <span class="_ _4"> </span>na<span class="_ _1"></span> <span class="_ _b"> </span>środowisko, </div><div class="t m0 x1 h2 ya33 ff1 fs0 fc1 sc0 ls0 ws0">społeczeństwo i <span class="_ _8"></span>kwestie <span class="_ _0"></span>ładu <span class="_ _8"></span>korporacyjnego. Oznacza <span class="_ _8"></span>to, <span class="_ _0"></span>że <span class="_ _0"></span>decyzje <span class="_ _0"></span>operacyjne, np<span class="_ _0"></span>. <span class="_ _0"></span>w z<span class="_ _0"></span>akresie <span class="_ _8"></span>now<span class="_ _1"></span>ych <span class="_ _8"></span>produktów, </div><div class="t m0 x1 h2 ya34 ff1 fs0 fc1 sc0 ls0 ws0">łańcucha <span class="_ _a"></span>dostaw,<span class="_ _1"></span> <span class="_ _a"></span>czy <span class="_ _4"></span>zmian <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>strukturze <span class="_ _4"></span>zatrudnienia <span class="_ _a"></span>s<span class="_ _1"></span>ą <span class="_ _a"></span>podejmowane <span class="_ _4"></span>z <span class="_ _a"></span>uwzględnienie<span class="_ _1"></span>m <span class="_ _a"></span>ryzyk <span class="_ _a"></span>i<span class="_ _1"></span> <span class="_ _a"></span>możliwości. <span class="_ _4"></span>W </div><div class="t m0 x1 h2 ya35 ff1 fs0 fc1 sc0 ls0 ws0">efekcie <span class="_ _9"> </span>Grupa <span class="_ _9"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _9"> </span>może<span class="_ _1"></span> <span class="_ _9"> </span>minimalizować <span class="_ _9"> </span>negatywne  oddz<span class="_ _0"></span>iaływania,  z<span class="_ _0"></span>arządzać  ry<span class="_ _0"></span>zykami <span class="_ _9"> </span>środowiskowymi  i </div><div class="t m0 x1 h2 ya36 ff1 fs0 fc1 sc0 ls0 ws0">społecznymi oraz wzmacniać pozytywne wpływy.<span class="ff2">  </span></div><div class="t m0 x1 h2 ya37 ff1 fs0 fc1 sc0 ls0 ws0">Koordynator ds. zarządzania ryzykiem w GK UNIMOT może rekomendować identyfikację dodatkowych ryzyk.<span class="ff2"> </span></div><div class="t m0 x1 h2 ya38 ff1 fs0 fc1 sc0 ls0 ws0">Spółki, <span class="_ _1"></span>na <span class="_ _6"></span>podstawie <span class="_ _6"></span>wprowadzanego <span class="_ _a"></span>Standardu, <span class="_ _1"></span>uchwalają <span class="_ _6"></span>włas<span class="_ _1"></span>ną <span class="_ _1"></span>politykę <span class="_ _1"></span>i <span class="_ _6"></span>procedurę<span class="_ _1"></span> <span class="_ _1"></span>zarządzania <span class="_ _6"></span>ryzykiem <span class="_ _6"></span>i <span class="_ _6"></span>co </div><div class="t m0 x1 h2 ya39 ff1 fs0 fc1 sc0 ls0 ws0">do zasady <span class="_ _1"></span>nie powinna <span class="_ _1"></span>ona w <span class="_ _1"></span>istotny <span class="_ _1"></span>sposób <span class="_ _1"></span>odbiegać od ce<span class="_ _1"></span>lów i <span class="_ _1"></span>wymogów Polityki <span class="_ _1"></span>zatwierdzonej <span class="_ _1"></span>przez Zarząd <span class="_ _1"></span>GK </div><div class="t m0 x1 h2 ya3a ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT ( załącznik nr do uchwały zarządu U<span class="ff2">NIMOT S.A.  nr 04/10/2024 z dnia 07.10.2024 r.). </span></div><div class="t m0 x1 h2 y7cc ff1 fs0 fc1 sc0 ls0 ws0">Polityka <span class="_ _7"></span>stanow<span class="_ _1"></span>i <span class="_ _7"></span>dokument <span class="_ _8"></span>nadrzędny <span class="_ _8"></span>dla <span class="_ _8"></span>Proces<span class="_ _1"></span>u <span class="_ _7"></span>Zarządzania <span class="_ _8"></span>Ryzykiem <span class="_ _8"></span>i <span class="_ _8"></span>w <span class="_ _8"></span>przypadku <span class="_ _8"></span>wąt<span class="_ _1"></span>pliwości <span class="_ _8"></span>interpretacyjnych </div><div class="t m0 x1 h2 ya3b ff1 fs0 fc1 sc0 ls0 ws0">w pierwszej kolejności zastosowanie mają zapisy P<span class="_ _0"></span>olityki.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y3bb ff1 fs0 fc1 sc0 ls0 ws0">Proces zarządzania ryzykiem odbywa się na poziomie<span class="ff2">: </span></div><div class="t m0 x70 h11 ya3c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">o<span class="_ _1"></span>peracyjnym  -  <span class="ff1">w<span class="_ _1"></span>  ramach <span class="_ _e"> </span>poszczególnych <span class="_ _e"> </span>segmentów  działalności <span class="_ _e"> </span>Grupy  przez <span class="_ _e"> </span>zarządzających  nimi </span></span></span></div><div class="t m0 x55 h2 ya3d ff1 fs0 fc1 sc0 ls0 ws0">menadżerów/kierowników i przez zarządy <span class="ff2">S</span>półek zależnych, obejmując całe łańcuchy wartości<span class="ff2">, </span></div><div class="t m0 x70 h11 ya3e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">strategicznym - <span class="ff1">realizowane przez Zarząd UNIMOT S.A.</span>. </span></span></div><div class="t m0 x1 h2 ya3f ff1 fs0 fc1 sc0 ls0 ws0">Powyższe<span class="ff2"> <span class="_ _c"> </span></span>umożliwia <span class="_ _c"> </span>ocenę <span class="_ _c"> </span>pełnego <span class="_ _b"> </span>profilu <span class="_ _c"> </span>ryzyka <span class="_ _c"> </span>w <span class="_ _c"> </span>Grupie <span class="_ _c"> </span>i <span class="_ _c"> </span>ustalenie <span class="_ _c"> </span>spójnych <span class="_ _c"> </span>zasad <span class="_ _c"> </span>zarządzania <span class="_ _b"> </span>nim<span class="_ _1"></span> <span class="_ _c"> </span>przez </div><div class="t m0 x1 h2 y376 ff1 fs0 fc1 sc0 ls0 ws0">wszystkich w<span class="_ _1"></span>łaścicieli ryzyk. S<span class="_ _1"></span>tosowane <span class="_ _1"></span>zasady zarządzania <span class="_ _1"></span>ryzykiem <span class="_ _1"></span>pozwalają na <span class="_ _1"></span>efektywne <span class="_ _1"></span>i o<span class="_ _1"></span>ptymalne z <span class="_ _1"></span>punktu </div><div class="t m0 x1 h2 ya40 ff1 fs0 fc1 sc0 ls0 ws0">widzenia <span class="_ _7"></span>Grup<span class="_ _1"></span>y <span class="_ _8"></span>zarządzanie <span class="_ _7"></span>is<span class="_ _1"></span>totnym <span class="_ _8"></span>ryzykiem <span class="_ _8"></span>biznes<span class="_ _1"></span>owym. <span class="_ _8"></span>Monitorowanie <span class="_ _8"></span>ryzyka <span class="_ _8"></span>odbywa <span class="_ _8"></span>się <span class="_ _8"></span>w <span class="_ _8"></span>ramach <span class="_ _8"></span>regularn<span class="_ _1"></span>ych </div><div class="t m0 x1 h2 ya41 ff1 fs0 fc1 sc0 ls0 ws0">spotkań <span class="_ _8"></span>operacyjnych, <span class="_ _8"></span>na k<span class="_ _0"></span>tórych <span class="_ _0"></span>omawiane <span class="_ _8"></span>są na<span class="_ _0"></span>jistotniejsze <span class="_ _8"></span>dla <span class="_ _8"></span>Grupy ryzy<span class="_ _0"></span>ka, <span class="_ _8"></span>a <span class="_ _0"></span>także <span class="_ _8"></span>ustalany <span class="_ _8"></span>je<span class="_ _1"></span>st <span class="_ _8"></span>ich <span class="_ _0"></span>potencjalny </div><div class="t m0 x1 h2 ya42 ff1 fs0 fc1 sc0 ls0 ws0">wpływ na działalność Grupy oraz ok<span class="_ _0"></span>reślane są niezbędne działania mitygujące<span class="_ _1"></span><span class="ff2 ls2">. <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y366 ff1 fs0 fc1 sc0 ls0 ws0">Ocena <span class="_ _19"> </span>adekwatności <span class="_ _19"> </span>i <span class="_ _19"> </span>s<span class="_ _1"></span>kuteczności <span class="_ _19"> </span>przyjętych <span class="_ _19"> </span>rozwiązań <span class="_ _17"> </span>dokonywana <span class="_ _19"> </span>jest <span class="_ _19"> </span>przez <span class="_ _19"> </span>Audytora <span class="_ _19"> </span>W<span class="_ _1"></span>ewnętrznego. </div><div class="t m0 x1 h2 ya43 ff1 fs0 fc1 sc0 ls0 ws0">Kompleksowy nadzór nad zarządzaniem zid<span class="_ _8"></span>e<span class="_ _1"></span>ntyfikowanymi kategoriami ryzyka sprawuje Rada <span class="_ _0"></span>Nadzorcza.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y3ac ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya44 ff1 fs0 fc1 sc0 ls0 ws0">W ramach systemu zarządzania ryzyk<span class="_ _0"></span>iem w Grupie wyróżnia się nastę<span class="_ _1"></span>pujące kategorie ryz<span class="_ _0"></span>yk:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y46 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">operacyjne, </span></span></div><div class="t m0 xa h11 ya45 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">strategiczno<span class="ff1">–</span>inwestycyjne, </span></span></div><div class="t m0 xa h11 ya46 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">prawno-regulacyjne, </span></span></div><div class="t m0 xa h11 ya47 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">finansowe, </span></span></div><div class="t m0 xa h11 y1fc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">środowiskowe,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ya48 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">społeczne(w <span class="_ _d"> </span>szczególności <span class="_ _d"> </span>związane <span class="_ _e"> </span>z <span class="_ _d"> </span>utratą <span class="_ _d"> </span>zdrowia <span class="_ _d"> </span>i <span class="_ _d"> </span>życia <span class="_ _d"> </span>ludzkiego, <span class="_ _e"> </span>s<span class="_ _1"></span>ą <span class="_ _e"> </span>one <span class="_ _d"> </span>nieakceptowalne <span class="_ _d"> </span>i </span></span></div><div class="t m0 xc h2 ya49 ff2 fs0 fc1 sc0 ls0 ws0">priorytetowo traktowane), </div><div class="t m0 xa h11 y639 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ryzyka w obszarze ładu korporacyjnego. <span class="ff2">. </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf5a" class="pf w0 h0" ><div class="pc pc5a w0 h0"><img class="bi x9 y4a2 w43 h7c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">90<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 <span class="_ _1"></span>roku <span class="_ _1"></span>wewnętrzny system <span class="_ _1"></span>kontroli ryzyka nie <span class="_ _1"></span>integrował <span class="_ _1"></span>zidentyfikowanych w <span class="_ _1"></span>badaniu podwójnej <span class="_ _1"></span>istotności, </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">istotnych <span class="_ _c"> </span>zagadnień <span class="_ _c"> </span>jako <span class="_ _c"> </span>odrębnych <span class="_ _c"> </span>kategorii <span class="_ _c"> </span>ryzyk. <span class="_ _c"> </span>W <span class="_ _c"> </span> <span class="_ _9"> </span>2025 <span class="_ _c"> </span>roku <span class="_ _c"> </span>Grupa <span class="_ _c"> </span>dokona <span class="_ _c"> </span>przeglądu <span class="_ _c"> </span>istotnych <span class="_ _c"> </span>kwe<span class="_ _1"></span>stii </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego rozwoju i na tej podstaw<span class="ff2">ie zaktualizuje Rejestr Ryzyka.  </span></div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">Niemniej, <span class="_ _6"></span>do <span class="_ _a"></span>rejestru <span class="_ _6"></span>ryzyk, <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>ramach <span class="_ _6"></span>poszcze<span class="_ _1"></span>gólnych <span class="_ _6"></span>kategorii <span class="_ _6"></span>ryzyk <span class="_ _a"></span>w <span class="_ _6"></span>2024 <span class="_ _a"></span>roku, <span class="_ _6"></span>dodano <span class="_ _a"></span>ryzyka, <span class="_ _6"></span>których <span class="_ _6"></span>p<span class="_ _1"></span>rofil </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">plasuje je pośród zagadnień zrównoważonego rozwoju. <span class="ff2"> </span></div><div class="t m0 x1 h2 y795 ff2 fs0 fc1 sc0 ls0 ws0">W<span class="ff1">yżej </span>wskazywane <span class="ff1">ryzyka zostały </span>zestawione, usystematyzowane <span class="ff1">w poniższej tabeli.</span> </div></div><div class="c x1 y432 w62 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc5 sc0 ls0 ws0">Ryzyko </div></div><div class="c xe y432 w63 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc5 sc0 ls0 ws0">Opis ryzyka </div><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące<span class="ff2"> </span></div></div><div class="c x71 y432 w64 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc5 sc0 ls0 ws0">Trend </div></div><div class="c x1 y370 w3a h35"><div class="t m0 xb h2 y264 ff1 fs0 fc5 sc0 ls0 ws0">Ryzyka środowiskowe<span class="ff2"> </span></div></div><div class="c x1 y3ec w62 h7a"><div class="t m0 xb h2 ya4a ff2 fs0 fc5 sc0 ls0 ws0">Ryzyko zmian </div><div class="t m0 xb h2 ya4b ff2 fs0 fc5 sc0 ls0 ws0">klimatu </div><div class="t m0 xb h2 ya4c ff2 fs0 fc5 sc0 ls0 ws0">(transformacyjne) </div></div><div class="c xe y3ec w63 h7a"><div class="t m0 xb h2 y45a ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _f"> </span>związane <span class="_ _10"> </span>jest <span class="_ _10"> </span>z <span class="_ _f"> </span>zao<span class="_ _1"></span>strzeniem <span class="_ _f"> </span>polityki <span class="_ _f"> </span>klimatyczne<span class="_ _1"></span>j <span class="_ _f"> </span>Unii </div><div class="t m0 xb h2 ya4d ff1 fs0 fc1 sc0 ls0 ws0">Europejskiej, <span class="_ _1f"> </span>wymogów <span class="_ _22"> </span>środowiskowych, <span class="_ _22"> </span>rosnącą <span class="_ _1f"> </span>ś<span class="_ _1"></span>wiadomością </div><div class="t m0 xb h2 ya4e ff1 fs0 fc1 sc0 ls0 ws0">otoczenia <span class="_ _8"></span>i <span class="_ _0"></span>zmianą <span class="_ _8"></span>w<span class="_ _1"></span>arunków <span class="_ _8"></span>funkcjono<span class="_ _1"></span>wania <span class="_ _8"></span>Grupy. <span class="_ _8"></span>Wię<span class="_ _1"></span>cej <span class="_ _8"></span>informacji </div><div class="t m0 xb h2 ya4f ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _33"> </span>ten <span class="_ _28"> </span>temat<span class="_ _1"></span> <span class="_ _33"> </span>zaprezentowano <span class="_ _28"> </span>w <span class="_ _28"> </span>częśc<span class="_ _1"></span>i <span class="_ _33"> </span>2.1.1. <span class="_ _28"> </span>niniejszego </div><div class="t m0 xb h2 ya50 ff2 fs0 fc1 sc0 ls0 ws0">Sprawozdania.  </div><div class="t m0 xb h2 ya51 ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div><div class="t m0 x17 h11 y4d1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">prowadzenie <span class="_ _39"> </span>analizy <span class="_ _38"> </span>rynku <span class="_ _38"> </span>i <span class="_ _39"> </span>mo<span class="_ _1"></span>nitorowanie <span class="_ _38"> </span>zmian </span></span></div><div class="t m0 x18 h2 ya52 ff2 fs0 fc1 sc0 ls0 ws0">legislacyjnych; </div><div class="t m0 x17 h11 ya53 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">oparcie <span class="_ _19"> </span>przychodów <span class="_ _17"> </span>ze <span class="_ _19"> </span>sprze<span class="_ _1"></span>daży <span class="_ _19"> </span>paliw <span class="_ _17"> </span>na <span class="_ _19"> </span>elastycznym </span></span></div><div class="t m0 x18 h2 y987 ff2 fs0 fc1 sc0 ls0 ws0">modelu biznesowym; </div><div class="t m0 x17 h11 y8fa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">kontynuowanie <span class="_ _9"> </span>strategii <span class="_ _9"> </span>transformacji <span class="_ _c"> </span>e<span class="_ _1"></span>nergetycznej <span class="_ _9"> </span>Grupy </span></span></div><div class="t m0 x18 h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT; </div><div class="t m0 x17 h11 y463 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">inwestowanie w technologię produkcji biogazu;<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y776 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">stopniowa <span class="_ _4"></span>wymiana <span class="_ _4"></span>taboru <span class="_ _4"></span>kolejowego <span class="_ _4"></span>Olavion, <span class="_ _a"></span>n<span class="_ _1"></span>a <span class="_ _4"></span>bardziej </span></span></div><div class="t m0 x18 h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">nowoczesny i napędzany elektrycznie;<span class="ff2"> </span></div><div class="t m0 x17 h11 y58e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">planowana <span class="_ _1f"> </span>modernizacja <span class="_ _1f"> </span>elektrociepłowni <span class="_ _1f"> </span>RCEkoene<span class="_ _1"></span>rgia, <span class="ff2"> </span></span></span></div><div class="t m0 x18 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">docelowo <span class="_ _6"></span>praca <span class="_ _6"></span>nad <span class="_ _a"></span>projektem <span class="_ _6"></span>inwes<span class="_ _1"></span>tycyjnych <span class="_ _6"></span>związanych <span class="_ _1"></span>z<span class="_ _1"></span> </div><div class="t m0 x18 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zastąpieniem kotłów węglowych innym ź<span class="_ _0"></span>ródłem.<span class="ff2"> </span></div></div><div class="c x71 y3ec w64 h7a"><div class="t m0 xb h2 ya4a ff1 fs0 fc5 sc0 ls0 ws0">Średni<span class="ff2"> </span></div><div class="t m0 xb h2 ya54 ff2 fs0 fc1 sc0 ls0 ws0">(<span class="ffa">↙</span>)<span class="fc5"> </span></div></div><div class="c x1 ya55 w62 h12b"><div class="t m0 xb h2 ya56 ff2 fs0 fc5 sc0 ls0 ws0">Ryzyko </div><div class="t m0 xb h2 ya57 ff1 fs0 fc5 sc0 ls0 ws0">środowiskowe<span class="ff2"> </span></div></div><div class="c xe ya55 w63 h12b"><div class="t m0 xb h2 ya58 ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko związane jest z<span class="_ _1"></span> wpływem prow<span class="_ _1"></span>adzonej działalności biznesowej </div><div class="t m0 xb h2 y4b4 ff1 fs0 fc1 sc0 ls0 ws0">na  środowisko <span class="_ _e"> </span>naturalne  i  ko<span class="_ _1"></span>rzystanie  z  jego <span class="_ _e"> </span>zasobów  w <span class="_ _e"> </span>tym  w </div><div class="t m0 xb h2 ya59 ff1 fs0 fc1 sc0 ls0 ws0">szczególności <span class="_ _22"> </span>utratą <span class="_ _22"> </span>kontrol<span class="_ _1"></span>i <span class="_ _22"> </span>nad <span class="_ _22"> </span>proces<span class="_ _1"></span>em <span class="_ _22"> </span>uniemożliwiającym </div><div class="t m0 xb h2 ya5a ff2 fs0 fc1 sc0 ls0 ws0">zapobieganie <span class="_ _a"></span>ponadnormatyw<span class="_ _1"></span>nym <span class="_ _a"></span>zanie<span class="_ _1"></span>czyszczeniom, <span class="_ _4"></span>uszkodzeniem, </div><div class="t m0 xb h2 ya5b ff1 fs0 fc1 sc0 ls0 ws0">zakłóceniom <span class="_ _1f"> </span>lub <span class="_ _1f"> </span>awariom <span class="_ _22"> </span>instalacji <span class="_ _1f"> </span>lub <span class="_ _1f"> </span>urządzeń <span class="_ _22"> </span>skutkującym </div><div class="t m0 xb h2 ya5c ff1 fs0 fc1 sc0 ls0 ws0">negatywnie na środowisko.<span class="ff2"> </span></div><div class="t m0 xb h2 ya5d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y4b9 ff1 fs0 fc1 sc0 ls0 ws0">Działalność  Grupy  w  obszarze  magazynowania,  przeładowywania  i </div><div class="t m0 xb h2 ya5e ff1 fs0 fc1 sc0 ls0 ws0">transportu pa<span class="_ _0"></span>liw ciekłych i <span class="_ _8"></span>g<span class="_ _1"></span>azowych wiąże <span class="_ _8"></span>s<span class="_ _1"></span>ię z <span class="_ _8"></span>zagrożeniem wycieku, </div><div class="t m0 xb h2 ya5f ff1 fs0 fc1 sc0 ls0 ws0">emisji, <span class="_ _4"></span>wybuchu <span class="_ _5"> </span>lub <span class="_ _4"></span>zapłonu. <span class="_ _4"></span>Może <span class="_ _4"> </span>o<span class="_ _1"></span>no <span class="_ _4"></span>się <span class="_ _5"> </span>ziścić <span class="_ _4"></span>w <span class="_ _4"></span>wyniku <span class="_ _4"></span>zdarzeń </div><div class="t m0 xb h2 ya60 ff1 fs0 fc1 sc0 ls0 ws0">losowych oraz <span class="_ _8"></span>ce<span class="_ _1"></span>lowego i <span class="_ _8"></span>niecelowego dzia<span class="_ _0"></span>łania pracowników<span class="ff2"> </span>lub osób </div><div class="t m0 xb h2 ya61 ff1 fs0 fc1 sc0 ls0 ws0">trzecich. <span class="_ _8"></span>Istnieje <span class="_ _8"></span>również <span class="_ _8"></span>zagrożenie <span class="_ _8"></span>wycieku <span class="_ _8"></span>subs<span class="_ _1"></span>tancji <span class="_ _7"></span>ropopochodnej </div><div class="t m0 xb h2 ya62 ff2 fs0 fc1 sc0 ls0 ws0">w trakcie transportu <span class="ff1">–</span> tak samo samochodowego jak i kolejowego. </div><div class="t m0 xb h2 y4be ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 ya63 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _17"> </span>prowadząc <span class="_ _17"> </span>działalność <span class="_ _17"> </span>transportową <span class="_ _f"> </span>zobowiąza<span class="_ _0"></span>na <span class="_ _17"> </span>jes<span class="_ _1"></span>t <span class="_ _17"> </span>do </div><div class="t m0 xb h2 ya64 ff1 fs0 fc1 sc0 ls0 ws0">spełniania <span class="_ _9"> </span>norm <span class="_ _c"> </span>e<span class="_ _1"></span>misji <span class="_ _c"> </span>s<span class="_ _1"></span>palin, <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>związku <span class="_ _9"> </span>z <span class="_ _9"> </span>korzystaniem  z <span class="_ _c"> </span>taboru </div><div class="t m0 xb h2 y863 ff1 fs0 fc1 sc0 ls0 ws0">kolejowego, <span class="_ _2e"> </span>pod <span class="_ _2e"> </span>rygorem<span class="_ _1"></span> <span class="_ _2e"> </span>obowiązku <span class="_ _2e"> </span>wyłączenia<span class="_ _1"></span> <span class="_ _2e"> </span>aktywów </div><div class="t m0 xb h2 y864 ff1 fs0 fc1 sc0 ls0 ws0">niespełniających norm z użytku.<span class="ff2"> </span></div><div class="t m0 xb h2 y865 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _5"> </span>prowadzi <span class="_ _5"> </span>działalnoś<span class="_ _1"></span>ć, <span class="_ _5"> </span>która <span class="_ _5"> </span>może <span class="_ _b"> </span>lub <span class="_ _5"> </span>znaczącą <span class="_ _5"> </span>o<span class="_ _1"></span>ddziałuje <span class="_ _5"> </span>na </div><div class="t m0 xb h2 ya65 ff1 fs0 fc1 sc0 ls0 ws0">środowisko <span class="_ _24"> </span>naturalne, <span class="_ _10"> </span>co <span class="_ _24"> </span>wiąże <span class="_ _10"> </span>się <span class="_ _24"> </span>z <span class="_ _24"> </span>obowiązkiem <span class="_ _10"> </span>pos<span class="_ _1"></span>iadania </div><div class="t m0 xb h2 ya66 ff1 fs0 fc1 sc0 ls0 ws0">stosownych <span class="_ _24"> </span>pozwoleń <span class="_ _10"> </span>środowiskowych, <span class="_ _10"> </span>m.in. <span class="_ _10"> </span>w <span class="_ _24"> </span>zakresie <span class="_ _10"> </span>emisji </div><div class="t m0 xb h2 ya67 ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczeń <span class="_ _b"> </span>do <span class="_ _c"> </span>powietrza <span class="_ _b"> </span>lub <span class="_ _b"> </span>też <span class="_ _c"> </span>ochroną <span class="_ _b"> </span>wó<span class="_ _1"></span>d <span class="_ _b"> </span>i <span class="_ _b"> </span>gleby. <span class="_ _c"> </span>Pomimo </div><div class="t m0 xb h2 y5ee ff2 fs0 fc1 sc0 ls0 ws0">stosow<span class="ff1">anych <span class="_ _33"> </span>procedur <span class="_ _33"> </span>bezpiecze<span class="_ _1"></span>ństwa, <span class="_ _33"> </span>a <span class="_ _33"> </span>także <span class="_ _33"> </span>zab<span class="_ _1"></span>ezpieczeń </span></div><div class="t m0 xb h2 ya68 ff1 fs0 fc1 sc0 ls0 ws0">technologicznych, <span class="_ _8"></span>w z<span class="_ _0"></span>wiązku <span class="_ _8"></span>z działalnością <span class="_ _7"></span>t<span class="_ _1"></span>ych <span class="_ _8"></span>zakładów, <span class="_ _0"></span>może <span class="_ _0"></span>dojść </div><div class="t m0 xb h2 y5f0 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _b"> </span>okre<span class="_ _1"></span>sowego <span class="_ _c"> </span>przekroczenia <span class="_ _b"> </span>norm <span class="_ _c"> </span>emisyjnych <span class="_ _c"> </span>lub <span class="_ _c"> </span>skażenia <span class="_ _c"> </span>wód <span class="_ _c"> </span>i </div><div class="t m0 xb h2 y48a ff2 fs0 fc1 sc0 ls0 ws0">gleby. </div><div class="t m0 xb h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">Posiadanie <span class="_ _4"></span>zakładów <span class="_ _5"> </span>asfaltowych <span class="_ _5"> </span>oraz <span class="_ _5"> </span>elektrociepłow<span class="_ _1"></span>ni <span class="_ _4"></span>może <span class="_ _5"> </span>wiązać </div><div class="t m0 xb h2 y9a3 ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _19"> </span>z <span class="_ _d"> </span>nieplanowanym <span class="_ _d"> </span>i <span class="_ _19"> </span>niekontrolowanym <span class="_ _d"> </span>uwolnieniem <span class="_ _19"> </span>substancji </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">(także <span class="_ _7"></span>nie<span class="_ _1"></span>toksycznej <span class="_ _7"></span>i <span class="_ _8"></span>nie<span class="_ _1"></span>palnej) <span class="_ _7"></span>towarzyszące <span class="_ _8"></span>proces<span class="_ _1"></span>om <span class="_ _7"></span>produkcyjnym </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">bitumenów <span class="_ _4"></span>lub <span class="_ _a"></span>te<span class="_ _1"></span>ż <span class="_ _a"></span>produkcji <span class="_ _4"> </span>c<span class="_ _1"></span>iepła <span class="_ _a"></span>i <span class="_ _4"></span>pary. <span class="_ _4"></span>Tego <span class="_ _4"></span>typu <span class="_ _4"></span>zdarze<span class="_ _1"></span><span class="ff2">nia <span class="_ _4"></span></span>–<span class="ff2"> <span class="_ _4"></span><span class="lsa">w </span></span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">przypadku <span class="_ _b"> </span>ich <span class="_ _b"> </span>wystąpie<span class="_ _1"></span>nia, <span class="_ _b"> </span>mogą <span class="_ _b"> </span>doprowadzić <span class="_ _c"> </span>do <span class="_ _b"> </span>lokalnych <span class="_ _c"> </span>skażeń </div></div><div class="c x71 ya55 w64 h12b"><div class="t m0 xb h2 ya56 ff1 fs0 fc5 sc0 ls0 ws0">Średni<span class="ff2"> </span></div><div class="t m0 xb h2 ya69 ff2 fs0 fc1 sc0 ls0 ws0">(<span class="ffa">↖</span>)<span class="fc5"> </span></div></div></div><div class="pi" ></div></div><div id="pf5b" class="pf w0 h0" ><div class="pc pc5b w0 h0"><img class="bi x9 ya6a w43 h12c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">91<span class="ls0"> </span></div></div><div class="c xe ya6b w63 h12d"><div class="t m0 xb h2 ya6c ff1 fs0 fc1 sc0 ls0 ws0">środowiska <span class="_ _6"></span>i <span class="_ _1"></span>trudn<span class="_ _1"></span>ych <span class="_ _1"></span>do<span class="_ _1"></span> <span class="_ _1"></span>naprawienia <span class="_ _6"></span>szkód<span class="_ _1"></span><span class="ff2">.</span>. <span class="_ _6"></span>Istnieje <span class="_ _6"></span>równie<span class="_ _1"></span>ż <span class="_ _1"></span>ryzyko </div><div class="t m0 xb h2 ya6d ff1 fs0 fc1 sc0 ls0 ws0">odprowadzenia <span class="_ _8"></span>nie<span class="_ _1"></span>oczyszczonych ścieków do <span class="_ _8"></span>rzeki w wynik<span class="_ _0"></span>u awarii lub </div><div class="t m0 xb h2 ya6e ff1 fs0 fc1 sc0 ls0 ws0">nawalnych <span class="_ _1a"> </span>deszczy <span class="_ _1a"> </span>s<span class="_ _1"></span>kutkujące <span class="_ _1a"> </span>niedotrzymaniem <span class="_ _1a"> </span>w<span class="_ _1"></span>skaźników </div><div class="t m0 xb h2 ya6f ff1 fs0 fc1 sc0 ls0 ws0">środowiskowych i karami finansowymi.<span class="ff2"> </span></div><div class="t m0 xb h2 ya70 ff1 fs0 fc1 sc0 ls0 ws0">Zmaterializowanie <span class="_ _34"> </span>się <span class="_ _34"> </span>zagrożeń <span class="_ _34"> </span>może <span class="_ _34"> </span>s<span class="_ _1"></span>kutkować <span class="_ _34"> </span>cofnięciem </div><div class="t m0 xb h2 ya71 ff1 fs0 fc1 sc0 ls0 ws0">udzielonych <span class="_ _f"> </span>pozwoleń, <span class="_ _f"> </span>ws<span class="_ _1"></span>trzyma<span class="_ _0"></span>niem <span class="_ _f"> </span>działalności <span class="_ _f"> </span>i <span class="_ _10"> </span>obowiązkiem </div><div class="t m0 xb h2 ya72 ff1 fs0 fc1 sc0 ls0 ws0">zapłaty administracyjnych kar finansowych.<span class="ff2"> </span></div><div class="t m0 xb h2 ya73 ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div><div class="t m0 x17 h11 ya74 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">bieżące <span class="_ _24"> </span>śle<span class="_ _1"></span>dzenie <span class="_ _24"> </span>zmian <span class="_ _1d"> </span>w <span class="_ _24"> </span>przepisach <span class="_ _1d"> </span>i <span class="_ _1d"> </span>dostosowanie </span></span></div><div class="t m0 x18 h2 ya75 ff1 fs0 fc1 sc0 ls0 ws0">działalności do wymogów prawnych;<span class="ff2"> </span></div><div class="t m0 x17 h11 ya76 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">modernizacja <span class="_ _38"> </span>instalacji <span class="_ _38"> </span>i <span class="_ _38"> </span>inwe<span class="_ _1"></span>stycje <span class="_ _38"> </span>w <span class="_ _38"> </span>technologie </span></span></div><div class="t m0 x18 h2 ya77 ff1 fs0 fc1 sc0 ls0 ws0">ograniczające emisję;<span class="ff2"> </span></div><div class="t m0 x17 h11 ya78 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrożenie <span class="_ _1e"> </span>i <span class="_ _1e"> </span>rygorystyczne <span class="_ _2c"> </span>przestrzeganie <span class="_ _1e"> </span>procedur </span></span></div><div class="t m0 x18 h2 ya79 ff1 fs0 fc1 sc0 ls0 ws0">zawiązanych <span class="_ _17"> </span>z <span class="_ _17"> </span>pracą <span class="_ _17"> </span>z <span class="_ _17"> </span>s<span class="_ _1"></span>ubstancjami <span class="_ _17"> </span>łatwopalnymi <span class="_ _17"> </span>oraz </div><div class="t m0 x18 h2 ya7a ff1 fs0 fc1 sc0 ls0 ws0">przestrzeganie <span class="_ _f"> </span>szczególnych <span class="_ _10"> </span>procedur <span class="_ _24"> </span>bezpieczeństwa <span class="_ _f"> </span>w </div><div class="t m0 x18 h2 y219 ff1 fs0 fc1 sc0 ls0 ws0">zakresie przewozów kolejowych;<span class="ff2"> </span></div><div class="t m0 x17 h11 ya7b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">opracowanie <span class="_ _1d"> </span>dokumentów <span class="_ _1d"> </span>identyfikujących <span class="_ _1d"> </span>zagrożenie <span class="_ _1d"> </span>i<span class="_ _1"></span> </span></span></div><div class="t m0 x18 h2 ya7c ff1 fs0 fc1 sc0 ls0 ws0">określających <span class="_ _6"></span>ryzyko <span class="_ _a"></span>powstania <span class="_ _a"></span>wybuchu <span class="_ _6"></span>lub <span class="_ _a"></span>awarii, <span class="_ _a"></span>a <span class="_ _a"></span>także </div><div class="t m0 x18 h2 ya7d ff1 fs0 fc1 sc0 ls0 ws0">odpowiednich instrukcji bezpieczeństwa;<span class="ff2"> </span></div><div class="t m0 x17 h11 ya7e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">odpowiednia lokalizacja rozlewni na otwartej przestrzeni; </span></span></div><div class="t m0 x17 h11 ya7f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dokonywanie <span class="_ _17"> </span>regularnych <span class="_ _19"> </span>przeglądów <span class="_ _17"> </span>oraz <span class="_ _17"> </span>utrzymywanie </span></span></div><div class="t m0 x18 h2 ya80 ff1 fs0 fc1 sc0 ls0 ws0">dobrego <span class="_ _34"> </span>stanu <span class="_ _34"> </span>technicznego <span class="_ _34"> </span>urządzeń, <span class="_ _34"> </span>infrastruktury </div><div class="t m0 x18 h2 ya81 ff2 fs0 fc1 sc0 ls0 ws0">technicznej i transportowej; </div><div class="t m0 x17 h11 ya82 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">monitoring <span class="_ _4"></span>i <span class="_ _a"></span>s<span class="_ _1"></span>ystem <span class="_ _a"></span>czujników <span class="_ _4"></span>pozwalających <span class="_ _a"></span>ograniczyć <span class="_ _4"></span>do </span></span></div><div class="t m0 x18 h2 ya83 ff1 fs0 fc1 sc0 ls0 ws0">minimum zagrożenie wybuchem;<span class="ff2"> </span></div><div class="t m0 x17 h11 ya84 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrażanie <span class="_ _4"></span>odpowiednich <span class="_ _5"> </span>programów <span class="_ _5"> </span>szkoleń <span class="_ _5"> </span>pracowników <span class="_ _5"> </span>i </span></span></div><div class="t m0 x18 h2 ya85 ff1 fs0 fc1 sc0 ls0 ws0">instrukcji postępowania na wypadek awarii;<span class="ff2"> </span></div><div class="t m0 x17 h11 ya86 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zatrudnianie <span class="_ _b"> </span>doświadczonych <span class="_ _c"> </span>i <span class="_ _b"> </span>odpowiednio <span class="_ _c"> </span>przeszkolonych </span></span></div><div class="t m0 x18 h2 ya87 ff1 fs0 fc1 sc0 ls0 ws0">pracowników;<span class="ff2"> </span></div><div class="t m0 x17 h11 ya88 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">w <span class="_ _4"></span>zakresie<span class="_ _1"></span> <span class="_ _4"></span>sieci <span class="_ _4"> </span>gazowych <span class="_ _5"> </span>dodatkowo: <span class="_ _4"></span>dobór <span class="_ _5"> </span>odpowiednich </span></span></div><div class="t m0 x18 h2 ya89 ff1 fs0 fc1 sc0 ls0 ws0">materiałów i <span class="_ _8"></span>re<span class="_ _1"></span>alizacja p<span class="_ _0"></span>rac zgodnie z <span class="_ _8"></span>wymaganiami instytucji </div><div class="t m0 x18 h2 ya8a ff1 fs0 fc1 sc0 ls0 ws0">nadzorujących, stosowanie instala<span class="_ _0"></span>cji zabezpieczających;<span class="ff2"> </span></div><div class="t m0 x17 h11 ya8b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">współpraca <span class="_ _a"></span>ze <span class="_ _4"></span>specjalistycznymi <span class="_ _a"></span>firmami<span class="_ _1"></span> <span class="_ _a"></span>konsultingowych <span class="_ _4"></span>w </span></span></div><div class="t m0 x18 h2 y5f3 ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _b"> </span>ochrony <span class="_ _b"> </span>środowiska <span class="_ _5"> </span>i <span class="_ _b"> </span>zdrowia, <span class="_ _b"> </span>w <span class="_ _b"> </span>ce<span class="_ _1"></span>lu <span class="_ _b"> </span>zarządzania </div><div class="t m0 x18 h2 ya8c ff1 fs0 fc1 sc0 ls0 ws0">niniejszym ryzykiem, w <span class="_ _1"></span>tym z <span class="_ _1"></span>doradcą ds. <span class="_ _1"></span>przewozu towarów </div><div class="t m0 x18 h2 y5f5 ff2 fs0 fc1 sc0 ls0 ws0">niebezpiecznych; </div><div class="t m0 x17 h11 y5e3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">posiadanie <span class="_ _39"> </span>stosownyc<span class="_ _1"></span>h <span class="_ _39"> </span>ubezpieczeń <span class="_ _39"> </span>odpowiedzialności </span></span></div><div class="t m0 x18 h2 y591 ff1 fs0 fc1 sc0 ls0 ws0">cywilnej <span class="_ _5"> </span>o<span class="_ _1"></span>raz <span class="_ _5"> </span>majątkowych, <span class="_ _5"> </span>przenoszących <span class="_ _b"> </span>część <span class="_ _5"> </span>ryzyka <span class="_ _5"> </span>na<span class="_ _1"></span> </div><div class="t m0 x18 h2 ya8d ff2 fs0 fc1 sc0 ls0 ws0">ubezpieczycieli. </div><div class="t m0 x17 h11 y592 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">kontrole emisji gazów i pyłów do atmosfery;<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y55c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dążenie <span class="_ _1"></span>do <span class="_ _6"></span>wymiany <span class="_ _6"></span>taboru <span class="_ _6"></span>kolejowego <span class="_ _6"></span>na <span class="_ _6"></span>nowocześniejszy, </span></span></div><div class="t m0 x18 h2 y590 ff1 fs0 fc1 sc0 ls0 ws0">w szczególności w obszarze norm emisji spalin; <span class="ff2"> </span></div><div class="t m0 x17 h11 y531 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">bieżące <span class="_ _19"> </span>monitorowanie <span class="_ _19"> </span>zbiorników <span class="_ _d"> </span>i <span class="_ _19"> </span>urządzeń <span class="_ _19"> </span>w <span class="_ _d"> </span>któryc<span class="_ _1"></span>h </span></span></div><div class="t m0 x18 h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">znajdują <span class="_ _5"> </span>się <span class="_ _5"> </span>substancje<span class="_ _1"></span> <span class="_ _5"> </span>niebezpieczne. <span class="_ _5"> </span>Utrzymywanie <span class="_ _5"> </span>stałej </div><div class="t m0 x18 h2 y268 ff1 fs0 fc1 sc0 ls0 ws0">rezerwy <span class="_ _f"> </span>pojemności <span class="_ _17"> </span>zbiornika <span class="_ _17"> </span>rete<span class="_ _1"></span>ncyjnego, <span class="_ _f"> </span>gotowej <span class="_ _17"> </span>na </div><div class="t m0 x18 h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">przyjęcie <span class="_ _33"> </span>nadmiaru <span class="_ _28"> </span>wód <span class="_ _28"> </span>opadowych <span class="_ _33"> </span>lub<span class="_ _1"></span> <span class="_ _33"> </span>śc<span class="_ _1"></span>ieków <span class="_ _33"> </span>o </div><div class="t m0 x18 h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">ponadnormatywnych wskaźnikach zanieczyszczeń.<span class="ff2 fc5"> </span></div></div><div class="c x1 y84 w62 h12e"><div class="t m0 xb h2 ya8e ff2 fs0 fc5 sc0 ls0 ws0">Ryzyko remediacji  </div></div><div class="c xe y84 w63 h12e"><div class="t m0 xb h2 y8c8 ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _34"> </span>związane <span class="_ _39"> </span>jest <span class="_ _39"> </span>z <span class="_ _34"> </span>konie<span class="_ _1"></span>cznością <span class="_ _34"> </span>reme<span class="_ _1"></span>diacji<span class="_ _0"></span> <span class="_ _39"> </span>gruntów </div><div class="t m0 xb h2 y864 ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczonych <span class="_ _19"> </span>historycznie. <span class="_ _d"> </span>Te<span class="_ _1"></span>rminale <span class="_ _19"> </span>posiad<span class="_ _0"></span>ane <span class="_ _19"> </span>przez <span class="_ _19"> </span>Grupę </div><div class="t m0 xb h2 y8c9 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="ff1">znajd<span class="_ _0"></span>ują się na <span class="_ _8"></span>gruntach, na których <span class="_ _8"></span>od lat 20<span class="ff2">-</span>tych ubiegłego </span></div><div class="t m0 xb h2 y4c3 ff1 fs0 fc1 sc0 ls0 ws0">wieku <span class="_ _17"> </span>była <span class="_ _19"> </span>prow<span class="_ _1"></span>adzona <span class="_ _19"> </span>dzi<span class="_ _1"></span>ałalność <span class="_ _17"> </span>związana <span class="_ _19"> </span>z <span class="_ _17"> </span>przerobem <span class="_ _17"> </span>ropy </div><div class="t m0 xb h2 ya8f ff1 fs0 fc1 sc0 ls0 ws0">naftowej. <span class="_ _f"> </span>Z <span class="_ _f"> </span>uwagi <span class="_ _f"> </span>na <span class="_ _f"> </span>stosowaną <span class="_ _f"> </span>ówcześ<span class="_ _1"></span>nie <span class="_ _f"> </span>technologię, <span class="_ _17"> </span>c<span class="_ _1"></span>zęść </div><div class="t m0 xb h2 y5ed ff1 fs0 fc1 sc0 ls0 ws0">nieruchomości, <span class="_ _1"></span>na <span class="_ _1"></span>których <span class="_ _6"></span>prowadzona <span class="_ _1"></span>jest <span class="_ _1"></span>aktualnie<span class="_ _1"></span> <span class="_ _1"></span>działalność, <span class="_ _1"></span>je<span class="_ _1"></span>st </div><div class="t m0 xb h2 ya90 ff2 fs0 fc1 sc0 ls12 ws0">zal<span class="ff1 ls0">iczana <span class="_ _b"> </span>do <span class="_ _b"> </span>gruntów <span class="_ _b"> </span>zanieczyszczonych <span class="_ _b"> </span>his<span class="_ _1"></span>torycznie, <span class="_ _5"> </span>podlegających </span></div><div class="t m0 xb h2 y5ef ff1 fs0 fc1 sc0 ls0 ws0">regulacjom <span class="_ _20"> </span>prawnym, <span class="_ _28"> </span>dot<span class="_ _1"></span>yczącym <span class="_ _20"> </span>obowiązku <span class="_ _20"> </span>ich <span class="_ _20"> </span>remediacji. </div><div class="t m0 xb h2 y5f0 ff2 fs0 fc1 sc0 ls0 ws0">Aktualiza<span class="ff1">cja <span class="_ _19"> </span>obowiązku <span class="_ _19"> </span>remediacji <span class="_ _19"> </span>w <span class="_ _19"> </span>przypadkach <span class="_ _19"> </span>o<span class="_ _1"></span>kreślonych <span class="_ _19"> </span>w </span></div><div class="t m0 xb h2 y1d0 ff1 fs0 fc1 sc0 ls0 ws0">przepisach p<span class="_ _0"></span>rawa skutkować <span class="_ _0"></span>będzie koniecznością <span class="_ _0"></span>poniesienia k<span class="_ _0"></span>osztów </div><div class="t m0 xb h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">tej <span class="_ _1"></span>remediacji, <span class="_ _1"></span>na <span class="_ _1"></span>które <span class="_ _1"></span>tworzone są <span class="_ _1"></span>rezerw<span class="_ _1"></span>y finansowe. <span class="_ _1"></span>Wartość <span class="_ _1"></span>tych </div><div class="t m0 xb h2 y550 ff1 fs0 fc1 sc0 ls0 ws0">rezerw <span class="_ _4"> </span>może <span class="_ _5"> </span>nie <span class="_ _4"> </span>być <span class="_ _4"> </span>w<span class="_ _1"></span>ystarcza<span class="_ _0"></span>jąca <span class="_ _4"></span>do <span class="_ _5"> </span>pokrycia <span class="_ _4"></span>tych <span class="_ _4"> </span>kos<span class="_ _1"></span>ztów, <span class="_ _4"> </span>a <span class="_ _4"> </span>ic<span class="_ _1"></span>h </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wysokość <span class="_ _19"> </span>może <span class="_ _19"> </span>negatywnie <span class="_ _19"> </span>wpłynąć <span class="_ _17"> </span>na <span class="_ _d"> </span>wynik <span class="_ _19"> </span>finans<span class="_ _1"></span>owy <span class="_ _19"> </span>Grupy </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT. </div><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div></div><div class="c x71 y84 w64 h12e"><div class="t m0 xb h2 ya8e ff2 fs0 fc5 sc0 ls0 ws0">Wysoki </div><div class="t m0 xb h2 ya91 ff2 fs0 fc1 sc0 ls0 ws0">(<span class="ffa">↖</span>)<span class="fc5"> </span></div></div></div><div class="pi" ></div></div><div id="pf5c" class="pf w0 h0" ><div class="pc pc5c w0 h0"><img class="bi x9 y83f w43 h12f" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">92<span class="ls0"> </span></div></div><div class="c xe ya92 w63 h116"><div class="t m0 x17 h11 y902 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">monitoring <span class="_ _21"> </span>fizyczny <span class="_ _21"> </span>te<span class="_ _1"></span>renów, <span class="_ _21"> </span>których <span class="_ _33"> </span>dotyczy <span class="_ _21"> </span>ryzy<span class="_ _1"></span>ko </span></span></div><div class="t m0 x18 h2 y987 ff2 fs0 fc1 sc0 ls0 ws0">rekultywacji remediacji; </div><div class="t m0 x17 h11 y8fa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">monitoring przepisów z zakresu ochrony środowiska;<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y91f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">pozyskiwanie <span class="_ _2b"> </span>informacji <span class="_ _2b"> </span>zewnętrznych <span class="_ _2b"> </span>dotyczących </span></span></div><div class="t m0 x18 h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">oddziaływania zakładu na otoczenie;<span class="ff2"> </span></div><div class="t m0 x17 h11 y776 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">coroczne <span class="_ _39"> </span>przeglądy <span class="_ _39"> </span>i <span class="_ _39"> </span>weryfikacja <span class="_ _39"> </span>wartości <span class="_ _39"> </span>kosztów </span></span></div><div class="t m0 x18 h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">potencjalnej rekultywacji remediacji gruntów;<span class="ff2"> </span></div><div class="t m0 x17 h11 y58e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">konsultacje z doradcami w zakresie ochrony środowiska;<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y51e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">konsultacje <span class="_ _21"> </span>z <span class="_ _33"> </span>zarządem <span class="_ _21"> </span>oraz <span class="_ _21"> </span>stosow<span class="_ _1"></span>nymi <span class="_ _21"> </span>komórkami </span></span></div><div class="t m0 x18 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">organizacyjnymi. </div></div><div class="c x1 ya93 w3a h36"><div class="t m0 xb h2 y266 ff1 fs0 fc5 sc0 ls0 ws0">Ryzyka społeczne<span class="ff2 fc1"> </span></div></div><div class="c x1 ya94 w62 h130"><div class="t m0 xb h2 ya95 ff1 fs0 fc5 sc0 ls0 ws0">Ryzyko kapitału </div><div class="t m0 xb h2 y742 ff2 fs0 fc5 sc0 ls0 ws0">pracowniczego<span class="fc1">  </span></div></div><div class="c xe ya94 w63 h130"><div class="t m0 xb h2 ya95 ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko odnos<span class="_ _1"></span>i s<span class="_ _1"></span>ię <span class="_ _1"></span>do <span class="_ _1"></span>potencjalnych <span class="_ _1"></span>strat <span class="_ _1"></span>i <span class="_ _1"></span>negatywnych <span class="_ _1"></span>kons<span class="_ _1"></span>ekwencji </div><div class="t m0 xb h2 y742 ff1 fs0 fc1 sc0 ls0 ws0">wynikających <span class="_ _19"> </span>z <span class="_ _19"> </span>niedoboru, <span class="_ _19"> </span>nie<span class="_ _1"></span>właściwego <span class="_ _19"> </span>zarządzania <span class="_ _19"> </span>lub <span class="_ _19"> </span>niskiej </div><div class="t m0 xb h2 ya96 ff1 fs0 fc1 sc0 ls0 ws0">jakości <span class="_ _6"></span>zasobów <span class="_ _6"></span>ludzkich <span class="_ _6"></span>w <span class="_ _a"></span>organizacji. <span class="_ _6"></span>Może <span class="_ _6"></span>dotyczyć <span class="_ _a"></span>zarówno <span class="_ _a"></span>ilości </div><div class="t m0 xb h2 y7a0 ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _4"></span>(np. <span class="_ _a"></span>trudnoś<span class="_ _1"></span>ci <span class="_ _a"></span>w <span class="_ _4"></span>rekrutacji <span class="_ _4"></span>i <span class="_ _4"></span>wysokiej <span class="_ _4"></span>rotacji), <span class="_ _4"></span>jak <span class="_ _a"></span>i <span class="_ _4"></span>ich </div><div class="t m0 xb h2 ya97 ff1 fs0 fc1 sc0 ls0 ws0">kompetencji, motywacji czy zdolności adapta<span class="_ _8"></span>c<span class="_ _1"></span>yjnych.<span class="ff2"> </span></div><div class="t m0 xb h2 y134 ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _1"></span>może <span class="_ _6"></span>wynikać <span class="_ _6"></span>z <span class="_ _1"></span>znacz<span class="_ _1"></span>ącego <span class="_ _1"></span>spadku <span class="_ _6"></span>zaangażowania <span class="_ _6"></span>w <span class="_ _6"></span>wyniku </div><div class="t m0 xb h2 ya98 ff1 fs0 fc1 sc0 ls0 ws0">zmian w<span class="_ _1"></span> o<span class="_ _1"></span>toczeniu <span class="_ _1"></span>biznesowym oraz <span class="_ _1"></span>zmian <span class="_ _1"></span>organizacyjnych <span class="_ _1"></span>wewnątrz </div><div class="t m0 xb h2 ya99 ff1 fs0 fc1 sc0 ls0 ws0">spółki <span class="_ _33"> </span>i <span class="_ _28"> </span>grupy <span class="_ _33"> </span>kapitałowej, <span class="_ _28"> </span>m.in. <span class="_ _28"> </span>w <span class="_ _28"> </span>zakresie <span class="_ _33"> </span>porozumienia </div><div class="t m0 xb h2 ya9a ff2 fs0 fc1 sc0 ls0 ws0">transferowego. </div><div class="t m0 xb h2 ya9b ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko związane z polityką wynagrodzeń d<span class="_ _0"></span>otyczy potencjalnych </div><div class="t m0 xb h2 ya9c ff1 fs0 fc1 sc0 ls0 ws0">negatywnych konsekwencji wynikających z niewłaściwego zarządzania </div><div class="t m0 xb h2 ya9d ff1 fs0 fc1 sc0 ls0 ws0">systemem wynagradzania i premiowania pracowników. Może </div><div class="t m0 xb h2 ya9e ff1 fs0 fc1 sc0 ls0 ws0">obejmować aspekty finansowe, operacyjne, strategiczne, zgodności z </div><div class="t m0 xb h2 ya9f ff2 fs0 fc1 sc0 ls0 ws0">regulac<span class="ff1">jami oraz wpływ na kulturę organizacyjną i <span class="_ _8"></span>re<span class="_ _1"></span>putację firmy.<span class="ff2"> </span></span></div><div class="t m0 xb h2 y322 ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div><div class="t m0 x17 h11 yc3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stała <span class="_ _10"> </span>analiza <span class="_ _24"> </span>kapitału <span class="_ _24"> </span>pracowniczego <span class="_ _10"> </span>Grupy <span class="_ _24"> </span>U<span class="ff2">NIMOT<span class="_ _1"></span> <span class="_ _10"> </span><span class="ls32">i </span></span></span></span></div><div class="t m0 x18 h2 y19b ff2 fs0 fc1 sc0 ls0 ws0">otoczenia rynkowego; </div><div class="t m0 x17 h11 yaa0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrożony hybrydowy system pracy;<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y950 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">cykliczny <span class="_ _17"> </span>proces <span class="_ _17"> </span>podwyżkowy <span class="_ _17"> </span>uwzględniający <span class="_ _17"> </span>benchmark </span></span></div><div class="t m0 x18 h2 y7d9 ff2 fs0 fc1 sc0 ls0 ws0">rynkowy; </div><div class="t m0 x17 h11 y497 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">oferta benefitów dostosowana do oferty rynkowej;<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 yaa1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">transparentny <span class="_ _22"> </span>system <span class="_ _22"> </span>premiowy <span class="_ _22"> </span>poza <span class="_ _22"> </span>wynagrodzeniem </span></span></div><div class="t m0 x18 h2 y902 ff2 fs0 fc1 sc0 ls0 ws0">zasadniczym; </div><div class="t m0 x17 h11 y903 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zróżnicowana oferta rozwojowa;<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y8fa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">budowanie kultury or<span class="_ _1"></span>ganizacyjnej nastawionej na <span class="_ _1"></span>integrację i </span></span></div><div class="t m0 x18 h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">współpracę;<span class="ff2"> </span></div><div class="t m0 x17 h11 y463 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">podejmowanie działań budujących employer branding;<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y776 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrożenie <span class="_ _38"> </span>skutecznych <span class="_ _39"> </span>działań <span class="_ _38"> </span>w <span class="_ _38"> </span>ramach <span class="_ _39"> </span>proc<span class="_ _1"></span>esu </span></span></div><div class="t m0 x18 h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">onboardingu dla nowych pracowników;<span class="ff2"> </span></div><div class="t m0 x17 h11 y58e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie <span class="_ _d"> </span>działań <span class="_ _d"> </span>budujących <span class="_ _e"> </span>ś<span class="_ _1"></span>wiadomość <span class="_ _d"> </span>w <span class="_ _e"> </span>o<span class="_ _1"></span>bszarze </span></span></div><div class="t m0 x18 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">wellbeingu, <span class="_ _6"></span>o<span class="_ _1"></span>rganizowanie <span class="_ _6"></span>webinarów, <span class="_ _a"></span>działań <span class="_ _6"></span>angażujących </div><div class="t m0 x18 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">pracowników w tym obszarze.<span class="ff2"> </span></div></div><div class="c x71 ya94 w64 h130"><div class="t m0 xb h2 ya95 ff1 fs0 fc5 sc0 ls0 ws0">Średni<span class="ff2"> </span></div><div class="t m0 xb h2 y742 ff2 fs0 fc1 sc0 ls0 ws0">(<span class="ff1">↔</span>) </div></div><div class="c x1 yaa2 w62 h131"><div class="t m0 xb h2 ya61 ff2 fs0 fc5 sc0 ls0 ws0">Ryzyko BHP<span class="fc1"> </span></div></div><div class="c xe yaa2 w63 h131"><div class="t m0 xb h2 ya61 ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _e"> </span>jest <span class="_ _d"> </span>związane <span class="_ _d"> </span>z <span class="_ _d"> </span>zapew<span class="_ _1"></span>nieniem <span class="_ _e"> </span>bezpieczeńs<span class="_ _1"></span>twa, <span class="_ _e"> </span>zdrowia <span class="_ _d"> </span>i </div><div class="t m0 xb h2 ya62 ff1 fs0 fc1 sc0 ls0 ws0">higieny <span class="_ _8"></span>pracy<span class="_ _1"></span> <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>całym<span class="_ _1"></span> <span class="_ _8"></span>łańc<span class="_ _1"></span>uchu <span class="_ _8"></span>wartośc<span class="_ _1"></span>i <span class="_ _8"></span>Grupy U<span class="ff2">NIMOT</span>. Na ryz<span class="_ _0"></span>yko są </div><div class="t m0 xb h2 y4be ff1 fs0 fc1 sc0 ls0 ws0">szczególnie <span class="_ _a"></span>narażeni <span class="_ _a"></span>pracownicy <span class="_ _a"></span>Grupy <span class="_ _6"></span>i <span class="_ _a"></span>os<span class="_ _1"></span>oby <span class="_ _6"></span>w<span class="_ _1"></span>ykonujące <span class="_ _a"></span>prace <span class="_ _a"></span>na </div><div class="t m0 xb h2 ya63 ff1 fs0 fc1 sc0 ls0 ws0">rzecz <span class="_ _a"></span>firm <span class="_ _4"></span>współpracujących <span class="_ _a"></span>z <span class="_ _4"></span>Grupą, <span class="_ _4"></span>na <span class="_ _a"></span>przykład <span class="_ _4"></span>wykonujące <span class="_ _4"></span>prace </div><div class="t m0 xb h2 ya64 ff1 fs0 fc1 sc0 ls0 ws0">związane <span class="_ _33"> </span>z: <span class="_ _28"> </span>magazynowaniem, <span class="_ _28"> </span>przeładunkiem <span class="_ _33"> </span>i <span class="_ _28"> </span>transportem, </div><div class="t m0 xb h2 y863 ff1 fs0 fc1 sc0 ls0 ws0">wykonujący montaż <span class="_ _1"></span>paneli fot<span class="_ _1"></span>owoltaicznych (PV).<span class="_ _1"></span> Materializacji ryzy<span class="_ _1"></span><span class="ff2">ka </span></div><div class="t m0 xb h2 yaa3 ff1 fs0 fc1 sc0 ls0 ws0">mogą <span class="_ _0"></span>sprzyjać systemy pracy zmianowej, pra<span class="_ _0"></span>cy dwunastogodzinnej, w </div><div class="t m0 xb h2 y865 ff1 fs0 fc1 sc0 ls0 ws0">porach <span class="_ _7"></span>nocnych,<span class="_ _1"></span> <span class="_ _7"></span>rutyna, <span class="_ _7"></span>ignorowanie <span class="_ _8"></span>wewnętrznych <span class="_ _7"></span>oraz <span class="_ _8"></span>zewnętrznych </div><div class="t m0 xb h2 ya65 ff1 fs0 fc1 sc0 ls0 ws0">regulacji <span class="_ _b"> </span>i <span class="_ _b"> </span>przepisów <span class="_ _b"> </span>prawa. <span class="_ _c"> </span>Wpływ <span class="_ _b"> </span>na <span class="_ _b"> </span>wystąpienie <span class="_ _b"> </span>wypadku <span class="_ _b"> </span>mogą<span class="_ _1"></span> </div><div class="t m0 xb h2 ya66 ff1 fs0 fc1 sc0 ls0 ws0">mieć  również  aspekty  techniczne  (tj.  awarie  i  katastrofy)<span class="_ _1"></span><span class="ff2">,  w  tym </span></div><div class="t m0 xb h2 ya67 ff1 fs0 fc1 sc0 ls0 ws0">wybuchy, <span class="_ _f"> </span>zapłony, <span class="_ _10"> </span>uwolnienia <span class="_ _10"> </span>substancji <span class="_ _10"> </span>czy <span class="_ _10"> </span>wycieki <span class="_ _f"> </span>s<span class="_ _1"></span>ubstancji </div><div class="t m0 xb h2 y5ee ff1 fs0 fc1 sc0 ls0 ws0">ropopochodnej. <span class="_ _1"></span>Umiarkowane <span class="_ _1"></span>i <span class="_ _1"></span>c<span class="_ _1"></span>iężkie <span class="_ _1"></span>wypadki <span class="_ _1"></span>przy <span class="_ _1"></span>pracy <span class="_ _1"></span>s<span class="_ _1"></span>kutkujące </div><div class="t m0 xb h2 ya68 ff1 fs0 fc1 sc0 ls0 ws0">utratą <span class="_ _4"></span>zdrowia <span class="_ _4"> </span>lub <span class="_ _5"> </span>życia <span class="_ _4"> </span>ludzkiego <span class="_ _5"> </span>są <span class="_ _4"></span>nieakceptowalnym <span class="_ _4"></span>r<span class="_ _1"></span>yzykiem <span class="_ _4"></span>w </div><div class="t m0 xb h2 y5f0 ff2 fs0 fc1 sc0 ls0 ws0">Grupie UNIMOT <span class="_ _8"></span><span class="ff1">–<span class="ff2"> </span>mogą rodz<span class="_ _0"></span>ić negatywne dla<span class="_ _8"></span> Grupy skut<span class="ff2">ki <span class="_ _8"></span>w<span class="_ _1"></span> obszarze </span></span></div><div class="t m0 xb h2 y48a ff1 fs0 fc1 sc0 ls0 ws0">odpowiedzialności karnej i odszkodowawczej, w związku z czym Grupa </div><div class="t m0 xb h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">przykłada <span class="_ _e"> </span>najwyższą <span class="_ _e"> </span>wa<span class="_ _1"></span>gę <span class="_ _e"> </span>do <span class="_ _d"> </span>kwestii <span class="_ _e"> </span>związanych <span class="_ _d"> </span>z <span class="_ _e"> </span>utr<span class="_ _1"></span>zymaniem </div><div class="t m0 xb h2 y9a3 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa <span class="_ _4"></span>pracy. <span class="_ _4"></span>Ryzyko <span class="_ _4"></span>obejmuje <span class="_ _5"> </span>również <span class="_ _4"></span>wystąpienie <span class="_ _4"></span>cho<span class="_ _1"></span>rób </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zawodowych  u  pracowników  narażonych <span class="_ _9"> </span>na  ekspozycję<span class="_ _1"></span><span class="ff2">  </span>czynników </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">szkodliwych dla zdrowia człowieka.<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div></div><div class="c x71 yaa2 w64 h131"><div class="t m0 xb h2 ya61 ff1 fs0 fc5 sc0 ls0 ws0">Średni<span class="ff2"> </span></div><div class="t m0 xb h2 ya62 ff2 fs0 fc1 sc0 ls0 ws0">(<span class="ff1">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf5d" class="pf w0 h0" ><div class="pc pc5d w0 h0"><img class="bi x9 y29c w43 h132" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">93<span class="ls0"> </span></div></div><div class="c xe yaa4 w63 h133"><div class="t m0 x17 h11 yaa5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przestrzeganie <span class="_ _d"> </span>przepisów <span class="_ _d"> </span>z <span class="_ _d"> </span>zasad <span class="_ _19"> </span>BHP <span class="_ _d"> </span>oraz <span class="_ _d"> </span>PPOŻ <span class="_ _d"> </span>przez<span class="_ _1"></span> </span></span></div><div class="t m0 x18 h2 yaa6 ff1 fs0 fc1 sc0 ls0 ws0">pracowników, <span class="_ _37"> </span>pracowników <span class="_ _45"> </span>firm <span class="_ _45"> </span>zewnętrznych <span class="_ _45"> </span>i </div><div class="t m0 x18 h2 yaa7 ff1 fs0 fc1 sc0 ls0 ws0">kontrahentów;<span class="ff2"> </span></div><div class="t m0 x17 h11 y4d1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zapewnienie <span class="_ _4"></span>środków <span class="_ _4"></span>ochrony <span class="_ _4"></span>indywidualnej <span class="_ _a"></span>i <span class="_ _5"> </span>zbiorowej <span class="_ _4"></span>dla </span></span></div><div class="t m0 x18 h2 y5cc ff1 fs0 fc1 sc0 ls0 ws0">pracowników, <span class="_ _14"> </span>kontrolę <span class="_ _14"> </span>środow<span class="_ _1"></span>iska <span class="_ _2e"> </span>pr<span class="_ _1"></span>acy, <span class="_ _14"> </span>szkolenie </div><div class="t m0 x18 h2 ya53 ff1 fs0 fc1 sc0 ls0 ws0">pracowników w obszarze BHP, <span class="_ _1"></span>przeprowadzenie instruktażów </div><div class="t m0 x18 h2 y560 ff1 fs0 fc1 sc0 ls0 ws0">szkoleniowych, <span class="_ _a"></span>przed <span class="_ _a"></span>dopuszczeniem <span class="_ _4"></span>pracowników <span class="_ _a"></span>do <span class="_ _4"></span>pracy </div><div class="t m0 x18 h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">na określonym stanowisku;<span class="ff2"> </span></div><div class="t m0 x17 h11 y8fb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">budowanie świadomości zagroże<span class="_ _1"></span>ń i kształtowanie w<span class="_ _1"></span>łaściwych </span></span></div><div class="t m0 x18 h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">postaw w zakresie BHP; </div><div class="t m0 x17 h11 y78a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">bieżący <span class="_ _c"> </span>monitoring <span class="_ _c"> </span>i <span class="_ _c"> </span>wdrożenie <span class="_ _c"> </span>zmian <span class="_ _c"> </span>prawnych <span class="_ _9"> </span>oraz <span class="_ _b"> </span>tzw.<span class="_ _1"></span> </span></span></div><div class="t m0 x18 h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">dobrych praktyk BHP w branży;<span class="ff2"> </span></div><div class="t m0 x17 h11 y58e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stosowane <span class="_ _39"> </span>zabezpieczenia <span class="_ _39"> </span>techniczne<span class="_ _1"></span> <span class="_ _39"> </span>(bezpieczeństwo </span></span></div><div class="t m0 x18 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">procesowe i techniczne); </div><div class="t m0 x17 h11 y3fc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">kontrole i okresowe oceny i analizy stanu b<span class="_ _0"></span>ezpieczeńs<span class="_ _1"></span>twa.<span class="ff2"> </span></span></span></div></div><div class="c x1 y2ca w62 h12b"><div class="t m0 xb h2 y742 ff2 fs0 fc5 sc0 ls0 ws0">Ryzyko naruszenia </div><div class="t m0 xb h2 y38a ff1 fs0 fc5 sc0 ls0 ws0">bezpieczeństwa </div><div class="t m0 xb h2 y7a0 ff2 fs0 fc5 sc0 ls0 ws0">danych osobowych </div><div class="t m0 xb h2 yaa8 ff1 fs0 fc1 sc0 ls0 ws0">(poufności, </div><div class="t m0 xb h2 yaa9 ff1 fs0 fc1 sc0 ls0 ws0">integralności i/lub </div><div class="t m0 xb h2 ya98 ff1 fs0 fc1 sc0 ls0 ws0">dostępności)<span class="ff2"> </span></div></div><div class="c xe y2ca w63 h12b"><div class="t m0 xb h2 y742 ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _4"></span>związane <span class="_ _4"></span>jest <span class="_ _5"> </span>niezamierzonymi <span class="_ _4"></span>lub <span class="_ _4"></span>zamierzonymi <span class="_ _5"> </span>działaniami </div><div class="t m0 xb h2 y38a ff1 fs0 fc1 sc0 ls0 ws0">pracowników  lub<span class="_ _0"></span>  osób <span class="_ _9"> </span>trzecich,  w <span class="_ _9"> </span>wyniku  k<span class="_ _0"></span>tórych  może<span class="_ _0"></span>  d<span class="_ _8"></span>o<span class="_ _1"></span>jść  d<span class="_ _0"></span>o </div><div class="t m0 xb h2 y7a0 ff1 fs0 fc1 sc0 ls0 ws0">naruszenia bezpieczeńs<span class="_ _1"></span>twa danych os<span class="_ _1"></span>obowych. W <span class="_ _1"></span>konsekwencji może </div><div class="t m0 xb h2 yaa8 ff1 fs0 fc1 sc0 ls0 ws0">dojść <span class="_ _1e"> </span>do <span class="_ _14"> </span>nie<span class="_ _1"></span>zgodnego <span class="_ _14"> </span>z <span class="_ _1e"> </span>prawem <span class="_ _1e"> </span>zniszczenia, <span class="_ _14"> </span>utrace<span class="_ _1"></span>nia </div><div class="t m0 xb h2 yaa9 ff2 fs0 fc1 sc0 ls0 ws0">zmodyfikowa<span class="ff1">nia, <span class="_ _21"> </span>ujawnie<span class="_ _1"></span>nia, <span class="_ _33"> </span>udostępnienia <span class="_ _33"> </span>danych <span class="_ _33"> </span>osobowych </span></div><div class="t m0 xb h2 ya98 ff1 fs0 fc1 sc0 ls0 ws0">przesyłanych, przecho<span class="_ _1"></span>wywanych lub <span class="_ _1"></span>w <span class="_ _1"></span>inny spos<span class="_ _1"></span>ób przetwar<span class="_ _1"></span>zanych w </div><div class="t m0 xb h2 ya99 ff1 fs0 fc1 sc0 ls0 ws0">Grupie. <span class="_ _1"></span>Materializacja ryz<span class="_ _1"></span>yka <span class="_ _1"></span>może <span class="_ _1"></span>wiązać <span class="_ _1"></span>się <span class="_ _1"></span>z <span class="_ _1"></span>zakłóceniami c<span class="_ _1"></span>iągłości </div><div class="t m0 xb h2 ya9a ff1 fs0 fc1 sc0 ls0 ws0">działania, <span class="_ _35"> </span>niemożliwością <span class="_ _35"> </span>realizacji <span class="_ _35"> </span>obowiązków <span class="_ _2f"> </span>prawnych </div><div class="t m0 xb h2 ya9b ff1 fs0 fc1 sc0 ls0 ws0">spoczywających <span class="_ _10"> </span>na <span class="_ _10"> </span>Grupie <span class="_ _10"> </span>(w<span class="_ _1"></span> <span class="_ _f"> </span>tym <span class="_ _24"> </span>związa<span class="_ _0"></span>nych <span class="_ _10"> </span>z <span class="_ _24"> </span>płatnościami, </div><div class="t m0 xb h2 ya9c ff1 fs0 fc1 sc0 ls0 ws0">rozliczeniami <span class="_ _1a"> </span>pracowniczymi, <span class="_ _2e"> </span>obowiązkami <span class="_ _1a"> </span>podatkowy<span class="_ _1"></span>mi). <span class="_ _1a"> </span>W </div><div class="t m0 xb h2 ya9d ff1 fs0 fc1 sc0 ls0 ws0">przypadku <span class="_ _7"></span>upublicznienia <span class="_ _7"></span>decy<span class="_ _1"></span>zji <span class="_ _7"></span>przez <span class="_ _7"></span>PUODO <span class="_ _8"></span>(Prezes <span class="_ _8"></span>Urzędu <span class="_ _7"></span>Oc<span class="_ _1"></span>hrony </div><div class="t m0 xb h2 ya9e ff1 fs0 fc1 sc0 ls0 ws0">Danych <span class="_ _8"></span>Os<span class="_ _1"></span>obowych) nega<span class="_ _0"></span>tywny <span class="_ _8"></span>wpływ na <span class="_ _8"></span>w<span class="_ _1"></span>izerunek <span class="_ _8"></span>Gru<span class="_ _1"></span>py. Od<span class="_ _8"></span> strony </div><div class="t m0 xb h2 ya9f ff2 fs0 fc1 sc0 ls0 ws0">technologicznej na <span class="_ _8"></span>bezp<span class="ff1">iec<span class="_ _1"></span>zeństwo d<span class="_ _0"></span>anych które <span class="_ _8"></span>Grupa przetwarza <span class="_ _8"></span>ma<span class="_ _1"></span> </span></div><div class="t m0 xb h2 y322 ff1 fs0 fc1 sc0 ls0 ws0">również <span class="_ _19"> </span>wpływ <span class="_ _19"> </span>nie<span class="_ _1"></span>prawidłowe <span class="_ _19"> </span>użytkowanie <span class="_ _19"> </span>oprogramowania <span class="_ _17"> </span>oraz </div><div class="t m0 xb h2 y49d ff1 fs0 fc1 sc0 ls0 ws0">błędna konfiguracja czy też braki <span class="_ _0"></span>niezbędnych aktualizacji.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h2 y19b ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div><div class="t m0 x17 h11 yaaa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrożenie <span class="_ _4"></span>ujednoliconych <span class="_ _4"></span>procedur <span class="_ _4"></span>związanych <span class="_ _a"></span>z <span class="_ _4"> </span>proce<span class="_ _1"></span>sami </span></span></div><div class="t m0 x18 h2 y950 ff2 fs0 fc1 sc0 ls0 ws0">przetwarzania <span class="_ _23"> </span>danych <span class="_ _34"> </span>osobowych,<span class="_ _1"></span> <span class="_ _23"> </span>w <span class="_ _34"> </span>tym <span class="_ _34"> </span>procedur </div><div class="t m0 x18 h2 y952 ff1 fs0 fc1 sc0 ls0 ws0">określających <span class="_ _22"> </span>postępowanie <span class="_ _22"> </span>po <span class="_ _22"> </span>wystąpieniu <span class="_ _2a"> </span>naruszenia </div><div class="t m0 x18 h2 y497 ff2 fs0 fc1 sc0 ls0 ws0">ochrony danych osobowych; </div><div class="t m0 x17 h11 ya52 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrożenie <span class="_ _10"> </span>rozwiązań <span class="_ _f"> </span>technicznych <span class="_ _10"> </span>gwarantujących <span class="_ _f"> </span>m.in. </span></span></div><div class="t m0 x18 h2 ya53 ff1 fs0 fc1 sc0 ls0 ws0">integralność <span class="_ _7"></span>oraz <span class="_ _8"></span>możliwość <span class="_ _8"></span>odtworzenia <span class="_ _7"></span>wszystkich <span class="_ _8"></span>procesów </div><div class="t m0 x18 h2 y987 ff2 fs0 fc1 sc0 ls0 ws0">przetwarzania danych; </div><div class="t m0 x17 h11 y8fa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrożenie <span class="_ _e"> </span>zabezpieczeń  fizyc<span class="_ _1"></span>znych  przed <span class="_ _e"> </span>nieuprawnionym </span></span></div><div class="t m0 x18 h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">dostępem do danych;<span class="ff2"> </span></div><div class="t m0 x17 h11 y463 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">podnoszenie <span class="_ _7"></span>wiedzy <span class="_ _7"></span>pracowników <span class="_ _7"></span>poprzez<span class="_ _1"></span> <span class="_ _7"></span>cykliczne <span class="_ _7"></span>szkolenia;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y776 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">okresowe <span class="_ _5"> </span>audyty <span class="_ _4"> </span>s<span class="_ _1"></span>tosowanych <span class="_ _5"> </span>rozwiązań <span class="_ _5"> </span>technicznych <span class="_ _5"> </span>oraz </span></span></div><div class="t m0 x18 h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">organizacyjnych; </div><div class="t m0 x17 h11 y58e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">IOD <span class="_ _f"> </span>(Inspektor <span class="_ _f"> </span>Ochrony <span class="_ _f"> </span>Danych) <span class="_ _f"> </span>wspierający <span class="_ _17"> </span>spół<span class="_ _1"></span>ki <span class="_ _17"> </span>w<span class="_ _1"></span> </span></span></div><div class="t m0 x18 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">prawidłowym <span class="_ _6"></span>wypełnianiu <span class="_ _a"></span>obowiązków <span class="_ _6"></span>dotyczących <span class="_ _a"></span>Ochrony </div><div class="t m0 x18 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Danych Osobowych. </div></div><div class="c x71 y2ca w64 h12b"><div class="t m0 xb h2 y742 ff1 fs0 fc5 sc0 ls0 ws0">Średni<span class="ff2"> </span></div><div class="t m0 xb h2 y38a ff2 fs0 fc1 sc0 ls0 ws0">(<span class="ff1">↔</span>) </div></div><div class="c x1 yaab w62 h134"><div class="t m0 xb h2 ya63 ff2 fs0 fc5 sc0 ls0 ws0">Ryzyko IT/OT<span class="fc1"> </span></div></div><div class="c xe yaab w63 h134"><div class="t m0 xb h2 ya63 ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko  związane  z  bezpieczeństwem  infrastruktury <span class="_ _9"> </span>informatycznej, </div><div class="t m0 xb h2 ya64 ff1 fs0 fc1 sc0 ls0 ws0">niewłaściwą<span class="ff2"> <span class="_ _34"> </span>konfiguracj</span>ą<span class="ff2"> <span class="_ _34"> </span></span>systemów, <span class="_ _34"> </span>błę<span class="_ _1"></span>dami <span class="_ _23"> </span>w <span class="_ _34"> </span>zarządzaniu </div><div class="t m0 xb h2 y863 ff1 fs0 fc1 sc0 ls0 ws0">infrastrukturą <span class="_ _7"></span>oraz <span class="_ _0"></span>awariami <span class="_ _8"></span>infrastruktury <span class="_ _7"></span>IT,<span class="_ _1"></span> <span class="_ _7"></span>s<span class="_ _1"></span>kutkujące <span class="_ _7"></span>destabilizacją </div><div class="t m0 xb h2 y864 ff1 fs0 fc1 sc0 ls0 ws0">systemów <span class="_ _8"></span>wykorzystywanych <span class="_ _7"></span>przez <span class="_ _8"></span>Grupę <span class="_ _0"></span>do <span class="_ _8"></span>prowadzenia <span class="_ _7"></span>d<span class="_ _1"></span>ziałalności. <span class="ff2"> </span></div><div class="t m0 xb h2 y865 ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko to związane jest <span class="_ _1"></span>również z długiem techn<span class="_ _1"></span>ologicznym i mogą to </div><div class="t m0 xb h2 y4c3 ff1 fs0 fc1 sc0 ls0 ws0">być <span class="_ _6"></span>zaległości <span class="_ _a"></span>w <span class="_ _6"></span>aktualizacji, <span class="_ _6"></span>modernizacji <span class="_ _6"></span>i <span class="_ _a"></span>utrzymaniu <span class="_ _6"></span>syste<span class="_ _1"></span>mów <span class="_ _6"></span>IT, </div><div class="t m0 xb h2 y5ec ff1 fs0 fc1 sc0 ls0 ws0">wynikające z wcześniejszych decyzji <span class="_ _0"></span>o wyborze szybszych lub ta<span class="_ _0"></span>ńszych </div><div class="t m0 xb h2 y5ed ff1 fs0 fc1 sc0 ls0 ws0">rozwiązań <span class="_ _24"> </span>kosztem <span class="_ _1d"> </span>długoterminowej <span class="_ _24"> </span>s<span class="_ _1"></span>tabilności <span class="_ _24"> </span>i <span class="_ _24"> </span>s<span class="_ _1"></span>kalowalności. </div><div class="t m0 xb h2 y5ee ff1 fs0 fc1 sc0 ls0 ws0">Materializacja ryzyka może prow<span class="_ _1"></span>adzić do wzrostu kosztów, pro<span class="_ _1"></span>blemów </div><div class="t m0 xb h2 y5ef ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _17"> </span>bezpieczeństwem <span class="_ _17"> </span>i <span class="_ _17"> </span>ograniczeń <span class="_ _17"> </span>rozwo<span class="_ _1"></span>jowych <span class="_ _17"> </span>a <span class="_ _17"> </span>także <span class="_ _17"> </span>zakłóceń </div><div class="t m0 xb h2 y5f0 ff1 fs0 fc1 sc0 ls0 ws0">działalności <span class="_ _38"> </span>Grupy <span class="_ _1a"> </span>lub <span class="_ _38"> </span>f<span class="_ _1"></span>unkcjonowania <span class="_ _38"> </span>is<span class="_ _1"></span>totnych <span class="_ _38"> </span>systemów </div><div class="t m0 xb h2 y1d0 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa i sterowania.<span class="ff2"> </span></div><div class="t m0 xb h2 y54f ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div><div class="t m0 x17 h11 y550 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zapewnienie <span class="_ _6"></span>optymalnych <span class="_ _1"></span>z <span class="_ _6"></span>p<span class="_ _1"></span>unktu <span class="_ _1"></span>widzenia <span class="_ _6"></span>bezpieczeńs<span class="_ _1"></span>twa </span></span></div><div class="t m0 x18 h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">rozwiązań sprzętowych<span class="ff2"> i systemowych; </span></div><div class="t m0 x17 h11 y51e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">planowe <span class="_ _22"> </span>e<span class="_ _1"></span>liminowanie <span class="_ _22"> </span>długu <span class="_ _2a"> </span>technologicznego <span class="_ _22"> </span>poprzez </span></span></div><div class="t m0 x18 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">stopniową migrację do nowych technologii;<span class="ff2"> </span></div></div><div class="c x71 yaab w64 h134"><div class="t m0 xb h2 ya63 ff2 fs0 fc5 sc0 ls0 ws0">Wysoki </div><div class="t m0 xb h2 yaac ff2 fs0 fc1 sc0 ls0 ws0">(<span class="ffa">↙</span>) </div></div></div><div class="pi" ></div></div><div id="pf5e" class="pf w0 h0" ><div class="pc pc5e w0 h0"><img class="bi x9 y83f w43 h12f" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">94<span class="ls0"> </span></div></div><div class="c xe yaad w63 h10e"><div class="t m0 x17 h11 y950 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">szkolenia i kampanie podnoszące świadomość użytkowników;<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 ya51 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">systematyczna <span class="_ _19"> </span>ewaluacja <span class="_ _19"> </span>oce<span class="_ _1"></span>ny <span class="_ _19"> </span>ryzyka <span class="_ _19"> </span>utraty <span class="_ _19"> </span>poufności, </span></span></div><div class="t m0 x18 h2 y4d1 ff1 fs0 fc1 sc0 ls0 ws0">integralności lub dostępności aktywów informacyjnych;<span class="ff2"> </span></div><div class="t m0 x17 h11 ya52 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ścisłe <span class="_ _8"></span>przestrzeganie <span class="_ _8"></span>i <span class="_ _8"></span>stosow<span class="_ _1"></span>anie <span class="_ _7"></span>zasad <span class="_ _8"></span>wynik<span class="_ _1"></span>ających <span class="_ _8"></span>z <span class="_ _7"></span>m.<span class="_ _1"></span>in.: </span></span></div><div class="t m0 x18 h2 yaae ff1 fs0 fc1 sc0 ls0 ws0">Polityki Bezpieczeństwa, Polityki Backupu;<span class="ff2"> </span></div><div class="t m0 x17 h11 y987 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dostosowanie <span class="_ _f"> </span>do <span class="_ _f"> </span>wymogów, <span class="_ _17"> </span>m.<span class="_ _1"></span>in. <span class="_ _f"> </span>ustawy <span class="_ _f"> </span>o <span class="_ _f"> </span>Krajowym </span></span></div><div class="t m0 x18 h2 y9bf ff1 fs0 fc1 sc0 ls0 ws0">Systemie Cyberbezpieczeństwa;<span class="ff2"> </span></div><div class="t m0 x17 h11 y91f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrażanie <span class="_ _10"> </span>s<span class="_ _1"></span>ystemu <span class="_ _24"> </span>bezpieczeństwa <span class="_ _24"> </span>według <span class="_ _10"> </span>normy <span class="_ _24"> </span>ISO </span></span></div><div class="t m0 x18 h2 y46d ff2 fs0 fc1 sc0 ls1 ws0">27001;<span class="ls0"> </span></div><div class="t m0 x17 h11 y776 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">monitoring zmian w przepisach prawa; </span></span></div><div class="t m0 x17 h11 y779 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ustalona <span class="_ _24"> </span>śc<span class="_ _1"></span>ieżka <span class="_ _24"> </span>akceptacji <span class="_ _24"> </span>oraz<span class="_ _1"></span> <span class="_ _24"> </span>regulacje <span class="_ _1d"> </span>wewnętrzne </span></span></div><div class="t m0 x18 h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">dotyczące <span class="_ _34"> </span>procesu <span class="_ _34"> </span>przyznawania <span class="_ _34"> </span>dostę<span class="_ _1"></span>pów, <span class="_ _34"> </span>w <span class="_ _34"> </span>tym </div><div class="t m0 x18 h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">dwustopniowa autoryzacja; </div><div class="t m0 x17 h11 y3fc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">regularne przeglądy techniczne i strategia <span class="_ _0"></span>modernizacji IT.<span class="_ _1"></span><span class="ff2"> </span></span></span></div></div><div class="c x1 yaaf w62 h135"><div class="t m0 xb h2 yab0 ff2 fs0 fc5 sc0 ls0 ws0">Ryzyko reputacyjne<span class="fc1"> </span></div></div><div class="c xe yaaf w63 h135"><div class="t m0 xb h2 yab0 ff2 fs0 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _2a"> </span>wynika <span class="_ _2a"> </span>z <span class="_ _22"> </span>ne<span class="_ _1"></span>gatywnej <span class="_ _2a"> </span>oceny <span class="_ _2a"> </span>Grupy <span class="_ _2a"> </span>prz<span class="_ _0"></span>ez <span class="_ _2a"> </span>otoczenie, </div><div class="t m0 xb h2 yab1 ff2 fs0 fc1 sc0 ls0 ws0">rozpowszechnianie <span class="_ _d"> </span>nieprawdziwych <span class="_ _e"> </span>info<span class="_ _1"></span>rmacji <span class="_ _e"> </span>w <span class="_ _d"> </span>tym <span class="_ _d"> </span>niezgodny <span class="_ _d"> </span>z </div><div class="t m0 xb h2 yab2 ff1 fs0 fc1 sc0 ls0 ws0">prawdą <span class="_ _1"></span>przekaz <span class="_ _6"></span>medialny. <span class="_ _6"></span>Ryz<span class="_ _1"></span>yko <span class="_ _1"></span>związane <span class="_ _6"></span>jest <span class="_ _6"></span>równie<span class="_ _1"></span>ż <span class="_ _1"></span>z <span class="_ _6"></span>niee<span class="_ _1"></span>tyczną </div><div class="t m0 xb h2 yab3 ff1 fs0 fc1 sc0 ls0 ws0">kampanią  marketingową,  k<span class="_ _0"></span>tóra  może  zostać  negatywnie  odebrana </div><div class="t m0 xb h2 yab4 ff2 fs0 fc1 sc0 ls0 ws0">przez  klie<span class="ff1">ntów  jako <span class="_ _9"> </span>obraźliwa  lub <span class="_ _9"> </span>wprowa<span class="_ _1"></span>dzająca <span class="_ _9"> </span>w  błąd.  Ryzyko </span></div><div class="t m0 xb h2 yab5 ff1 fs0 fc1 sc0 ls0 ws0">związane <span class="_ _17"> </span>jest <span class="_ _17"> </span>również <span class="_ _17"> </span>z <span class="_ _17"> </span>ignorowaniem <span class="_ _17"> </span>bądź <span class="_ _17"> </span>pominięciem <span class="_ _17"> </span>opinii </div><div class="t m0 xb h2 yab6 ff1 fs0 fc1 sc0 ls0 ws0">społeczności lokalny<span class="_ _0"></span>ch w szcze<span class="_ _0"></span>gólności związanej <span class="_ _8"></span>z kwestiami k<span class="_ _0"></span>limatu i </div><div class="t m0 xb h2 yab7 ff1 fs0 fc1 sc0 ls0 ws0">środowiska, <span class="_ _d"> </span>brak <span class="_ _19"> </span>należytej <span class="_ _19"> </span>staranności <span class="_ _d"> </span>w <span class="_ _19"> </span>zakresie <span class="_ _d"> </span>komunikacji <span class="_ _19"> </span>z </div><div class="t m0 xb h2 yab8 ff2 fs0 fc1 sc0 ls0 ws0">otoczen<span class="ff1">iem,  naruszeniem  praw  człowieka  i  norm  klimatycznych  w </span></div><div class="t m0 xb h2 yab9 ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu <span class="_ _d"> </span>wartoś<span class="_ _1"></span>ci, <span class="_ _d"> </span>nieumyś<span class="_ _1"></span>lny <span class="_ _d"> </span>udział <span class="_ _d"> </span>w<span class="_ _1"></span> <span class="_ _d"> </span>nieuczciwyc<span class="_ _1"></span>h <span class="_ _d"> </span>praktykach </div><div class="t m0 xb h2 yaba ff1 fs0 fc1 sc0 ls0 ws0">rynkowych <span class="_ _8"></span>(embarga, <span class="_ _8"></span>korupcja, łapownictwo <span class="_ _8"></span>itp.), <span class="_ _8"></span>niedostosowanie <span class="_ _8"></span>się </div><div class="t m0 xb h2 yabb ff1 fs0 fc1 sc0 ls0 ws0">lub <span class="_ _e"> </span>błędne <span class="_ _e"> </span>zastosowanie<span class="_ _1"></span> <span class="_ _e"> </span>przepisów <span class="_ _e"> </span>bądź <span class="_ _e"> </span>procedur, <span class="_ _e"> </span>narusze<span class="_ _1"></span>nia <span class="_ _e"> </span>w </div><div class="t m0 xb h2 yabc ff2 fs0 fc1 sc0 ls0 ws0">zakresi<span class="ff1">e <span class="_ _4"></span>praw <span class="_ _5"> </span>pracowniczych, <span class="_ _4"></span>ujawnienie <span class="_ _5"> </span>tajemnicy <span class="_ _4"></span>przedsiębiorstw<span class="_ _1"></span>a </span></div><div class="t m0 xb h2 y1bf ff2 fs0 fc1 sc0 ls0 ws0">lub <span class="_ _19"> </span> <span class="_ _17"> </span>danych <span class="_ _17"> </span>osobowych, <span class="_ _17"> </span>skuteczne <span class="_ _17"> </span>atak<span class="_ _0"></span>i <span class="_ _17"> </span>cybernetyczne, <span class="_ _17"> </span>awarie </div><div class="t m0 xb h2 y742 ff1 fs0 fc1 sc0 ls0 ws0">infrastruktury. <span class="_ _e"> </span>Naruszona <span class="_ _e"> </span>re<span class="_ _1"></span>putacja <span class="_ _e"> </span>Grupy, <span class="_ _e"> </span>Członków<span class="_ _1"></span> <span class="_ _e"> </span>Zarządu <span class="_ _e"> </span>lub </div><div class="t m0 xb h2 y38a ff1 fs0 fc1 sc0 ls0 ws0">kluczowych <span class="_ _c"> </span>managerów <span class="_ _b"> </span>może <span class="_ _c"> </span>przełożyć <span class="_ _c"> </span>się <span class="_ _c"> </span>na <span class="_ _b"> </span>s<span class="_ _1"></span>padek <span class="_ _b"> </span>zaufania <span class="_ _c"> </span>do </div><div class="t m0 xb h2 y7a0 ff2 fs0 fc1 sc0 ls0 ws0">Grupy. <span class="_ _1"></span>Ut<span class="ff1">rata <span class="_ _1"></span>reputacji <span class="_ _1"></span>mo<span class="_ _1"></span>że <span class="_ _1"></span>rów<span class="_ _1"></span>nież <span class="_ _1"></span>wpłynąć <span class="_ _1"></span>na <span class="_ _1"></span>postrze<span class="_ _1"></span>ganie <span class="_ _1"></span>Grupy </span></div><div class="t m0 xb h2 ya97 ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _a"></span>rynku <span class="_ _6"></span>k<span class="_ _1"></span>apitałowym <span class="_ _a"></span>a <span class="_ _a"></span>przez <span class="_ _a"></span>to <span class="_ _a"></span>na <span class="_ _a"></span>kurs <span class="_ _a"></span>akcji <span class="_ _6"></span>i <span class="_ _4"></span>zakłócenia <span class="_ _a"></span>łańcucha </div><div class="t m0 xb h2 y134 ff1 fs0 fc1 sc0 ls0 ws0">wartości. <span class="ff2"> </span></div><div class="t m0 xb h2 yabd ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div><div class="t m0 x17 h11 yabe ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">udział <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>inicjatywach <span class="_ _b"> </span>społecznych, <span class="_ _b"> </span>które <span class="_ _b"> </span>budują <span class="_ _5"> </span>wizerunek </span></span></div><div class="t m0 x18 h2 y378 ff1 fs0 fc1 sc0 ls0 ws0">firmy odpowiedzialnej społecznie;<span class="ff2"> </span></div><div class="t m0 x17 h11 yabf ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">transparentna <span class="_ _39"> </span>i <span class="_ _38"> </span>otwarta <span class="_ _38"> </span>komunikacja <span class="_ _39"> </span>z <span class="_ _38"> </span>wszystkimi </span></span></div><div class="t m0 x18 h2 yac0 ff1 fs0 fc1 sc0 ls0 ws0">interesariuszami (zewnętrznymi i wewnętrznymi);<span class="ff2"> </span></div><div class="t m0 x17 h11 yac1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">spójna komunikacja, poprzez s<span class="_ _1"></span>tworzenie przejrzystej strategii </span></span></div><div class="t m0 x18 h2 yac2 ff1 fs0 fc1 sc0 ls0 ws0">komunikacji <span class="_ _22"> </span>i<span class="_ _1"></span> <span class="_ _2a"> </span>innowacji <span class="_ _22"> </span>(zarów<span class="_ _1"></span>no <span class="_ _2a"> </span>wewnętrznej <span class="_ _22"> </span>jak <span class="_ _2a"> </span>i </div><div class="t m0 x18 h2 yac3 ff1 fs0 fc1 sc0 ls0 ws0">zewnętrznej);<span class="ff2"> </span></div><div class="t m0 x17 h11 y45a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">podnoszenie <span class="_ _b"> </span>świadomości <span class="_ _5"> </span>pracowników <span class="_ _b"> </span>w <span class="_ _b"> </span>zakresie <span class="_ _5"> </span>ochrony </span></span></div><div class="t m0 x18 h2 yac4 ff1 fs0 fc1 sc0 ls0 ws0">środowiska, <span class="_ _22"> </span>o<span class="_ _1"></span>raz <span class="_ _22"> </span>ścisłe <span class="_ _22"> </span>przestrzeganie <span class="_ _2a"> </span>przepisów <span class="_ _22"> </span>dot. </div><div class="t m0 x18 h2 ya4e ff1 fs0 fc1 sc0 ls0 ws0">środowiska;<span class="ff2"> </span></div><div class="t m0 x17 h11 ya4f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zarządzanie <span class="_ _f"> </span>w <span class="_ _10"> </span>proces<span class="_ _1"></span>ie <span class="_ _f"> </span>ciągłym <span class="_ _f"> </span>ryzykami <span class="_ _10"> </span>opisanymi <span class="_ _10"> </span>w </span></span></div><div class="t m0 x18 h2 y96f ff2 fs0 fc1 sc0 ls0 ws0">niniejszym sprawozdaniu; </div><div class="t m0 x17 h11 y973 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">monitorowanie sytuacji <span class="_ _8"></span>rynkowej, przepisów <span class="_ _8"></span>prawnych w <span class="_ _8"></span>celu<span class="_ _1"></span> </span></span></div><div class="t m0 x18 h2 y45e ff1 fs0 fc1 sc0 ls0 ws0">dostosowywania <span class="_ _22"> </span>w<span class="_ _1"></span>ewnętrznych <span class="_ _2a"> </span>procedur <span class="_ _22"> </span> <span class="_ _2a"> </span>i <span class="_ _2a"> </span>procesów </div><div class="t m0 x18 h2 y930 ff1 fs0 fc1 sc0 ls0 ws0">zapobiegających nadużyciom;<span class="ff2"> </span></div><div class="t m0 x17 h11 y846 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">korzystanie <span class="_ _1d"> </span>z <span class="_ _1d"> </span>profesjonalnych <span class="_ _1d"> </span>narzędzi <span class="_ _24"> </span>do <span class="_ _1d"> </span>monitoringu </span></span></div><div class="t m0 x18 h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">mediów,  pozwalających  kontrolować  na  bieżąco  wszystkie </div><div class="t m0 x18 h2 y84a ff2 fs0 fc1 sc0 ls0 ws0">publikacje i przekazy o Grupie; </div><div class="t m0 x17 h11 y84b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">budowanie  dobrych <span class="_ _e"> </span>relacji  z <span class="_ _e"> </span>mediami  i <span class="_ _e"> </span>inwe<span class="_ _1"></span>storami  oraz </span></span></div><div class="t m0 x18 h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">prowadzenie dialogu ze społecznościami lokalnymi<span class="ff2">. </span></div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">Poza <span class="_ _0"></span>wymienionymi zabezpieczeniami <span class="_ _0"></span>należy zwrócić uwag<span class="_ _0"></span>ę, że <span class="_ _8"></span>ryzyko<span class="_ _1"></span> </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">reputacyjne <span class="_ _e"> </span>może <span class="_ _e"> </span>zostać <span class="_ _e"> </span>wywołane<span class="_ _1"></span> <span class="_ _e"> </span>w <span class="_ _e"> </span>konsekwencji <span class="_ _e"> </span>materializacji </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">innego <span class="_ _d"> </span>zidentyfikowanego <span class="_ _19"> </span>przez <span class="_ _19"> </span>Grupę <span class="_ _d"> </span>ryzyka <span class="_ _19"> </span>w <span class="_ _19"> </span>związku <span class="_ _d"> </span>z <span class="_ _19"> </span>tym </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">stosowane są zabezpieczenia przypisane do poszczególnych ryzyk.<span class="ff2"> </span></div></div><div class="c x71 yaaf w64 h135"><div class="t m0 xb h2 yab0 ff1 fs0 fc5 sc0 ls0 ws0">Średni<span class="ff2"> </span></div><div class="t m0 xb h2 yab1 ff2 fs0 fc1 sc0 ls0 ws0">(<span class="ffa">↙</span>) </div></div><div class="c x1 yac5 w3a h36"><div class="t m0 xb h2 y266 ff1 fs0 fc5 sc0 ls0 ws0">Ryzyka związane z ładem korporacyjnym<span class="ff2 fc1"> </span></div></div><div class="c x1 yaa2 w62 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">Ryzyko niespójności </div><div class="t m0 xb h2 y51e ff1 fs0 fc5 sc0 ls0 ws0">lub niezgodności z </div></div><div class="c xe yaa2 w63 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko związane <span class="_ _1"></span>jest ze<span class="_ _1"></span> zmienn<span class="_ _1"></span>ością przepisów <span class="_ _1"></span>prawa i <span class="_ _1"></span>koniec<span class="_ _1"></span>znością </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">implementacji <span class="_ _9"> </span><span class="ff1">regulacji  do <span class="_ _c"> </span>pro<span class="_ _1"></span>cesów <span class="_ _9"> </span>i <span class="_ _9"> </span>procedur  obowiąz<span class="_ _0"></span>ujących <span class="_ _9"> </span>w </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Grupie. </div></div><div class="c x71 yaa2 w64 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">Średni<span class="ff2"> </span></div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">(<span class="ff1">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf5f" class="pf w0 h0" ><div class="pc pc5f w0 h0"><img class="bi x9 yac6 w43 h136" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">95<span class="ls0"> </span></div></div><div class="c x1 yac7 w62 h137"><div class="t m0 xb h2 yac8 ff2 fs0 fc5 sc0 ls0 ws0">wymaganiami </div><div class="t m0 xb h2 yac9 ff2 fs0 fc5 sc0 ls0 ws0">prawa<span class="fc1"> </span></div></div><div class="c xe yac7 w63 h137"><div class="t m0 xb h2 yac8 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _9"> </span>związku  z <span class="_ _9"> </span>rozwojem <span class="_ _9"> </span>Grupy <span class="_ _9"> </span>i  licznymi <span class="_ _9"> </span>wymogami <span class="_ _9"> </span>regulacyjnymi </div><div class="t m0 xb h2 yac9 ff1 fs0 fc1 sc0 ls0 ws0">konieczne <span class="_ _c"> </span>jest <span class="_ _b"> </span>w<span class="_ _1"></span>drażanie <span class="_ _b"> </span>i <span class="_ _c"> </span>stosowanie <span class="_ _b"> </span>licznych <span class="_ _c"> </span>procedur <span class="_ _c"> </span>i <span class="_ _b"> </span>regulacji </div><div class="t m0 xb h2 yaca ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznych <span class="_ _a"></span>zgodnych <span class="_ _6"></span>z<span class="_ _1"></span> <span class="_ _6"></span>obo<span class="_ _1"></span>wiązującymi <span class="_ _6"></span>przepisami <span class="_ _a"></span>prawa. <span class="_ _a"></span>Jest <span class="_ _a"></span>to </div><div class="t m0 xb h2 yacb ff1 fs0 fc1 sc0 ls0 ws0">niezbędne <span class="_ _4"></span>z <span class="_ _a"></span>punktu <span class="_ _4"></span>widzenia <span class="_ _4"> </span>zapewnienia <span class="_ _4"></span>bezpieczeństw<span class="_ _1"></span>a <span class="_ _a"></span>prawneg<span class="_ _1"></span><span class="ff2 ls2">o </span></div><div class="t m0 xb h2 yab8 ff1 fs0 fc1 sc0 ls0 ws0">prowadzonej <span class="_ _6"></span>działalności <span class="_ _a"></span>i <span class="_ _a"></span>efektywności <span class="_ _6"></span>biznes<span class="_ _1"></span>u. <span class="_ _6"></span>Ponadto, <span class="_ _a"></span>w <span class="_ _a"></span>związku </div><div class="t m0 xb h2 yacc ff1 fs0 fc1 sc0 ls0 ws0">ze <span class="_ _6"></span>zmieniającym <span class="_ _a"></span>się <span class="_ _a"></span>otoczeniem <span class="_ _a"></span>regulacyjno<span class="ff2">-prawnym <span class="_ _a"></span>istnieje <span class="_ _a"></span>ryzyko </span></div><div class="t m0 xb h2 yaba ff1 fs0 fc1 sc0 ls0 ws0">niespójności <span class="_ _22"> </span>re<span class="_ _1"></span>gulacji <span class="_ _22"> </span>z <span class="_ _2a"> </span>obowiązują<span class="_ _0"></span>cymi <span class="_ _2a"> </span>przepisami, <span class="_ _22"> </span>z <span class="_ _2a"> </span>innymi </div><div class="t m0 xb h2 yacd ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznymi <span class="_ _9"> </span>regulacjami <span class="_ _c"> </span>i<span class="_ _1"></span> <span class="_ _9"> </span>procedurami, <span class="_ _9"> </span>a <span class="_ _9"> </span>także <span class="_ _c"> </span>nie<span class="_ _1"></span>adekwatno<span class="_ _1"></span>ści </div><div class="t m0 xb h2 yabc ff2 fs0 fc1 sc0 ls0 ws0">regulacji w stosunku do praktyk rynkowych. W najgorszym przypadk<span class="_ _0"></span>u, </div><div class="t m0 xb h2 ya95 ff1 fs0 fc1 sc0 ls0 ws0">może to <span class="_ _1"></span>skutkować <span class="_ _1"></span>niespełnieniem wymogów <span class="_ _1"></span>i o<span class="_ _1"></span>bowiązków prawnych </div><div class="t m0 xb h2 y742 ff1 fs0 fc1 sc0 ls0 ws0">przez <span class="_ _7"></span>spółki <span class="_ _7"></span>z <span class="_ _8"></span>Grupy. <span class="_ _8"></span>Dodatkowo <span class="_ _8"></span>ryzyko <span class="_ _7"></span>związane <span class="_ _7"></span>jes<span class="_ _1"></span>t <span class="_ _7"></span>z <span class="_ _7"></span>niew<span class="_ _1"></span>ykonaniem </div><div class="t m0 xb h2 ya96 ff1 fs0 fc1 sc0 ls0 ws0">badań <span class="_ _e"> </span>i <span class="_ _e"> </span>przeglądów  or<span class="_ _1"></span>az  ni<span class="_ _1"></span>ezachowaniem <span class="_ _e"> </span>postanowień  konc<span class="_ _1"></span>esji  i </div><div class="t m0 xb h2 y7a0 ff1 fs0 fc1 sc0 ls0 ws0">decyzji <span class="_ _e"> </span>administracyjnych.  R<span class="_ _1"></span>yzyko  nies<span class="_ _1"></span>pójności <span class="_ _e"> </span>lub  niezgodnośc<span class="_ _1"></span>i  z </div><div class="t m0 xb h2 yace ff1 fs0 fc1 sc0 ls0 ws0">przepisami <span class="_ _8"></span>prawa może <span class="_ _8"></span>zos<span class="_ _1"></span>tać <span class="_ _8"></span>wywoł<span class="_ _1"></span>ane <span class="_ _8"></span>przez działania <span class="_ _8"></span>osób poza <span class="_ _8"></span>ich </div><div class="t m0 xb h2 y134 ff2 fs0 fc1 sc0 ls0 ws0">granicami <span class="_ _19"> </span>upr<span class="ff1">awnień <span class="_ _17"> </span>a <span class="_ _17"> </span>także <span class="_ _19"> </span>ryzyko <span class="_ _17"> </span>może <span class="_ _19"> </span>być <span class="_ _17"> </span>też <span class="_ _19"> </span>zw<span class="_ _1"></span>iązane <span class="_ _19"> </span>z </span></div><div class="t m0 xb h2 yacf ff1 fs0 fc1 sc0 ls0 ws0">nieprzestrzeganiem <span class="_ _5"> </span>lub <span class="_ _5"> </span>nieznajomością <span class="_ _5"> </span>proce<span class="_ _1"></span>dur <span class="_ _5"> </span>i <span class="_ _5"> </span>bra<span class="_ _1"></span>kiem <span class="_ _5"> </span>należytej </div><div class="t m0 xb h2 yabe ff1 fs0 fc1 sc0 ls0 ws0">staranności <span class="_ _6"></span>przy <span class="_ _6"></span>wykonywaniu <span class="_ _a"></span>obowiązków. <span class="_ _6"></span>Powyższe <span class="_ _6"></span>sytuac<span class="_ _1"></span>je <span class="_ _6"></span>mogą </div><div class="t m0 xb h2 yad0 ff1 fs0 fc1 sc0 ls0 ws0">wpływać na obniżenie efektywności dzia<span class="_ _0"></span>łania Grupy i zwiększać ryzyko </div><div class="t m0 xb h2 y2cc ff1 fs0 fc1 sc0 ls0 ws0">prawne <span class="_ _1d"> </span>prowadzonej <span class="_ _1d"> </span>działalności, <span class="_ _1d"> </span>a <span class="_ _1d"> </span>w <span class="_ _1d"> </span>s<span class="_ _1"></span>ytuacjach, <span class="_ _1d"> </span>w <span class="_ _1d"> </span>których </div><div class="t m0 xb h2 yad1 ff1 fs0 fc1 sc0 ls0 ws0">niewypełnienie <span class="_ _24"> </span>określonych <span class="_ _24"> </span>obowiązków <span class="_ _24"> </span>zagrożone <span class="_ _1d"> </span>jest <span class="_ _1d"> </span>sankcją </div><div class="t m0 xb h2 ya9d ff1 fs0 fc1 sc0 ls0 ws0">pieniężną, może skutkować stratą finansową.<span class="ff2"> </span></div><div class="t m0 xb h2 ya9e ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div><div class="t m0 x17 h11 ya9f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrażanie <span class="_ _a"></span>regulacji <span class="_ _a"></span>wewnętrznych <span class="_ _a"></span>i <span class="_ _a"></span>procedur <span class="_ _4"></span>pozwalających </span></span></div><div class="t m0 x18 h2 y322 ff1 fs0 fc1 sc0 ls0 ws0">na sprawne i efektywne działanie Grupy <span class="_ _0"></span>jako organizacji;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x17 h11 yc3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">bieżący mo<span class="_ _1"></span>nitoring <span class="_ _1"></span>przepisów <span class="_ _1"></span>prawa obowią<span class="_ _1"></span>zujących s<span class="_ _1"></span>półki z<span class="_ _1"></span> </span></span></div><div class="t m0 x18 h2 y19b ff2 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _a"></span>i <span class="_ _a"></span>dos<span class="_ _1"></span>tosowywanie <span class="_ _a"></span>re<span class="_ _1"></span>gula<span class="_ _8"></span>c<span class="_ _1"></span>ji <span class="_ _a"></span>oraz <span class="_ _a"></span>proce<span class="_ _1"></span>dur <span class="_ _a"></span>do <span class="_ _a"></span>nowych<span class="_ _1"></span> </div><div class="t m0 x18 h2 yaa0 ff1 fs0 fc1 sc0 ls0 ws0">przepisów;<span class="ff2"> </span></div><div class="t m0 x17 h11 y950 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrożenie  platformy<span class="_ _0"></span>  d<span class="_ _0"></span>o  monitorowania <span class="_ _9"> </span>terminów  rewizji<span class="_ _0"></span>  i </span></span></div><div class="t m0 x18 h2 y7d9 ff1 fs0 fc1 sc0 ls0 ws0">przeglądów;<span class="ff2"> </span></div><div class="t m0 x17 h11 y497 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">funkcjonowanie <span class="_ _17"> </span>systemów <span class="_ _17"> </span>zgłaszania <span class="_ _19"> </span>nadu<span class="_ _1"></span>żyć <span class="_ _19"> </span>i<span class="_ _1"></span> <span class="_ _17"> </span>ochrona </span></span></div><div class="t m0 x18 h2 yaa1 ff1 fs0 fc1 sc0 ls0 ws0">sygnalistów;<span class="ff2"> </span></div><div class="t m0 x17 h11 y902 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">funkcjonowanie  Audytu  We<span class="_ _1"></span>wnętrznego  w  Grupie,<span class="_ _1"></span>  którego </span></span></div><div class="t m0 x18 h2 yad2 ff2 fs0 fc1 sc0 ls0 ws0">zadaniem jest wykrywanie i szacowanie potencjalnego ryzyka </div><div class="t m0 x18 h2 y94f ff1 fs0 fc1 sc0 ls0 ws0">mogącego  się <span class="_ _e"> </span>pojawić  w  ramach  działalności  Grupy <span class="_ _e"> </span>oraz </div><div class="t m0 x18 h2 y97c ff1 fs0 fc1 sc0 ls0 ws0">badanie i <span class="_ _8"></span>o<span class="_ _1"></span>ceniana a<span class="_ _0"></span>dekwatności, skuteczności i <span class="_ _8"></span>e<span class="_ _1"></span>fektywności </div><div class="t m0 x18 h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">systemów kontroli zarządczej;<span class="ff2"> </span></div><div class="t m0 x17 h11 y78a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">szkolenia <span class="_ _b"> </span>podnoszące <span class="_ _b"> </span>świadomość <span class="_ _b"> </span>pracowników <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>zakresie </span></span></div><div class="t m0 x18 h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">kluczowych <span class="_ _2f"> </span>obow<span class="_ _1"></span>iązków <span class="_ _2f"> </span>wyznaczonych <span class="_ _2f"> </span>re<span class="_ _1"></span>gulacjami </div><div class="t m0 x18 h2 y584 ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznymi;<span class="ff2"> </span></div><div class="t m0 x17 h11 y3fb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">współpraca <span class="_ _1"></span>z <span class="_ _6"></span>zewnętrznymi <span class="_ _1"></span>p<span class="_ _1"></span>odmiotami <span class="_ _1"></span>w <span class="_ _1"></span>celu <span class="_ _6"></span>optymalizacji </span></span></div><div class="t m0 x18 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">stosowanych rozwiązań.<span class="ff2"> </span></div></div><div class="c x1 yad3 w62 h131"><div class="t m0 xb h2 yac2 ff2 fs0 fc5 sc0 ls0 ws0">Ryzyko </div><div class="t m0 xb h2 yac3 ff2 fs0 fc5 sc0 ls0 ws0">poszanowania praw </div><div class="t m0 xb h2 y45a ff1 fs0 fc5 sc0 ls0 ws0">człowieka <span class="ff2 fc1"> </span></div></div><div class="c xe yad3 w63 h131"><div class="t m0 xb h2 yac2 ff2 fs0 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _1"></span>obejmuje <span class="_ _1"></span>ws<span class="_ _1"></span>zelkie <span class="_ _1"></span>naruszania <span class="_ _1"></span>w <span class="_ _1"></span>obszarze <span class="_ _6"></span>poszanowania <span class="_ _6"></span>praw </div><div class="t m0 xb h2 yac3 ff1 fs0 fc1 sc0 ls0 ws0">człowieka <span class="_ _a"></span>zawartych <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>przepisach <span class="_ _4"></span>krajowych <span class="_ _a"></span>i <span class="_ _4"></span>międzynarodow<span class="_ _1"></span>ych, <span class="_ _a"></span>a </div><div class="t m0 xb h2 y45a ff1 fs0 fc1 sc0 ls0 ws0">także <span class="_ _4"> </span>za<span class="_ _1"></span>kłócenia <span class="_ _5"> </span>w <span class="_ _5"> </span>funkcjonowaniu <span class="_ _5"> </span>syste<span class="_ _1"></span>mów <span class="_ _4"> </span>ochrony <span class="_ _b"> </span>tych <span class="_ _4"></span>praw <span class="_ _5"> </span>w </div><div class="t m0 xb h2 yac4 ff1 fs0 fc1 sc0 ls0 ws0">całym łańcuchu wartości Grupy UNIMOT.<span class="ff2"> </span></div><div class="t m0 xb h2 ya4e ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _1f"> </span>związane <span class="_ _22"> </span>jest <span class="_ _22"> </span>występowaniem <span class="_ _22"> </span>zachowań <span class="_ _22"> </span>nieetycznych, </div><div class="t m0 xb h2 ya4f ff1 fs0 fc1 sc0 ls0 ws0">mobbingiem, <span class="_ _22"> </span>łamaniem <span class="_ _2a"> </span>praw, <span class="_ _22"> </span>moles<span class="_ _1"></span>towaniem <span class="_ _22"> </span>i <span class="_ _2a"> </span>dyskryminacją </div><div class="t m0 xb h2 y96f ff1 fs0 fc1 sc0 ls0 ws0">pracowników, <span class="_ _2a"> </span>przedstawicieli <span class="_ _2a"> </span>społeczności <span class="_ _2a"> </span>lokalnych, <span class="_ _2a"> </span>partnerów </div><div class="t m0 xb h2 y973 ff2 fs0 fc1 sc0 ls0 ws0">biznesowych. </div><div class="t m0 xb h2 y45e ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div><div class="t m0 x17 h11 y930 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stosowanie Polityki Poszanowania Praw Człowieka<span class="ff2">; </span></span></span></div><div class="t m0 x17 h11 y846 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrożenie <span class="_ _1d"> </span>procedury <span class="_ _24"> </span>i <span class="_ _24"> </span>wie<span class="_ _1"></span>loletnia <span class="_ _24"> </span>praktyka <span class="_ _1d"> </span>biznesowa, </span></span></div><div class="t m0 x18 h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">dotyczące <span class="_ _17"> </span>pracowników, <span class="_ _f"> </span>włączając <span class="_ _17"> </span>w <span class="_ _17"> </span>to <span class="_ _f"> </span>ich <span class="_ _17"> </span>rekrutację, </div><div class="t m0 x18 h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">uniezależniające <span class="_ _6"></span>decyzje <span class="_ _6"></span>o<span class="_ _1"></span>d <span class="_ _6"></span>takich <span class="_ _a"></span>kryteriów <span class="_ _6"></span>jak: <span class="_ _a"></span>płeć, <span class="_ _6"></span>wiek, </div><div class="t m0 x18 h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">pochodzenie, <span class="_ _38"> </span>wyznanie, <span class="_ _38"> </span>światopogląd <span class="_ _39"> </span>czy <span class="_ _38"> </span>orientacja </div><div class="t m0 x18 h2 y46d ff2 fs0 fc1 sc0 ls0 ws0">seksualna lub ze <span class="ff1">w<span class="_ _1"></span>zględu na jakiekolwiek przyrodzone ce<span class="_ _1"></span>chy, </span></div><div class="t m0 x18 h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">niemające <span class="_ _8"></span>znaczenia <span class="_ _7"></span>me<span class="_ _1"></span>rytorycznego <span class="_ _7"></span>dla <span class="_ _8"></span>wykonywanej <span class="_ _8"></span>pracy;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x17 h11 y779 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Kodeks <span class="_ _9"> </span>Etyki <span class="_ _9"> </span>zakazujący <span class="_ _9"> </span>jakichkolwiek <span class="_ _9"> </span>zachowań <span class="_ _9"> </span>i <span class="_ _9"> </span>postaw </span></span></div><div class="t m0 x18 h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wyrażających dyskryminację w miejscu pracy;<span class="ff2"> </span></div><div class="t m0 x17 h11 y51e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przyjęcie procedury dotyczącej zgłaszania nieprawidłowości </span></span></div><div class="t m0 x18 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">(również anonimowo) i ochrony sygnalistów.<span class="ff2"> </span></div></div><div class="c x71 yad3 w64 h131"><div class="t m0 xb h2 yac2 ff1 fs0 fc5 sc0 ls0 ws0">Średni<span class="ff2"> </span></div><div class="t m0 xb h2 yad4 ff2 fs0 fc1 sc0 ls0 ws0">(<span class="ffa">↖</span>) </div></div><div class="c x1 y9b7 w62 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc5 sc0 ls0 ws0">Ryzyko braku </div><div class="t m0 xb h2 y3fb ff1 fs0 fc5 sc0 ls0 ws0">należytej </div><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">staranności<span class="ff2 fc1"> </span></div></div><div class="c xe y9b7 w63 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _1d"> </span>związane <span class="_ _1d"> </span>z <span class="_ _1d"> </span>brakiem <span class="_ _1d"> </span>odpowiednich <span class="_ _1d"> </span>polityk <span class="_ _1d"> </span>i <span class="_ _1d"> </span>proce<span class="_ _1"></span>dur, </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">nieprzestrzeganiem <span class="_ _38"> </span>obowiązujących <span class="_ _38"> </span>polityk <span class="_ _39"> </span>i <span class="_ _38"> </span>proce<span class="_ _1"></span>dur <span class="_ _38"> </span>oraz </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zakłóceniami <span class="_ _14"> </span>w <span class="_ _14"> </span>zakresie <span class="_ _14"> </span>funkcjonow<span class="_ _1"></span>ania <span class="_ _2e"> </span>syste<span class="_ _1"></span>mu <span class="_ _2e"> </span>kontroli<span class="_ _1"></span> </div></div><div class="c x71 y9b7 w64 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">Średni<span class="ff2"> </span></div><div class="t m0 xb h2 y661 ff2 fs0 fc1 sc0 ls0 ws0">(<span class="ffa">↖</span>) </div></div></div><div class="pi" ></div></div><div id="pf60" class="pf w0 h0" ><div class="pc pc60 w0 h0"><img class="bi x9 yad5 w43 h138" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">96<span class="ls0"> </span></div></div><div class="c xe yad6 w63 h139"><div class="t m0 xb h2 yaa1 ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznej. <span class="_ _5"> </span>Ryzyko <span class="_ _4"></span>istotnych <span class="_ _4"></span>nadużyć <span class="_ _4"></span>rozumi<span class="_ _1"></span>anych <span class="_ _4"></span>jako <span class="_ _5"> </span>zawinione </div><div class="t m0 xb h2 ya53 ff1 fs0 fc1 sc0 ls0 ws0">działanie <span class="_ _4"> </span>lub<span class="_ _1"></span> <span class="_ _4"></span>zanie<span class="_ _1"></span>chanie <span class="_ _4"> </span>dzia<span class="_ _1"></span>łania <span class="_ _4"></span>stanowiące <span class="_ _5"> </span>naruszenie<span class="_ _1"></span> <span class="_ _5"> </span>przepisów </div><div class="t m0 xb h2 y560 ff1 fs0 fc1 sc0 ls0 ws0">prawa <span class="_ _8"></span>lu<span class="_ _1"></span>b złamanie <span class="_ _0"></span>zasad obowiązujących <span class="_ _8"></span>w<span class="_ _1"></span> Grup<span class="_ _0"></span>ie, w <span class="_ _0"></span>wyniku których </div><div class="t m0 xb h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">rezultatem <span class="_ _6"></span>s<span class="_ _1"></span>ą <span class="_ _6"></span>nieuzasadnione <span class="_ _a"></span>straty <span class="_ _6"></span>ponoszone <span class="_ _a"></span>przez <span class="_ _6"></span>s<span class="_ _1"></span>półkę <span class="_ _6"></span>z <span class="_ _a"></span>Grupy </div><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls4 ws0">lu<span class="ff1 ls0">b nieuprawnione korzyści osoby dopuszczającej się nadużyć. <span class="ff2"> </span></span></div><div class="t m0 xb h2 y463 ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div><div class="t m0 x17 h11 y776 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">aktualizacja polityk i procedur; </span></span></div><div class="t m0 x17 h11 y602 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">funkcjonowanie systemu kontroli wewnętrznej;<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y58e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">monitoring uchybień i podejmowanie działań zaradczych;<span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y3fb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">działania <span class="_ _2c"> </span>eduk<span class="_ _1"></span>acyjne <span class="_ _2c"> </span>dot<span class="_ _1"></span>yczące <span class="_ _2c"> </span>te<span class="_ _1"></span>matyki <span class="_ _2c"> </span>nadużyć, </span></span></div><div class="t m0 x18 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">podnoszące świadomość pracowników na zagrożenia.<span class="ff2"> </span></div></div><div class="c x1 yad7 w62 h13a"><div class="t m0 xb h2 yad8 ff1 fs0 fc5 sc0 ls0 ws0">Ryzyko niewłaściwej </div><div class="t m0 xb h2 y4cc ff2 fs0 fc5 sc0 ls0 ws0">struktury </div><div class="t m0 xb h2 yad9 ff2 fs0 fc5 sc0 ls0 ws0">organizacyjnej<span class="fc1"> </span></div></div><div class="c xe yad7 w63 h13a"><div class="t m0 xb h2 yad8 ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _19"> </span>związane <span class="_ _17"> </span>jest <span class="_ _17"> </span>z <span class="_ _17"> </span>faktem, <span class="_ _17"> </span>że <span class="_ _19"> </span>Grupa <span class="_ _17"> </span><span class="ff2">K</span>apitałow<span class="_ _1"></span>a <span class="_ _19"> </span>prowadzi </div><div class="t m0 xb h2 y4cc ff1 fs0 fc1 sc0 ls0 ws0">działalność  w <span class="_ _9"> </span>różnych  segmentach  biznesowych  i <span class="_ _9"> </span>stale  podejmuje </div><div class="t m0 xb h2 yad9 ff1 fs0 fc1 sc0 ls0 ws0">wyzwania <span class="_ _0"></span>związane ze <span class="_ _8"></span>zmieniającym się otoczeniem. <span class="_ _8"></span>W związku <span class="_ _8"></span>z tym, </div><div class="t m0 xb h2 yac0 ff1 fs0 fc1 sc0 ls0 ws0">opóźnienie <span class="_ _b"> </span>lub <span class="_ _b"> </span>zaniechanie <span class="_ _b"> </span>reorganizacji <span class="_ _5"> </span>struktur <span class="_ _b"> </span>o<span class="_ _1"></span>rganizacyjnych <span class="_ _b"> </span>w </div><div class="t m0 xb h2 yada ff1 fs0 fc1 sc0 ls0 ws0">ramach <span class="_ _7"></span>Grupy <span class="_ _8"></span>w <span class="_ _8"></span>odpowie<span class="_ _1"></span>dnim <span class="_ _7"></span>momenc<span class="_ _1"></span>ie <span class="_ _7"></span>moż<span class="_ _1"></span>e <span class="_ _8"></span>powodować <span class="_ _7"></span>opóźnienia </div><div class="t m0 xb h2 yac2 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _f"> </span>realizacji <span class="_ _f"> </span>procesów <span class="_ _f"> </span>biznesowych, <span class="_ _f"> </span>ograniczenia <span class="_ _f"> </span>w <span class="_ _f"> </span>komunikacji </div><div class="t m0 xb h2 yad4 ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznej <span class="_ _4"></span>i <span class="_ _4"> </span>ze<span class="_ _1"></span>wnętrznej, <span class="_ _4"></span>dublowanie <span class="_ _4"></span>realizowanych <span class="_ _4"></span>zadań <span class="_ _5"> </span>lub <span class="_ _4"></span>też </div><div class="t m0 xb h2 y45a ff1 fs0 fc1 sc0 ls0 ws0">realizowanie <span class="_ _1"></span>ich <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>oderwaniu <span class="_ _6"></span>od <span class="_ _1"></span>procesó<span class="_ _1"></span>w <span class="_ _1"></span>biznesowych. <span class="_ _1"></span>Niew<span class="_ _1"></span>łaściw<span class="_ _1"></span><span class="ff2 ls33">a </span></div><div class="t m0 xb h2 yadb ff1 fs0 fc1 sc0 ls0 ws0">organizacja <span class="_ _a"></span>Grupy <span class="_ _a"></span>może <span class="_ _a"></span>również <span class="_ _a"></span>zmniejszyć <span class="_ _a"></span>efektywność <span class="_ _a"></span>działalności </div><div class="t m0 xb h2 yadc ff1 fs0 fc1 sc0 ls0 ws0">lub wydłużać proces decyzyjny, co może hamować rozwój Grupy.<span class="ff2"> </span></div><div class="t m0 xb h2 yadd ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div><div class="t m0 x17 h11 ya50 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stosowanie ładu korporacyjnego; <span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 ya51 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zaangażowanie <span class="_ _38"> </span>doświadczonej <span class="_ _38"> </span>kadry <span class="_ _38"> </span>zarządzającej <span class="_ _38"> </span>i<span class="_ _1"></span> </span></span></div><div class="t m0 x18 h2 y4d1 ff1 fs0 fc1 sc0 ls0 ws0">specjalistów z zakresu optymalizacji procesów;<span class="ff2"> </span></div><div class="t m0 x17 h11 ya52 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrażanie <span class="_ _a"></span>regulacji <span class="_ _a"></span>wewnętrznych <span class="_ _a"></span>i <span class="_ _a"></span>procedur <span class="_ _4"></span>pozwalających </span></span></div><div class="t m0 x18 h2 ya53 ff2 fs0 fc1 sc0 ls0 ws0">na sprawne i <span class="ff1">efektywne działanie Grupy jako <span class="_ _0"></span>organizacji;<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x17 h11 y987 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">doskonalenie <span class="_ _10"> </span>i <span class="_ _f"> </span>optymalizacja <span class="_ _10"> </span>procesów<span class="_ _1"></span> <span class="_ _f"> </span>nakierowane <span class="_ _10"> </span>na </span></span></div><div class="t m0 x18 h2 y8fa ff2 fs0 fc1 sc0 ls0 ws0">budowanie organizacji efektywnej biznesowo; </div><div class="t m0 x17 h11 y91f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">analiza tre<span class="_ _1"></span>ndów <span class="_ _1"></span>rynkowych <span class="_ _1"></span>pod kątem <span class="_ _1"></span>stos<span class="_ _1"></span>owania ro<span class="_ _1"></span>związań </span></span></div><div class="t m0 x18 h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">najbardziej adekwatnych do stopnia rozwoju Grupy;  </div><div class="t m0 x17 h11 y776 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dostosowanie struktury <span class="_ _8"></span>do <span class="_ _8"></span>ak<span class="_ _1"></span>tualnych <span class="_ _0"></span>wymogów ora<span class="_ _0"></span>z p<span class="_ _0"></span>raktyk </span></span></div><div class="t m0 x18 h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">rynkowych <span class="_ _1d"> </span>w <span class="_ _24"> </span>o<span class="_ _1"></span>bszarze <span class="_ _1d"> </span>finansowym, <span class="_ _1d"> </span>operacyjnym <span class="_ _24"> </span>o<span class="_ _1"></span>raz </div><div class="t m0 x18 h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">prawno-regulacyjnym; </div><div class="t m0 x17 h11 y3fb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">regularna <span class="_ _10"> </span>komunikacja <span class="_ _10"> </span>kierownic<span class="_ _1"></span>twa <span class="_ _f"> </span>z <span class="_ _24"> </span>pracownikami <span class="_ _10"> </span>w </span></span></div><div class="t m0 x18 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zakresie realizacji celów, misji i wizji<span class="_ _0"></span> Grupy.<span class="ff2"> </span></div></div><div class="c x71 yad7 w64 h13a"><div class="t m0 xb h2 yad8 ff1 fs0 fc5 sc0 ls0 ws0">Średni<span class="ff2"> </span></div><div class="t m0 xb h2 y4cc ff2 fs0 fc1 sc0 ls0 ws0">(<span class="ff1">↔</span>) </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d yade ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-17<span class="ls1d">. <span class="_ _0"></span><span class="ff1 ls0">Ryzyka zrównoważonego rozwoju zdefiniowane w Rejes<span class="_ _1"></span>trze Ryzyk <span class="_ _8"></span>Grupy<span class="_ _1"></span> UNIMOT w 2024 roku.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yadf ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y3be ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _7"></span>2024 <span class="_ _8"></span>roku <span class="_ _7"></span>do <span class="_ _8"></span>Rejestru <span class="_ _8"></span>Ryzyk <span class="_ _8"></span>dodano <span class="_ _7"></span>również <span class="_ _8"></span>ryzyka <span class="_ _8"></span>klimatyczne, <span class="_ _8"></span>które <span class="_ _7"></span>zaprezentowano <span class="_ _8"></span>w <span class="_ _8"></span>części <span class="_ _8"></span>2.1.1. <span class="_ _7"></span>niniejszego </div><div class="t m0 x1 h2 yae0 ff2 fs0 fc1 sc0 ls0 ws0">Sprawozdania.  </div><div class="t m0 x1 h2 yae1 ff1 fs0 fc1 sc0 ls0 ws0">Ryzyka w<span class="_ _1"></span>ynikające <span class="_ _1"></span>z <span class="_ _1"></span>analizy <span class="_ _6"></span>podwójnej <span class="_ _1"></span>is<span class="_ _1"></span>totności <span class="_ _1"></span>zostaną <span class="_ _1"></span>zintegrowane <span class="_ _1"></span>z <span class="_ _1"></span>Rejestrem <span class="_ _1"></span>R<span class="_ _1"></span>yzyk Grupy <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>w <span class="_ _1"></span>2025 </div><div class="t m0 x1 h2 yae2 ff1 fs0 fc1 sc0 ls0 ws0">roku. <span class="_ _4"> </span>Zaliczyć <span class="_ _5"> </span>do <span class="_ _5"> </span>nich <span class="_ _5"> </span>należy <span class="_ _5"> </span>–<span class="ff2"> <span class="_ _5"> </span>na <span class="_ _b"> </span>poziomie <span class="_ _4"></span>Grupy <span class="_ _5"> </span></span>–<span class="ff2"> <span class="_ _5"> </span></span>prze<span class="_ _1"></span>de <span class="_ _4"> </span>w<span class="_ _1"></span>szystkim <span class="_ _4"></span>te <span class="_ _5"> </span>z <span class="_ _5"> </span>zagadnień, <span class="_ _5"> </span>które <span class="_ _5"> </span>w <span class="_ _5"> </span>wyniku <span class="_ _5"> </span>analizy </div><div class="t m0 x1 h2 y6b2 ff1 fs0 fc1 sc0 ls0 ws0">określono  jako </div><div class="t m2 x72 h1d y6b2 ff2 fs5 fc1 sc0 ls0 ws0">Ryzyko</div><div class="t m0 x73 h2 y6b2 ff2 fs0 fc1 sc0 ls0 ws0">  <span class="ff1">(zaprezentowane  w  poniższej  tabeli).  Doda<span class="_ _8"></span>tkow<span class="_ _1"></span>o,  Spółki  Grupy  przeana<span class="_ _0"></span>lizują  również </span></div><div class="t m0 x1 h2 yae3 ff2 fs0 fc1 sc0 ls0 ws0">zagadnienia <span class="_ _7"></span>zdefiniowane <span class="_ _7"></span>jako </div><div class="t m2 x74 h1d yae3 ff2 fs5 fc1 sc0 ls0 ws0">Szanse</div><div class="t m0 x75 h2 yae3 ff2 fs0 fc1 sc0 ls2 ws0">. <span class="_ _7"></span><span class="ff1 ls0">Integracja <span class="_ _7"></span>kwestii <span class="_ _7"></span>podwójne<span class="_ _1"></span>j <span class="_ _7"></span>istotności <span class="_ _7"></span>pozwoli <span class="_ _7"></span>lepiej <span class="_ _7"></span>przygotować <span class="_ _7"></span>organizację </span></div><div class="t m0 x1 h2 y1f5 ff1 fs0 fc1 sc0 ls0 ws0">na wyzwania związane z transformacją energetyczną i <span class="_ _0"></span>zrównoważonym rozwojem<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 x1 h2 yae4 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yae5 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya2b ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yae6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yae7 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yae8 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yae9 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf61" class="pf w0 h0" ><div class="pc pc61 w0 h0"><img class="bi x1 yaea w12 h13b" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">97<span class="ls0"> </span></div></div><div class="c x1 yaeb w65 h62"><div class="t m0 xb h2 y939 ff2 fs0 fc5 sc0 ls0 ws0">Ryzyko </div></div><div class="c x76 yaeb w66 h62"><div class="t m0 xb h2 y939 ff2 fs0 fc5 sc0 ls0 ws0">Opis ryzyka </div><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące<span class="ff2"> </span></div></div><div class="c x1 y216 w65 h13c"><div class="t m0 xb h2 yaec ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie powietrza </div><div class="t m0 xb h2 yaed ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie wody </div><div class="t m0 xb h2 yaee ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie gleby </div><div class="t m0 xb h2 yaef ff1 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie organizmów </div><div class="t m0 xb h2 yaf0 ff1 fs0 fc1 sc0 ls0 ws0">żywych i zasobów </div><div class="t m0 xb h2 yaf1 ff1 fs0 fc1 sc0 ls0 ws0">żywnościowych<span class="ff2"> </span></div><div class="t m0 xb h2 yaf2 ff2 fs0 fc1 sc0 ls0 ws0">Substancje potencjalnie </div><div class="t m0 xb h2 yaf3 ff2 fs0 fc1 sc0 ls0 ws0">niebezpieczne </div></div><div class="c x76 y216 w66 h13c"><div class="t m0 xb h2 yaec ff1 fs0 fc1 sc0 ls0 ws0">Spółki <span class="_ _c"> </span>Grupy <span class="_ _c"> </span>UNIMOT <span class="_ _9"> </span>mogą <span class="_ _9"> </span>negatywnie <span class="_ _c"> </span>oddziaływać <span class="_ _c"> </span>na<span class="_ _1"></span> <span class="_ _c"> </span>zanieczyszczenie </div><div class="t m0 xb h2 yaed ff1 fs0 fc1 sc0 ls0 ws0">powietrza <span class="_ _6"></span>głównie<span class="_ _1"></span> <span class="_ _6"></span>poprzez <span class="_ _a"></span>emisję <span class="_ _a"></span>węglowodorów <span class="_ _6"></span>z <span class="_ _a"></span>magazynowanych <span class="_ _6"></span>paliw. </div><div class="t m0 xb h2 yaee ff1 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenia mogą pochodzić rów<span class="_ _1"></span>nież z kotłów <span class="_ _1"></span>do ogrzewania budynków </div><div class="t m0 xb h2 yaef ff2 fs0 fc1 sc0 ls0 ws0">(CO</div><div class="t m0 x77 h5d yaf4 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x78 h2 yaef ff1 fs0 fc1 sc0 ls0 ws0">, <span class="_ _1"></span>NOx, <span class="_ _1"></span>SOx, <span class="_ _6"></span>pył) <span class="_ _1"></span>należących <span class="_ _6"></span>do <span class="_ _1"></span>Spółe<span class="_ _1"></span>k. <span class="_ _1"></span>Poprzez <span class="_ _1"></span>odprowadzanie <span class="_ _1"></span>ś<span class="_ _1"></span>cieków </div><div class="t m0 xb h2 yaf0 ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _2a"> </span>wód <span class="_ _2a"> </span>opadowych <span class="_ _22"> </span>i <span class="_ _2a"> </span>r<span class="_ _1"></span>oztopowych <span class="_ _2a"> </span>potencjalnie <span class="_ _2a"> </span>zanieczyszczonych </div><div class="t m0 xb h2 yaf1 ff1 fs0 fc1 sc0 ls0 ws0">węglowodorami, <span class="_ _5"> </span>S<span class="_ _1"></span>półki <span class="_ _5"> </span>mogą <span class="_ _5"> </span>zanieczyszczać <span class="_ _b"> </span>wodę. <span class="_ _b"> </span>Zanieczyszczenie <span class="_ _5"> </span>gleby </div><div class="t m0 xb h2 yaf2 ff1 fs0 fc1 sc0 ls0 ws0">może <span class="_ _7"></span>wystąpić <span class="_ _7"></span>głównie<span class="_ _1"></span> <span class="_ _7"></span>w <span class="_ _7"></span>razie <span class="_ _7"></span>pows<span class="_ _1"></span>tania <span class="_ _7"></span>awarii <span class="_ _7"></span>polegającej <span class="_ _7"></span>n<span class="_ _1"></span>a <span class="_ _7"></span>rozszczelnieniu </div><div class="t m0 xb h2 yaf3 ff1 fs0 fc1 sc0 ls0 ws0">dna zbiornika, rurociągu, czy przelaniu a<span class="ff2">utocysterny. </span></div><div class="t m0 xb h2 yaf5 ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div><div class="t m0 xb h2 yaf6 ff1 fs0 fc1 sc0 ls0 ws0">Po <span class="_ _a"></span>to, <span class="_ _4"></span>by <span class="_ _a"></span>minimalizować <span class="_ _a"></span>wystąpienie <span class="_ _a"></span>wyżej <span class="_ _4"></span>wskazanych <span class="_ _a"></span>ryzyk <span class="_ _a"></span>i <span class="_ _a"></span>tym <span class="_ _4"></span>samym </div><div class="t m0 xb h2 yaf7 ff1 fs0 fc1 sc0 ls0 ws0">zarządzać  wpływem  w  obszarze<span class="_ _1"></span>  zanieczyszczeń,  w  Spółkach  wdrożono  i<span class="_ _1"></span> </div><div class="t m0 xb h2 yaf8 ff1 fs0 fc1 sc0 ls0 ws0">stosuje się dokumenty adekwatne do ich p<span class="_ _0"></span>rofilu działalności. <span class="ff2"> </span></div><div class="t m0 xb h2 yaf9 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 yafa ff1 fs0 fc1 sc0 ls0 ws0">Poszczególne <span class="_ _b"> </span>Spółki <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>monitorują <span class="_ _b"> </span>również <span class="_ _b"> </span>s<span class="_ _1"></span>wój <span class="_ _b"> </span>wpływ <span class="_ _5"> </span>w <span class="_ _c"> </span>omawianym </div><div class="t m0 xb h2 yafb ff2 fs0 fc1 sc0 ls0 ws0">obszarze poprzez: </div><div class="t m0 xb h2 yafc ff1 fs0 fc1 sc0 ls0 ws0">1.obliczanie <span class="_ _8"></span>e<span class="_ _1"></span>misji <span class="_ _8"></span>do powietrza <span class="_ _8"></span>w ramach <span class="_ _8"></span>opłat za <span class="_ _0"></span>korzystanie ze <span class="_ _8"></span>środowiska, </div><div class="t m0 xb h2 yafd ff2 fs0 fc1 sc0 ls0 ws0">badanie emisji z instalacji OPB; </div><div class="t m0 xb h2 yafe ff1 fs0 fc1 sc0 ls0 ws0">2.prowadzenie <span class="_ _33"> </span>analiz <span class="_ _33"> </span>monitorujących <span class="_ _28"> </span>zanieczyszczenie <span class="_ _33"> </span>i <span class="_ _33"> </span>monitoringu<span class="_ _1"></span> </div><div class="t m0 xb h2 yaff ff1 fs0 fc1 sc0 ls0 ws0">środowiskowego;<span class="ff2"> </span></div><div class="t m0 xb h2 yb00 ff1 fs0 fc1 sc0 ls0 ws0">3.badanie wód w piezometrach (ropopochodne);<span class="ff2"> </span></div><div class="t m0 xb h2 yb01 ff1 fs0 fc1 sc0 ls0 ws0">4.stałą  kontrolę  techniczną <span class="_ _9"> </span>taboru  <span class="ff2">-  </span>p<span class="_ _0"></span>rzed  odprawieniem  składu <span class="_ _9"> </span>pociągu </div><div class="t m0 xb h2 yb02 ff1 fs0 fc1 sc0 ls0 ws0">podlega <span class="_ _a"></span>on <span class="_ _a"></span>każdorazowo <span class="_ _a"></span>kontroli <span class="_ _a"></span>rewidenta <span class="_ _a"></span>równie<span class="_ _1"></span>ż <span class="_ _a"></span>pod <span class="_ _a"></span>kątem <span class="_ _a"></span>wycieku. <span class="_ _a"></span>W </div><div class="t m0 xb h2 yb03 ff1 fs0 fc1 sc0 ls0 ws0">przypadku <span class="_ _4"> </span>s<span class="_ _1"></span>twierdzenia <span class="_ _5"> </span>małego <span class="_ _5"> </span>wycieku <span class="_ _5"> </span>us<span class="_ _1"></span>terki <span class="_ _5"> </span>usuwane <span class="_ _5"> </span>są <span class="_ _5"> </span>na <span class="_ _5"> </span>mie<span class="_ _1"></span>jscu, <span class="_ _5"> </span>a </div><div class="t m0 xb h2 yb04 ff1 fs0 fc1 sc0 ls0 ws0">wyciek <span class="_ _f"> </span>zabezpieczony. <span class="_ _f"> </span>W <span class="_ _f"> </span>przypadku <span class="_ _f"> </span>wycieków <span class="_ _f"> </span>będ<span class="_ _1"></span>ących <span class="_ _f"> </span>następstwem </div><div class="t m0 xb h2 y348 ff1 fs0 fc1 sc0 ls0 ws0">wypadku wzywane są służby ratunkowe;<span class="ff2"> </span></div><div class="t m0 xb h2 y9ad ff1 fs0 fc1 sc0 ls0 ws0">5.pomiary okresowe emisji do powietrza z kotłów elektrociepłowni; <span class="ff2"> </span></div><div class="t m0 xb h2 y708 ff1 fs0 fc1 sc0 ls0 ws0">6.badanie <span class="_ _19"> </span>jakości <span class="_ _d"> </span>o<span class="_ _1"></span>czyszczonych <span class="_ _19"> </span>ścieków <span class="_ _19"> </span>zrzucanych <span class="_ _19"> </span>do <span class="_ _19"> </span>rzeki <span class="_ _19"> </span>Białej <span class="_ _19"> </span>w </div><div class="t m0 xb h2 y709 ff1 fs0 fc1 sc0 ls0 ws0">zakresie: <span class="_ _6"></span>zawiesina <span class="_ _6"></span>o<span class="_ _1"></span>gólna, <span class="_ _6"></span>węglowodory <span class="_ _6"></span>ropopochodne, <span class="_ _6"></span>BZT5, <span class="_ _6"></span>ChZT,<span class="_ _1"></span> <span class="_ _6"></span>fosfor </div><div class="t m0 xb h2 y595 ff1 fs0 fc1 sc0 ls0 ws0">ogólny, chlorki, <span class="_ _8"></span>raz na <span class="_ _0"></span>3 lata prowadz<span class="_ _0"></span>one pomiary <span class="_ _0"></span>położenia zwierciadła <span class="_ _8"></span>wody<span class="_ _1"></span> </div><div class="t m0 xb h2 y16c ff1 fs0 fc1 sc0 ls0 ws0">w studni i wydajności studni, raz <span class="_ _0"></span>na 3 lata badanie jakości wody ze studni;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h2 y572 ff1 fs0 fc1 sc0 ls0 ws0">7.monitoring gleby w oczyszczalni ścieków raz <span class="_ _0"></span>na 10 lat.<span class="ff2"> </span></div></div><div class="c x1 yb05 w65 h13d"><div class="t m0 xb h2 yb06 ff1 fs0 fc1 sc0 ls0 ws0">Zużycie wody<span class="ff2"> </span></div><div class="t m0 xb h2 yb07 ff2 fs0 fc1 sc0 ls0 ws0">Pobory wody </div><div class="t m0 xb h2 yb08 ff2 fs0 fc1 sc0 ls0 ws0">Zrzuty wody </div></div><div class="c x76 yb05 w66 h13d"><div class="t m0 xb h2 yb06 ff1 fs0 fc1 sc0 ls0 ws0">Woda <span class="_ _6"></span>jes<span class="_ _1"></span>t <span class="_ _6"></span>wykorzystywana <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>Spółkach <span class="_ _a"></span>zarówno <span class="_ _a"></span>do <span class="_ _6"></span>celów <span class="_ _6"></span>s<span class="_ _1"></span>anitarnych, <span class="_ _6"></span>jak <span class="_ _6"></span>i<span class="_ _1"></span> </div><div class="t m0 xb h2 yb07 ff1 fs0 fc1 sc0 ls0 ws0">procesów operacyjnych. <span class="ff2"> </span></div><div class="t m0 xb h2 yb09 ff1 fs0 fc1 sc0 ls0 ws0">Kwestie <span class="_ _4"></span>związane <span class="_ _4"></span>z <span class="_ _4"></span>gospodarką <span class="_ _a"></span>wo<span class="_ _1"></span>dnościekową <span class="_ _4"></span>w <span class="_ _4"></span>Spółkach <span class="_ _4"></span>regulowane <span class="_ _4"></span>są </div><div class="t m0 xb h2 yb0a ff1 fs0 fc1 sc0 ls0 ws0">przez <span class="_ _a"></span>pozwolenia <span class="_ _a"></span>wodnoprawne, <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>których <span class="_ _a"></span>określone <span class="_ _a"></span>są <span class="_ _a"></span>zasady <span class="_ _a"></span>poboru <span class="_ _a"></span>czy<span class="_ _1"></span> </div><div class="t m0 xb h2 yb0b ff1 fs0 fc1 sc0 ls0 ws0">odprowadzania <span class="_ _c"> </span>ścieków <span class="_ _9"> </span>i <span class="_ _c"> </span>wód <span class="_ _c"> </span>opadowych <span class="_ _c"> </span>o<span class="_ _1"></span>raz <span class="_ _c"> </span>wszystkie <span class="_ _9"> </span>parametry <span class="_ _c"> </span>jakie </div><div class="t m0 xb h2 yb0c ff1 fs0 fc1 sc0 ls0 ws0">należy dotrzymać. <span class="_ _1"></span>Ponadto w <span class="_ _1"></span>Spółkach <span class="_ _1"></span>istnieją p<span class="_ _1"></span>rocedury, których <span class="_ _1"></span>celem je<span class="_ _1"></span>st </div><div class="t m0 xb h2 yb0d ff1 fs0 fc1 sc0 ls0 ws0">zapewnienie <span class="_ _1"></span>regularnego <span class="_ _6"></span>kontrolowania <span class="_ _1"></span>i <span class="_ _1"></span>wy<span class="_ _1"></span>konywania <span class="_ _1"></span>pomiarów <span class="_ _1"></span>w<span class="_ _1"></span>szystkich </div><div class="t m0 xb h2 y476 ff1 fs0 fc1 sc0 ls0 ws0">parametrów procesów i działań mających z<span class="_ _0"></span>naczący wpływ na środowisko. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h2 yb0e ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 yb0f ff1 fs0 fc1 sc0 ls0 ws0">Ochrona <span class="_ _f"> </span>zasobów <span class="_ _10"> </span>wodnych <span class="_ _10"> </span>jest <span class="_ _10"> </span>elementem <span class="_ _f"> </span>Strategii <span class="_ _10"> </span>Grupy <span class="_ _f"> </span>UNIMOT. </div><div class="t m0 xb h2 yb10 ff1 fs0 fc1 sc0 ls0 ws0">Opracowanie <span class="_ _5"> </span>i<span class="_ _1"></span> <span class="_ _5"> </span>wdrażanie <span class="_ _b"> </span>planów <span class="_ _b"> </span>zamknięcia <span class="_ _b"> </span>obiegu <span class="_ _b"> </span>wody, <span class="_ _b"> </span>w <span class="_ _5"> </span>t<span class="_ _1"></span>ym <span class="_ _5"> </span>retenc<span class="_ _1"></span>ji </div><div class="t m0 xb h2 yb11 ff1 fs0 fc1 sc0 ls0 ws0">wody <span class="_ _17"> </span>deszc<span class="_ _1"></span>zowej <span class="_ _17"> </span>zostało <span class="_ _f"> </span>zdefiniowane <span class="_ _17"> </span>jako <span class="_ _17"> </span>jeden <span class="_ _f"> </span>ze <span class="_ _17"> </span>wskaźników <span class="_ _f"> </span>do </div><div class="t m0 xb h2 yb12 ff1 fs0 fc1 sc0 ls0 ws0">osiągnięcia celów środowiskowych Grupy na lata <span class="_ _0"></span>2024<span class="ff2">-<span class="ls1">2028.<span class="_ _1"></span></span> </span></div><div class="t m0 xb h2 y473 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 yb13 ff1 fs0 fc1 sc0 ls0 ws0">Podejście <span class="_ _4"> </span>Grupy <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>do <span class="_ _4"></span>zarządzania <span class="_ _4"> </span>gos<span class="_ _1"></span>podarką <span class="_ _4"></span>wodno<span class="_ _1"></span><span class="ff2">-</span>ściekową <span class="_ _4"></span>oraz </div><div class="t m0 xb h2 yb14 ff1 fs0 fc1 sc0 ls0 ws0">działania <span class="_ _6"></span>mitygujące<span class="_ _1"></span> <span class="_ _6"></span>opisane <span class="_ _a"></span>wyżej <span class="_ _a"></span>ryzyko <span class="_ _a"></span>zostało <span class="_ _a"></span>zaprezentowane <span class="_ _a"></span>w <span class="_ _6"></span>czę<span class="_ _1"></span>ści </div><div class="t m0 xb h2 yb15 ff2 fs0 fc1 sc0 ls0 ws0">2.3. niniejszego Sprawozdania. </div></div><div class="c x1 yb16 w65 h117"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Zmiana klimatu w kontekście </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">wpływu na bioróżnorodność i </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ekosystemy </div></div><div class="c x76 yb17 w66 h13e"><div class="t m0 xb h2 yb18 ff1 fs0 fc1 sc0 ls0 ws0">Bioróżnorodność <span class="_ _4"></span>jest <span class="_ _a"></span>elementem <span class="_ _a"></span>Polityki <span class="_ _a"></span>środowiskow<span class="_ _1"></span>ej. <span class="_ _a"></span>W <span class="_ _a"></span>ramach <span class="_ _a"></span>Polit<span class="_ _1"></span>yki, </div><div class="t m0 xb h2 yb19 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>zobowiązała <span class="_ _a"></span>się <span class="_ _a"></span>do <span class="_ _6"></span>dąż<span class="_ _1"></span>enia <span class="_ _6"></span>do <span class="_ _a"></span>minimalizowania <span class="_ _6"></span>wpły<span class="_ _1"></span>wu <span class="_ _6"></span>prowadzonej </div><div class="t m0 xb h2 yb1a ff1 fs0 fc1 sc0 ls0 ws0">działalności operacyjnej na biosferę, zwłaszcza na tereny cenne<span class="_ _1"></span> przy<span class="_ _0"></span>rodniczo, </div><div class="t m0 xb h2 yb1b ff1 fs0 fc1 sc0 ls0 ws0">zobowiązując się do poszanowania ich bioróżnorodności.<span class="ff2"> </span></div><div class="t m0 xb h2 yb1c ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y915 ff1 fs0 fc1 sc0 ls0 ws0">Opracowanie pla<span class="_ _8"></span>nu<span class="_ _1"></span> d<span class="_ _8"></span>zi<span class="_ _1"></span>ałania <span class="_ _8"></span>n<span class="_ _1"></span>a rzecz <span class="_ _8"></span>oc<span class="_ _1"></span>hrony bioróżnorodno<span class="_ _8"></span>ś<span class="_ _1"></span>ci –<span class="ff2"> Biodiv<span class="_ _8"></span>e<span class="_ _1"></span>rsity </span></div><div class="t m0 xb h2 yb1d ff2 fs0 fc1 sc0 ls0 ws0">Action  Plan <span class="_ _9"> </span>(BAP)  dla  Grupy <span class="ff1">UNIMOT  i  włączenie  ochrony  różnorodności </span></div><div class="t m0 xb h2 y250 ff1 fs0 fc1 sc0 ls0 ws0">biologicznej <span class="_ _24"> </span>do <span class="_ _24"> </span>wewnętrznych <span class="_ _24"> </span>procesów <span class="_ _1d"> </span>decyz<span class="_ _0"></span>yjnych <span class="_ _24"> </span>jest <span class="_ _24"> </span>jednym <span class="_ _24"> </span>ze </div></div><div class="c x1 y7c6 w65 hda"><div class="t m0 xb h2 y584 ff1 fs0 fc1 sc0 ls0 ws0">Bezpośrednia eksploatacja w </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">kontekście wpływu na </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodność i ekosystemy<span class="ff2"> </span></div></div><div class="c x1 yb17 w65 h96"><div class="t m0 xb h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie w kontekście </div><div class="t m0 xb h2 y832 ff1 fs0 fc1 sc0 ls0 ws0">wpływu na bioróżnorodność i </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ekosystemy </div></div></div><div class="pi" ></div></div><div id="pf62" class="pf w0 h0" ><div class="pc pc62 w0 h0"><img class="bi x1 yb1e w12 h13f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">98<span class="ls0"> </span></div></div><div class="c x1 yb1f w65 h140"><div class="t m0 xb h2 y2cf ff1 fs0 fc1 sc0 ls0 ws0">Degradacja gruntów w </div><div class="t m0 xb h2 yb20 ff1 fs0 fc1 sc0 ls0 ws0">kontekście wpływu na </div><div class="t m0 xb h2 yb21 ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodność i ekosystemy<span class="ff2"> </span></div></div><div class="c x76 yb1f w66 h140"><div class="t m0 xb h2 y2cf ff1 fs0 fc1 sc0 ls0 ws0">wskaźników <span class="_ _1"></span>realizacji <span class="_ _1"></span>celów <span class="_ _6"></span>środowiskowych <span class="_ _6"></span>w <span class="_ _1"></span>Strategii <span class="_ _1"></span>Grupy <span class="_ _1"></span>na<span class="_ _1"></span> <span class="_ _1"></span>lata <span class="_ _1"></span>2024<span class="_ _1"></span><span class="ff2">-</span></div><div class="t m0 xb h2 yb20 ff2 fs0 fc1 sc0 ls1 ws0">2028.<span class="ls0"> </span></div><div class="t m0 xb h2 yb21 ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div><div class="t m0 x17 h11 ya4e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Wsparcie  i  <span class="ff1">realiza<span class="_ _0"></span>cja  projektów  odbudowy <span class="_ _9"> </span>ekosystemów,  w  tym </span></span></span></div><div class="t m0 x18 h2 ya4f ff1 fs0 fc1 sc0 ls0 ws0">tworzenia siedlisk dla zwierząt,<span class="ff2"> </span></div><div class="t m0 x17 h11 y96f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Podejmowanie <span class="_ _17"> </span>działań <span class="_ _17"> </span>minimalizujących <span class="_ _17"> </span>degradację <span class="_ _17"> </span>ś<span class="_ _1"></span>rodowiska, </span></span></div><div class="t m0 x18 h2 y973 ff1 fs0 fc1 sc0 ls0 ws0">takich <span class="_ _21"> </span>jak <span class="_ _2a"> </span>o<span class="_ _1"></span>graniczenie <span class="_ _21"> </span>emisji <span class="_ _21"> </span>zanieczyszczeń <span class="_ _21"> </span>i <span class="_ _21"> </span>stosowanie </div><div class="t m0 x18 h2 y45e ff1 fs0 fc1 sc0 ls0 ws0">najlepszych dostępnych technologii,<span class="ff2"> </span></div><div class="t m0 x17 h11 y930 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Monitorowanie <span class="_ _8"></span>i <span class="_ _8"></span>minimalizowanie <span class="_ _8"></span>potencjalnych <span class="_ _8"></span>zanieczyszczeń <span class="_ _8"></span>gleby </span></span></div><div class="t m0 x18 h2 y846 ff1 fs0 fc1 sc0 ls0 ws0">i wód gruntowych na terenach operacyjnych Grupy<span class="_ _0"></span>,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x17 h11 y921 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Stosowanie <span class="_ _38"> </span>procedur <span class="_ _39"> </span>zapobiegających <span class="_ _38"> </span>wyciekom <span class="_ _39"> </span>subs<span class="_ _1"></span>tancji </span></span></div><div class="t m0 x18 h2 y84a ff2 fs0 fc1 sc0 ls0 ws0">niebezpiecznych, </div><div class="t m0 x17 h11 y84b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Inwestycje <span class="_ _8"></span>w <span class="_ _8"></span>odnawialne <span class="_ _8"></span>źródła <span class="_ _8"></span>energii <span class="_ _8"></span>i <span class="_ _8"></span>projekty <span class="_ _8"></span>fotowoltaiczne <span class="_ _8"></span>jako<span class="_ _1"></span> </span></span></div><div class="t m0 x18 h2 y845 ff1 fs0 fc1 sc0 ls0 ws0">alternatywę dla działań bardziej inwazyjnych dla <span class="_ _8"></span>ś<span class="_ _1"></span>rodowiska,<span class="ff2"> </span></div><div class="t m0 x17 h11 y778 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Minimalizacja <span class="_ _4"></span>generowania <span class="_ _4"></span>odpadów <span class="_ _4"> </span>ora<span class="_ _1"></span>z <span class="_ _4"></span>wspieranie <span class="_ _4"></span>proce<span class="_ _1"></span>sów <span class="_ _4"></span>ich </span></span></div><div class="t m0 x18 h2 y782 ff2 fs0 fc1 sc0 ls0 ws0">recyklingu. </div><div class="t m0 xb h2 y84c ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y84d ff1 fs0 fc1 sc0 ls0 ws0">Działania na <span class="_ _8"></span>rze<span class="_ _1"></span>cz ochrony <span class="_ _8"></span>bio<span class="_ _1"></span>różnorodności zostały <span class="_ _8"></span>zaprezentow<span class="_ _1"></span>ane w <span class="_ _8"></span>czę<span class="_ _1"></span>ści </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2.4. niniejszego Sprawozdania. </div></div><div class="c x1 yb22 w65 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wpływy zasobów, w tym </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">wykorzystanie zasobów<span class="ff2"> </span></div></div><div class="c x76 yb23 w66 h141"><div class="t m0 xb h2 yaa8 ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="ff1">UNIMOT, jako podmiot <span class="_ _1"></span>działający przede wszystkim w s<span class="_ _1"></span>ektorze handlu </span></div><div class="t m0 xb h2 yaa9 ff1 fs0 fc1 sc0 ls0 ws0">paliwami, <span class="_ _19"> </span>ma <span class="_ _17"> </span>istotny <span class="_ _17"> </span>wpływ <span class="_ _17"> </span>na <span class="_ _19"> </span>eksploatację <span class="_ _17"> </span>i <span class="_ _17"> </span>wykorzystanie <span class="_ _17"> </span>zasobów<span class="_ _0"></span> </div><div class="t m0 xb h2 ya98 ff1 fs0 fc1 sc0 ls0 ws0">naturalnych. <span class="_ _7"></span>Wpływ <span class="_ _8"></span>ten <span class="_ _7"></span>obejmuje <span class="_ _8"></span>zarówno <span class="_ _7"></span>proces <span class="_ _8"></span>pozyskiwania <span class="_ _7"></span>surowców, <span class="_ _8"></span>ich </div><div class="t m0 xb h2 ya99 ff1 fs0 fc1 sc0 ls0 ws0">transportu <span class="_ _a"></span>i <span class="_ _a"></span>dystrybucji, <span class="_ _a"></span>ja<span class="_ _1"></span>k <span class="_ _a"></span>i <span class="_ _4"></span>końcowego <span class="_ _a"></span>użytkowania <span class="_ _4"></span>paliw <span class="_ _a"></span>przez <span class="_ _a"></span>klientów. </div><div class="t m0 xb h2 ya9a ff1 fs0 fc1 sc0 ls0 ws0">Dostępność <span class="_ _17"> </span>zasobów,<span class="_ _1"></span> <span class="_ _17"> </span>a <span class="_ _17"> </span>przede <span class="_ _f"> </span>wszystkim <span class="_ _17"> </span>ograniczenia <span class="_ _17"> </span>w <span class="_ _17"> </span>dos<span class="_ _1"></span>tępności </div><div class="t m0 xb h2 ya9b ff1 fs0 fc1 sc0 ls0 ws0">spowodowane między innymi <span class="_ _8"></span>s<span class="_ _1"></span>ytuacją g<span class="_ _0"></span>eopolityczną, również  mają kluczowe </div><div class="t m0 xb h2 ya9c ff1 fs0 fc1 sc0 ls0 ws0">znaczenie <span class="_ _1d"> </span>dla <span class="_ _1d"> </span>działalności <span class="_ _1d"> </span>Grupy <span class="_ _1d"> </span>UNIMOT. <span class="_ _1d"> </span>Nie<span class="_ _1"></span>stabilność <span class="_ _1d"> </span>na <span class="_ _1d"> </span>rynkach </div><div class="t m0 xb h2 ya9d ff2 fs0 fc1 sc0 ls0 ws0">surowcowych, <span class="_ _c"> </span>s<span class="_ _1"></span>ankcje <span class="_ _c"> </span>go<span class="ff1">spodarcze <span class="_ _c"> </span>oraz <span class="_ _9"> </span>zmiany <span class="_ _c"> </span>regulacyjne<span class="_ _1"></span> <span class="_ _c"> </span>wpływają <span class="_ _c"> </span>na<span class="_ _1"></span> </span></div><div class="t m0 xb h2 ya9e ff1 fs0 fc1 sc0 ls0 ws0">koszty i <span class="_ _8"></span>możliwości zaopatrzenia w <span class="_ _0"></span>paliwa, co <span class="_ _8"></span>w<span class="_ _1"></span>ymaga <span class="_ _8"></span>e<span class="_ _1"></span>lastycznego podejścia </div><div class="t m0 xb h2 ya9f ff1 fs0 fc1 sc0 ls0 ws0">do zarządzania łańcuchem dostaw.<span class="ff2"> </span></div><div class="t m0 xb h2 y322 ff1 fs0 fc5 sc0 ls0 ws0">Działania mitygujące:<span class="ff2"> </span></div><div class="t m0 x17 h11 yc3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dywersyfikacja <span class="_ _1d"> </span>źródeł <span class="_ _24"> </span>dosta<span class="_ _1"></span>w <span class="_ _1d"> </span>–<span class="ff2"> <span class="_ _1d"> </span>poszukiwanie <span class="_ _1d"> </span>alternatywnych </span></span></span></div><div class="t m0 x18 h2 y19b ff1 fs0 fc1 sc0 ls0 ws0">kierunków <span class="_ _4"></span>importu <span class="_ _a"></span>paliw <span class="_ _4"></span>w <span class="_ _4"></span>ce<span class="_ _1"></span>lu <span class="_ _a"></span>minimalizacji <span class="_ _a"></span>r<span class="_ _1"></span>yzyka <span class="_ _4"></span>związanego <span class="_ _a"></span>z </div><div class="t m0 x18 h2 yaa0 ff1 fs0 fc1 sc0 ls0 ws0">niestabilnością geopolityczną,<span class="ff2"> </span></div><div class="t m0 x17 h11 y950 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozwój <span class="_ _5"> </span>biopaliw <span class="_ _5"> </span>(HVO) <span class="_ _b"> </span>–<span class="ff2"> <span class="_ _5"> </span>stopniowe <span class="_ _b"> </span>wprowadzanie <span class="_ _4"> </span>do <span class="_ _b"> </span>oferty <span class="_ _5"> </span>jako </span></span></span></div><div class="t m0 x18 h2 y7d9 ff2 fs0 fc1 sc0 ls0 ws0">alternatywa dla tradycyjnych paliw kopalnych. </div><div class="t m0 x17 h11 y4d1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Poprawa <span class="_ _19"> </span>efe<span class="_ _1"></span>ktywności <span class="_ _17"> </span>energetycznej <span class="_ _17"> </span>–<span class="ff2"> <span class="_ _17"> </span></span>optymalizacja <span class="_ _19"> </span>proc<span class="_ _1"></span>esów </span></span></div><div class="t m0 x18 h2 ya52 ff2 fs0 fc1 sc0 ls0 ws0">magazynowania i transportu paliw w celu redukcji strat <span class="_ _0"></span>i emis<span class="_ _1"></span>ji. </div><div class="t m0 x17 h11 ya53 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Monitorowanie <span class="_ _6"></span>wpływu <span class="_ _6"></span>na <span class="_ _6"></span>środowisko <span class="_ _6"></span>–<span class="ff2"> <span class="_ _6"></span></span>kontrola <span class="_ _6"></span>emisji <span class="_ _6"></span>i <span class="_ _6"></span>w<span class="_ _1"></span>drażanie </span></span></div><div class="t m0 x18 h2 y987 ff1 fs0 fc1 sc0 ls0 ws0">rozwiązań minimalizujących negatywne skutki działalności.<span class="ff2"> </span></div><div class="t m0 x18 h2 y8fa ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>przypadku <span class="_ _8"></span>działalności Grupy <span class="_ _8"></span>UNIMOT wa<span class="_ _0"></span>żnym <span class="_ _8"></span>aspektem oddziaływania na </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">środowisko <span class="_ _d"> </span>są <span class="_ _d"> </span>generowane <span class="_ _e"> </span>o<span class="_ _1"></span>dpady. <span class="_ _e"> </span>Główne<span class="_ _1"></span> <span class="_ _e"> </span>ich <span class="_ _d"> </span>strumienie<span class="_ _1"></span> <span class="_ _e"> </span>pocho<span class="_ _1"></span>dzą <span class="_ _e"> </span>z<span class="_ _1"></span> </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">działalności <span class="_ _a"></span>operacyjnej. <span class="_ _a"></span>Grupa <span class="_ _a"></span>zar<span class="_ _1"></span>ządza <span class="_ _a"></span>odpadami <span class="_ _a"></span>na <span class="_ _a"></span>pods<span class="_ _1"></span>tawie <span class="_ _a"></span>krajowych </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">regulacji <span class="_ _7"></span>pr<span class="_ _1"></span>awnych, <span class="_ _8"></span>wewnętrznych <span class="_ _8"></span>dokumentów <span class="_ _8"></span>oraz <span class="_ _8"></span>w <span class="_ _8"></span>op<span class="_ _1"></span>arciu <span class="_ _7"></span>o <span class="_ _8"></span>c<span class="_ _1"></span>ele <span class="_ _8"></span>zawarte </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">w Strategii na lata 2024-2<span class="ls1">028.</span> </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Więcej informacji zaprezentowano w części 2.5. Sprawozdania<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c x1 yb24 w65 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wypływy zasobów związane z </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">produktami i usługami<span class="ff2"> </span></div></div><div class="c x1 yb23 w65 h142"><div class="t m0 xb h2 yb25 ff2 fs0 fc1 sc0 ls0 ws0">Odpady </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y353 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y354 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-18. <span class="ff1">Ryzyka zrównoważonego rozwoju Grupy UNIMOT z<span class="_ _0"></span>identyfikowane w procesie analizy podwójnej </span></div><div class="t m2 x1 h1d yb26 ff1 fs5 fc1 sc0 ls0 ws0">istotności.<span class="ff2"> </span></div><div class="t m0 x1 h2 y2cf ff1 fs0 fc1 sc0 ls0 ws0">Proces <span class="_ _19"> </span>zarządzania <span class="_ _19"> </span>ryzykiem <span class="_ _17"> </span>podlega <span class="_ _19"> </span>ujednoliceniu <span class="_ _19"> </span>we <span class="_ _17"> </span>wszystkich <span class="_ _19"> </span>spółkach <span class="_ _19"> </span>Grupy<span class="_ _1"></span><span class="ff2">. <span class="_ _19"> </span></span>Ocena <span class="_ _19"> </span>adekwatnośc<span class="_ _1"></span>i <span class="_ _19"> </span>i </div><div class="t m0 x1 h2 yb27 ff1 fs0 fc1 sc0 ls0 ws0">skuteczności <span class="_ _a"></span>przyjętych <span class="_ _a"></span>rozwiązań <span class="_ _a"></span>dokonywana <span class="_ _6"></span>je<span class="_ _1"></span>st <span class="_ _a"></span>przez <span class="_ _a"></span>Audytora <span class="_ _a"></span>Wewnętrznego<span class="_ _1"></span>, <span class="_ _a"></span>który <span class="_ _a"></span>co <span class="_ _a"></span>najmniej <span class="_ _a"></span>raz <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _a"></span>roku </div><div class="t m0 x1 h2 yb28 ff1 fs0 fc1 sc0 ls0 ws0">przedstawia <span class="_ _e"> </span>R<span class="_ _1"></span>adzie <span class="_ _e"> </span>Nadzorc<span class="_ _1"></span>zej <span class="_ _e"> </span>oc<span class="_ _1"></span>enę <span class="_ _e"> </span>s<span class="_ _1"></span>kuteczności <span class="_ _e"> </span>fu<span class="_ _1"></span>nkcjonowania <span class="_ _e"> </span>systemu <span class="_ _d"> </span>zarządzania <span class="_ _d"> </span>ryzykiem <span class="_ _d"> </span>i <span class="_ _d"> </span>kontroli </div><div class="t m0 x1 h2 y44e ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznej<span class="ff2">, wraz z odpowiednim sprawozdaniem.  </span></div><div class="t m0 x1 h2 yb29 ff1 fs0 fc1 sc0 ls0 ws0">Komitet <span class="_ _6"></span>Audytu <span class="_ _6"></span>monitoruje<span class="_ _1"></span> <span class="_ _6"></span>skutec<span class="_ _1"></span>zność <span class="_ _6"></span>systemu <span class="_ _6"></span>kontroli <span class="_ _6"></span>we<span class="_ _1"></span>wnętrznej <span class="_ _6"></span>i <span class="_ _6"></span>zarządzania <span class="_ _6"></span>r<span class="_ _1"></span>yzykiem <span class="_ _6"></span>oraz <span class="_ _6"></span>funkc<span class="_ _1"></span>je <span class="_ _6"></span>audytu </div><div class="t m0 x1 h2 yb2a ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznego.  Kompleksowy <span class="_ _9"> </span>nadzór  nad <span class="_ _9"> </span>zarządzaniem  zidentyfikowanymi  kategoriami  ryzyka <span class="_ _9"> </span>sprawuje  Rada </div><div class="t m0 x1 h2 yb2b ff2 fs0 fc1 sc0 ls0 ws0">Nadzorcza, <span class="_ _19"> </span><span class="ff1">do <span class="_ _19"> </span>które<span class="_ _1"></span>j <span class="_ _19"> </span>zadań <span class="_ _19"> </span>należy<span class="_ _1"></span> <span class="_ _19"> </span>również<span class="_ _1"></span></span> <span class="_ _19"> </span>roczna <span class="_ _19"> </span>o<span class="_ _1"></span>cena <span class="_ _19"> </span><span class="ff1">skutec<span class="_ _1"></span>zności <span class="_ _19"> </span>funkcjonowania <span class="_ _19"> </span>sys<span class="_ _1"></span>temów<span class="_ _1"></span></span> <span class="_ _19"> </span>kontroli </div><div class="t m0 x1 h2 yb2c ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznej oraz zarządzania ryzykiem<span class="ff2 ls2">. <span class="ls0"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf63" class="pf w0 h0" ><div class="pc pc63 w0 h0"><img class="bi x9 y553 w7 h90" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA58AAAXTCAIAAADbOR8GAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzde7xlV1Un+t8YY8611n6cR72rUqmQB3mHQEIS5BEI0orSiLTdtoiKIkKrbfu6en1wW5HLvS3N5doq3Re50shTeQooL4EQCISkUnmnklRSqUpVKvU+z733es05x+g/9qmQdKP3Q4AGr+v72Z9PklPnnNpnnbWzf2uuMccgM0On0+l0Ov80RESXGAoowVEUxLU/UYVGYAJHQAbkgEz/AEqAAB6g6df67kB2Ot+9XHcIOp1Op/NPh4HAgAFEAPjUGyEDBvZQAAR4wK99EAoowNOvJ4C6o9jpfFejbu220+l0Ov901LAMIAMpPS6qqsEAGIwBQKcJGGBA1Ag2/XQDjE9F3U6n06XbTqfT6XS+owIwfdvjU9l1jYEAJED/h6/h6UMf/6FOp9Ol206n0+l0vtPMkAgRsOmyLDQBCTBA1opr0zTsniq7fUyQJe3Sbafz3a+ru+10Op3OPyEUwNm07kAzJFIjMhDatdBKigpAIhfhFEwgB3IA2zT0GqDUpdtOp0u3nU6n0+l8VwhQgQkyJGkiRhVIRZBP3w9bBk/gM04psfjhjMIZYIARAE4ICmTdYex0unTb6XQ6nc53BQEEjTW5Gg4d2/kf/kTKSeNQOc0SD1sYV62XhX6fzjnzOS/94XzL9mw4IIMRFEhAgnbpttPp0m2n0+l0Ot8VzCyAPLFryuZzX5l84NNbonpW7zRPmGsQWcdCYa530atOnx1sBnIEQECAERIQ0e1X6XS6dNvpdDqdzncHEmoRHICV5ev/7M8vasKmtmwQS6iDzQCAX4VrZwfnff8PwjmEBn03bQcmgINxl247nS7ddjqdTqfz3SLBzBpqB5OVEw/vz9UYQRBjpgqLrQbIiNr+GRvw5G0oNBZFwxAgB8iQdaMcOp0u3XY6nU6n813EjM2E6I7bdmWFDxgHNKs+HB+mKLrcgKg4ovH0a56GftMUctwVBAyAbNoQzAzQ7s2z0/lu1vW77XQ6nc43aTJBluBnGyAAOY55RDTbouNGIEAEGMiBCEwAA4ZoU5VxjppBKc6IGwNNwlCQDAVBFcZfm61AmPg4yADlRYrrkWGhWlnfe5CrS2Iva/Qkyvm851SAU3MaAAQgACPAgB7QDxDFQo4cqNLivn127Hg9GadcGuHScSIhk43jI2W/2Hr5lXNbNyNCHU4UiMB2AyYIPSwIto6AYu251TlaYHYCjNHM2qRHw0YzMPLuxPjGBYBQOqxCc6Q5TRwJzEFIyfkErrFvgK2G/gRogQKTvlWwHrQPkBoYBpB5nBrbAYIiGAKDCDkZpwjxqtHMRAQAlFqmBESADB7IAVAaN3WdD+ZUQewTkMyESLUVJk0NUS4sIUZynFISlhCDJ/aSwxCr2uVF1Y57/TxaY2QMZ/AEx9MnhQpIAb6FFDCLYycEmr5UXIIwQNYCqaGBaSzYkCKUQFk0Jo+UIFDhAKW2pqznzUAEsMZYOgdAgN7aOGkKIAIhaSTmhMTglEI2PQRAalvOhqfaPAMGU/DaqykBMaUgNATBKIbUKqljIYCn31cZyoia8krIA6yJGBkYqjCCsY7bUS8rTo2/VlobCfgoBuTUCzhgWg1k049AE5gxmdSDYQFAVVm4S7edTqfT+fbQMnKW4PIIGFqPk0gezbqYXGQUvgEmsBHYQTYbedUJh5KimPVRVCRjsIeKaUGsqSZZmw7mAQYbOIEjMDAgWO25gKDUqkcLrJtbywBzTEt1uaFgqCIGJIByONeoSLFY16nvSm4B7WPgDIVZFmunABRkEEQSkJCRNE2qyzC7PrEXhQkmpJml/njiuJegbd8TIAQxJEIDCJA3oDYuD11LMg/kEXBdEcM3LNlaHk1qRCqkZiA1goCECFGRNGrb9lwGEpCp4wBTAkM9lKd5if+7dJtCKhki3CMjMijADBjMEGPyGYMCEAgwZICHgSyByECqZIKYTJW8g5lBI7OlxN67JgR2wsQhJoEw1DM3dZ3nBTTBSdIIjkYcFWYs7BggA1MiaAsoOQ9ja0ijJaNskMAKIoBSEsKEhZMVnGJd+rww5VaZMyaAEjS0zI6Y1aDJfEZlXff7TGgfn261aVsWEe+bkETITEXENLGtNXNmJ1+bVGKw6QPKBIOaqXAWkxmUnKiZWSKCpZSLJwMigShKqVHFOYIw+ZQUQFBjz0pkMNOUMQMgGAE0/UUZrf22phOvKZ36CJMBQIiaeQ7BREBE9Ngx2l267XQ6nc63lqGBOTJZG/9FCCeP0P0PusUx4JS18UEHVDoxy2drV7TaxHIJ9dbnXhXyIvCAOR9jbA8dwf0H1xGnUCav3otPhsRgSZmzJ53htp+JJiHPVIgJKSgJmlD1ModScd1d8C3QQNrkQyLKWgftj0mWzlzff/I5AWUfMlHdxr7cf5AOHumVNWKAKJgNIBUkvt3G51/2tOz0M2rK1XSoRrEJN93so2FcIRnWr3tkMNk+AgyrOTmjfsPBsX/e048jzaDXU4IJpJv48A0bAwbMKFADgpChImRA0SaEgMKNRGf2LwElzto8ATLkshJ5UESHFnBIWTREQ+EfG5na2CQL3hX7Hjxy7Ohy5uYCTcwsNFZkuUi68qrzAWW0BAM8zAG4997DSyujug3O5S7vMVMMNbE+44pzY4MsgzJWVid3794TApzvOZeJiMb60kvOH/apLuteJjF5FpBDUDtw6Ni+/Yd7+TpYRkiMFhTq2Fz9nKdpjVwSMVmiW++6v4xI5olAKThC6vvZnJ96wZnQBrCqbiUb3LXnkfGozsX3nSRSzvN6Uqak6zfMnPvkrYREaAEiZDCGolUjUEj40vW7eoO5/mC2LEsyY4q9nIaD4rzzdnwtLhIANG3IMq9AXSfnRQQKNA0eOnBi775946p0zjHz055y8Wmb5osMjmCKaMF7T9AYk3MewLhsb79zTzBpog1mZi0qxel8QGMD6DFBdC3RInE6lVOZoQCE7RlXXhAjnAfMVFVOrTr/j7rSoU6n0+l8U0bgAUgUIMCANixfu+vu172pOLLg86KEOapTO6qdVJKLZv3WNmzZeJjqF/7Zf/RXXuqJkFDU5b6/27nz9X+8uYkFRx3Q6mQlU/OJjaXK3ek/9xNP+d3fBhESlCwIOSU2QkZWj/b/1Sdufe1btlaNtza4svYpss02TkLxQO7Pe+3PX/nqzcQ5As/mihOLt7/+T058/iub6hjDBBklAhlnibPIn3j+hb+5/SyZqwazTjVS1eLG2z/46n+72TBeXpkZzoUmHJuLZy/CCEcHnCeZrRkXnf38z/zFXM/lmlApfN6l2ydAYYCtFaUYyEMJCVBSpgSmAgFf+NLnb/jMC/7LHzq2ABV2MDibTpBjUAITYCB69Ka3F+/IT8r2v7793R/96KeXFupsVkR8DDpaXT19+5bPffajWzYPDExrl2iA4Xd+74233Hp7CJHYqxpgTGnb1o1/9+mPbFgnMKyWzdvf8a43velPfDYU7oWgqlpk9CMvfeEb3/h7EIYjR4gJbCDQdV+88U1v+tPVlWTIyEAUQHEw8J/42w+fd+Y6CoKANuAnfvLnJi1qFWGhFISw3K4+88pLP/Ket80MHZB6/X4Z5P9569s+99kvriyOc8rGzcj3nCpmZ2ae8YzL3/fePyVjJve4/h5ManjPX378j/7Tf15cqEIg770IRCK0esmLX/gf/vD1s/1HF0QVgM9cmzREywox4Pob9rzj3e879PDh+/bsaZpIzo9H5ezcMNbVRRecc83znv1jP/qvLjx/cwo8XhqvWzdkR20M3vkbd97yMz/3i03rlfvickQVi1/nl/+11ViNjLXFXZt2KYnPfc4z3/vuP2YPVWMm+QdfX1267XQ6nc43pQH3lRARMyi3mdV0+9077t23kTQ5vxiqDaIzqUpwI+QT54tIPFptfTp+5+0bn3VJTZYT0kDOOP+cY8G2rdbDtqqlbl3wUbOERDTOpdx5B8YTzPSRkqlEQaYGWMyUqmrp77503vJkW1N6NAmTMmsVNttmXmbT3KanP+eKplcUjUcZ4ap6181LN+7cfuzkWZI1YRzFDHBKTpmVn3TOef1tO+DzgBS47bfj4x//xIWPnHzShvmjddlvk6/ilYvtrALg5WXy6nK4fXfdP/7sdYN//nwlJUckXVnCE1FADVAG54BCEhxgjNZRIYZqtHz9V478we+ONVz76l957i/9fHbxUzAcqIEVGQCiKJxEMyhBcGpZMKYkzvd6RTI/GiejwagNABznvr9hXOnM/EABhgMS1mbTQd3MqOG2lX6/lyxljut6dOiR43NzkiJg5lzGrkcyAM9NalN1eZ6PquUPf/yzF1166St+6ofL1PThhBGiqZDBnVgYE8+Z9QACJVCsl1c2rBvatBDBIbUWUbRmdWJBRuoZmvWyNrjeoIgxmLXOF4q0d9/Dy5NU9Ld5y3I3o1noZfmorG7ctfvm2x66/KlneprWzqxpDab6/g99bHWcmlgQ9102mExWMh+AuLhaQQBdq3EFkhHUGCw+x6f+buc73vnhW2+9e9I0SS0lD+tzdL3h+qRUR3nw4dX73vGhv3jfR573vGf/0itffuVV5ycgBPPeVyGydwrPbm4yYaJ+LyPVCmAD2WPLCyg9Wowb4AlGpoTECAIel20ypAghMGtMyYn/+06k7sqy0+l0Ot+UDCJGMDSsqwjImv23Xu+zMHaTR/orR4fjlUETEBRtzJq2aNSHEFe2z87de/NNQbDCrsrwcO746efKBTvKvq9QR2soS5qHlLUpa9XXy/ftwcISshBc8ko5QMLIkKzFw4ePfPwzW5uqykLlQ91rQ95a1iYfj6fl3tOeJFee/5Cg6eeYG5jUX/ns3y6cPDrb8yFNgmtrXze+rny7UoQTg/DPfvaVWD/feHcEdphaGy3svf66Dc6OHH1Qs0DczsAyi4Q2oFbXGgeg9ePJ5/74rcl4Sfxy0W+ddCfGEzmXFDksEiYZYgEi9AEHKLUIDR546O5//+aZ8dLZiyv80Wu/8Krf0Dvvo1gFNhCmy70VeBWMx29Wcs4T0IYU1Rv1IINWC1esj1bUrSR4n033N013Na3lrTohm5mL7BJ7JVe1Mamxk6io6uA8uYzY95tA41KNhmbDqhbI7MJq+9o/+D8OHDnJUoCgGr0nM1RtU7Z1AkXiQD7ABeTRMOj7mACahktSIBraRI1ybdyYjMYxmVeCQUScwcBy+PiCmm9itjJhuLlRw03KEhUr4/gX7/kIGAo28NrmR4JzePjoyVvvvHNpXEo+iOpHZYD0gvlovDyp4vSQfe3AkRGPq/Suv/zEa37hN3bect+kdmWLNjnwgN3QaBBjXtXSG25eHsdRzZMgH/3kF171mt/85KduU8AYk7Zx3vnMq8lkEmA9kVlNzgxqSHAJLiBrKQvIAnyCi9M6e8uj5cnyhEwtS+ZCMiV4DxKslcv//bp02+l0Op1vCgNt20IQNbZYxXj16IMPFIiwNqF2BZWSlnpc9mScWhFijVvRd8eW4+6DRcObI800SOhHl1/1wz+8MKly7vUhWZ2ykJyqT8gjspOr6e7d0Rr1hKROAUIrmhHd8efvOYtzzyG1IWkyswycGyNhOLchP2NHA2ToqQEGWi6P7Nq9oab5lqgt82SuSVkwZzwq6+Fpp23ecgZc0YoAPMRg+eDD1eHjLqRB0SeiqArQ8QHdP0t7huFkX0/29WSWMhG+7zAfX2mhCYiq3YnxRKhNw1gAxkBDUIMH+iHg/v13velPevfsn9W0vg5nNejvPbT7be9Cm7y2YMAhkkZEAuO/m7hhBiDLxGdFUFMSdnkMlozEeaKvdx/bAM+TsvR5lixBmIT6M70YG2EMZzwoAQit+qxPnBEcSUaUtxGzcxt9NvOlL99Q67SPQwtEFqTUzM4NwQYiYzMmI3KZrI5K76EAGEZGjpIll4kisRMw5b0hi08JzjETE2g0KjNfGBxx1kSKJoPh3GjSiuuD/Beuvb6qMWmCAVVTgxCjKnDn7ruiKQkZjITyojAoxEj4gQfvN4Ylhaq2rdp0VZX+rzf/p9f9wRvqVssqJHNFMVA1M0wmE9WYUvSZjEajzZtPa1fLBN9EWlic/M7/9rq77jomwsIeQNM0IjQY9MhQjleJ4nDonUdIdRNbhRqTCol3QQPYfMH0NSAyIsqLPCWoom0jACLq0m2n0+l0vl0EoFySM9HmtJAdeOdHdyzW69t2Y0xnjey8ZSuCO860TJ59Txv1IIINoesfWR1/8ItuRGhgcIkyXHH55mdcvuq44CKPzOoUTsFZcKfVuPNDf+3qSYkGTKgtCsZgProQb7p7Y900NCbnonMtuVCBSgkyOES07VnPhhZ9oKdAwsmv7B7sO3mu9vKq3OznEHXODfPgETPZfFpz6cWZDFFiEGWT8aZJPb7hvtNXdS6iF9BradBKDxKot5rn0fddlJBi62m2jc84hvC5uzaq64fU795en+ClkgDiFJIUwIiTchtXFtpd9974mv919SOfOztgsNrOKNYptrUpfP6r9//m6/jhwylNVjGu2Vywfgr6dbLqtNyAFJwgZGsZE8aP33v/2FgcQAFItlasML1fn2zaQAAtAJhM9/0bmZElsrzol1VcHbfvfu/HUoKlhh03qVWLWeGaUE4LEoAEJFALapWDEUARlEAKSqBklKZ36vHYtlk2TW4ikq2OxwZKbOTJCCmhyAeqZOaWlye7d9+fe28GEQGUhSJwy613Ou/zogip5QxNquFMHEeLZVmtjFIbKghBHJEra3v/Bz/5/g98Ymmx8X4YlcxQjUfr5mYtVXMzPoWVImu0Whz0+NChh+a3bI21Dfob6iAnF8tf+Le//sC+I85xmxIROUr1ZLFfxEERnYzb5njSZUKV5zCKzjGgTVtluQBt04w9V44qJ7WjVjgIBY2NRmVG5kVNCf9Quu3qbjudTqfzTeknbRk1WS8xDi3f9Z6PPrmONWCgQELsWsoCF5NWZ8kjhMZhiUIwjpPRrg/99TU/9APj2bwAaebxtCc/6eUvumH3LYNKyKTK0AjBpBdkJuDuz33x7JtuLa55PhyhRAQIiPcc5PsOslZV3gaeGbsgkg/Fa+sWZubum8suf/bTS876oGSQDCe+smtdk2bACTrOMQIVTEq+zPoHsuziFz5/Wn0YBT0Ak7T6+a/OhdSS1h6RObCUyfk2n2+bWVgWm0ULVFgOXq/0yLVf2f7jLyxTND/oCm+fgEBEEY4wA26gNTVZW6MNt/z676/buefM2bnRysnM8gaptDZjXnf4yIl3fej41s2bf+NVRU41fBrXM8O5JOmxC8LTdVaAlU0ZasZQBsyMoNNb3KdaU00fBAat1YAmgmOQrnWqIhAMSlA2ANMK6wSKMDLTpk3i3Nxg0x137H3/B6/7xZc/N6XWS9ZCxpPxsD+YVApKbNMy00QwI7JHG2Ot7c00hqkRkwFmFEGnNl2ZENiijVcn4FwtcCZqIbZxUAzasvactc1k5847r3r6eUktd94AYhLg+i/eLFyoTVuihaQp8wQyUwqtVaVm6x3YmiZ5dk7c2//8AyeOTQaDTUR5So2IOWoXjh2cnRk8/7mXXnzRhUtLS1+87ksPPXx426ZNS0tj5/v1uJ3tzSytHuejCx//2LU//29+YtiXiy8470//6A/rhkB9U+ekzvMwKu0//9m79+x9WKg3KkdElDuCNhs3zP/KL//i+vkZAAQlMzYDpY3rZ3s5P9oHjKlLt51Op9P59qmBQlsRpyZfvb195ORY9NAQUSSJV5YU5fT57c3CSjGuvHFEnKAl8YMYFh/Yh5Wlcm7rekCI4K24/GKb7aflEwNDbaQENsoj9Uw31eHwdTc8+ZrngBMyIaCAlnuPzkcJCPA8E6mK6ln65rKWJwmbL7kYG9f1wNQCBHhku+/fCuJypQ9eLFddLmHS9FC0mq3UYdt55yND7bDKth7RaVx4+GDfxSVK40ITJIHUOG1Y7w8f68NMODkzp62LSZvFww9tb0o306ug3fLtEyCEkOAckKKlai5TjKtDf/zWdO+D211RLp+sqS2RNcwtkgCzzBLag+//8ObnXJY96wrEOpufQ2XmHxNtoWRmNN0wpUZqMGeJjRKUkR5dvF1Lt2TTnCkGNoIxG2O60AuDsRlA047MYKO1EIYEgjhRUyKq6xhb+vO3vfslzzl3+xnbFYBBExEJ2TSXGcymmXWtLxYExoCyMa39jdMHEkVGYjuVe4G2qlWVoWotiM1gMUENZkLsffbg3oce/fkZMNOm5SOPLGmStk0uy5MGmib1pERCRClyQuMgIALjll0H799zoCjmAdc0LZumVG2cnz18+NDrXvt7P/VTL+4VaBrbt+9f/MIv/NrRhWrQy5pGZ3tzVRivW7+pblav//JXf/3XfgLA3NzcD/zA8+VUwYhqdOLKgPd94CNVOTIxRy7GxFkm4F6W/8TLvm9YrP3+6FSZARmYkJIxm5n9g0u33Wuv0+l0Ot+kJiVDjeRWq7v/4mNnLdNMw4FY4X2QohZFdtqLX7TjGVe0zgGWJI59Ax8219WOh0+ObrjRI8zWyCJUAi48/bSnPDlZk8HYLBEUyBUe4Uylk3/7JTp6MrFNxzz0Ril9+a5eSK2wka5rtBfNR+QlZWAbzD7rFS+v+wWFiEmLWD78yJ7xXbuHZSkoIWFkJTJipD7EJXryRZcOzjvXUq0SIxqaLK9+8jMzh473Y6McyFKRNE8gIL3k6mx2zoErstDniGaZx8eLcunA/dh56yDUgtCdF08AR0hAIoSMCge9e++tP/3LB97+/s113Wg55gaZfyTPx1nuxXtVhIkP4+LAwZt/4w2Lb3lftqK1psUCp5olnEqrlDDtxkDJkBIpW2ILYpEtsUWyU23A1h5rK72ShHT68DAPzbA2BY0VngwwsBlRC2qIGkPlPQGoyqbXm9+39+gb3/iWhYXVmGCGfj5blYHMsQors4GVyNjgAax1vlKCChmzOVaR6WciAJFwqj5CcfzokUycWQK14oNw8lCk6JhD23rnbr/ttoXFahoLoyaFvfedXy3HHBvHyAliZiwwVVUI9WLjVpeaNtYK+CKblOkNb3hzWbFpFlsWdkUv987q1ZP/yy+/5uX/+gWFCw4xl/Lcs+Ze/7pfmywfa8ZLnDTUkX02mtSA3Ldn30P7FxnIBWItacNoyGqyWkNZOLPY5o4dUb8YeOctau6LUDWDDB6NR/CIzlRMxUyjEsBkBGhSoKu77XQ6nc63TwiBdRUlHzo2+vLd503kjJZOH8m5K3zeiM8dM+ceL73Gff9Vj2xwR7KwOIulOYwHStxsaMLhO283VEiYuLicOcxy//JzxwWPRVdyLPdspYexR4OYT0p/8MT4wCNxmi8IaKm6e18ZV6mfq6ax1XXBdc9PSFPRH154dv+ZT10UCR7waRIWPnDjJyY2GXHlhsPjvlmZpRNZbPt57OfLzp76ohfouiFF9OtyHkEWR7vf8f4nVe2GlNY3aWOlW8Zpa6MbI/QHn9Vbtx7gFuqcFCnlYiTBHTqKz+3EkaW821X2xEQ4QRSsUgLSHX/653rDnWeOo4Rm4kLKszqG5flhySwJhRGJ5kOZtyR3PbDzDW9Z+tR1EFngtRyIx+bB6dQt2LRKlpGmD0LC42pvDZjWIKxVIYgxmZA5mIOtDXqYLjSv/Q0wghEiUej1sxDbtm2Hw5lyElTlnX/x3vv3PCICYbStDoohwAQhEBsxCNPv/DVEcKxCymJCJmwCml7lnXqCwIkTJ5xzZkqsPjPvyXsnsNz5uqpSTPv27jt65Oj0GyZTGN76X94p6Gty/f58ipaJIzVTwEQoq2tdWphkuR83EwD79p+46aZbvOs5KUQyTVpNxjHWZ515+u/+1i/1cskdGDVs0i/wPVdd+tRLzpsb9hmUOxeSuiwrq7Ys6+uv/6oZYBAxpibFZaRlJ4E0MaytSk0x874cj3u+YBAShCS0YDSMmtEwBSIlMkJMIYa2Bsx7//9xmdS9lDqdTqfzTZnvW/Lnwy3cfPN2GxsmCz338NAfzXiMSYmT7dwMLr4cL/mhY95fVGzZvhy5xBEvhwb5CM349jvX16MHBxCV9U0fk9xd/j0PDgcL/aJwcs6ILjuJfj5zICs5q08vbbzzSB5cKyi5xdKduveGsyH9hpq0bnXQa5u4baxbNB12zZZXvChunO+ht4osZDQ4aNe87lPbl5fPjWJjO5nPbmjWb1/A2cPBYvnwgW2u92/+VcKMRS2LIRLwhdvyOx4sHT/Yc8H8Ntk0NjvYS0cHYebM8+RF33tLP1/JelkQsIxEZxq9opJD7/00ktUcgYhG0QAJwSxCDQHaIgIJ1qXfr6f0QIFcNWIx7rmNP/LJp43Hg2aJddmLllkaF4Z6z4COlxQOKNfujHZ82iPF5v3zQwtavvNjxQMPbsF4hGoRoU2E5FrkYwi1KEpjaOmJNJ9Y0fAgcBHh7VQFJ63lYP7aUAHSxEklRNcYNyo1uCHAAYKQGMmN1YaaZg3e4OpJQTrbG9Jy/ZArUlZsGG654IOf+NwoIgBZP0yq44RABpgY2AAjKKkC4GjSglURE7ORUyGTJsmE0qxZYQQI4KM5tJBRaUl7Oc+Xy7ENSXu6FI+PdKmYWbe0mqlt/+jHrmVWw8SLP3RgdW+5MM6i5e1ocjRzgcXgfGA/SZYk9rJwYP/tsL6joQIP7L93/bYNLbUr9QqcBo3DmXnh3o++7IUk6jIx47aBkzmzQZYNrv7e7x+1VSt18LWnVttm0BuI5Z/+1LX0aNik3PlN7LearuN8JlHyvdzJxrYufKYmC0ZNbD0xUw5gFpgBBkAOOICdz8S7vOgTuelHunTb6XQ6nW8bRiaEqCt33NE0k4AmxTab3kJ0vSD9jWeeBWHMzazbtnU0KXtBNkY/V+qwSZvMNffux/2HCXBKMEJebL7wyfnpW1nJrTSpiWO2STXqUVa1dciylBUAACAASURBVEpxct/9CBBGofHAtdfHGBKSamICh2bQy1fqVUOebdi0+aorGucoaQ4op8WPf8QtrpCRAolM1AjwkPGoJBlsu/h8ds6J0GzfLKFtd37sbwhmKVAK5GVcTRznKSvstC2bT9ux7mmX9dat98pcm7UKosZSAPYvHt7/Nx91GgHAMQQKEOhrq4OkoEcHjnYepw8o4d76eNbgjt9/2xkr6UAcHZxHW+RFwGxDG2N2bj1QK47N9laetKF+4eX02pdd+uZf/Zf/92t/8I9/b91Lrl4+edhpXaQ2nzbjSqfO0VO7xsjAat/SZ/2136VzjlnapnHC4lBOxmVZf+6zX3jk0AkD6qotesNT0eubur6JMUxbYqkqMwNEIO89M4mI9z4l/fSnPrtalgqKyXbtul1DiCE4kV5RqKYYo1kCjJnNYITxeGJm3osBhw8fW1xcJF5LicycUlLVyy67rNdjgIimX2hEIMbFF1+Y556F1SKIpn8UU1xZWanr78j/kzqdTqfT+SZUDg6KUXno5l1OAjtVawsQK9W+t9DrzV9yIfo5hsX8BecuppAh29y4TROsi5gLceaR43j338wDkgwhwsyfvWPHC54JyGnoZ8YrPZukSY/M9XsamqVb78RkQrHxK6v3ffBTluIEKVkgaBFbDzX4FejcJZfg7LMi9/uQHtRXkxs/8P65pWWvPAZqZ17BhkKlreJqkW941uXo9UCoHETVP3h47823sAVPmqkqoQX18pkVyMZrnl0M5nDFU2THNlIpWvKUmZkiTURbH3d+4pOyPIopKqnJWm8Hngaaabbq0u3fr01he3/D8OiifvmemQjxuTpfMq0KlPy6hvrNXDN72hkv+oGr/+vbz/nplz10Ys/b3/of3/Hvf/tDr/udz7/v7cuf/3L/wdVeEhcaEYIiBjUwZNpNdjrh4FuTbh8fodiAqqrM0qWXPqXXy8hSr8hmZ9YdOHj49a9/c4zYtHH7ZBKA6RXWN/eiq0pmZuakyTlnCm0tE89k0+Dr2O2+e88D9x8AMhH56k23pZRMVQhMEAY0EdRgzrOZEfPx4yeYmQkEHDu2VFWVExGRabpV1V6vd845ZwFQnQ5KVpkOPTa77LKnei9MZpamKR9AiunEiRNHjy536bbT6XQ6/8jUBG5Dc91XceiQo7aWEhyKpJxoCXQsz7OLzks9V7lIl19wYpC3EEnkIpHSBKubndz5nr9yh45w08JUmWrH577sX9R5nlvhFaVTFnCIlnObxv6hQ3bPbk5luO+B/I4HhWlUIEFhkajhsuoP5484r9c8u2Gf4KHGVbl83z128OD6tnKJl3pUO+TJWOHASvnC/HDdVU+DUUxxZKmAe+gLu85wPQ2lxapAalJ0eR+WjV0x99IXN87w5M3zz78y+DwzzyoC8Qmt1psL37v7Qd11nxAnoCZAQADSdE6BGqnSt3jx8P83SklFJPrkV/z+kw/JZOSwuaENJyOra4bDkXOlFPdcccWOP/o/l773+Te++a23vfp38MEvPWfv8guPhCuOVVsfOHz8ze85/M9ePbnp7j45igmC3HGCKRMEZOBpQcC3hp0amLX2z6SJiNbNz/zoj7y0mqwi1VUd82zm05+87svX3xJSFsN0SoIZqZEaPcGrnOXl1bXQmdQ551hgtGnjxh2nnyasXtiM8mLmhhtuNWQxYeeuuxyTF9YUQ1OefeYZLKaqMBURUyWSI0ePmlrTJgCTyUREkqqIpJTMTFXn5uZmZ2eTwq21P1Bgbbve7GzmnKglIsBMRFQVhNFotLq62qXbTqfT6fwjkwBZHd/73o/MrU6I64omxDGL6l02Ibfa789cfMGIsVzI4OJzTmzqL7E0oIp1JUvLpE2qaGXx7re9lwD0OYqrwP6pF89cfGHQUCAzm/ar11HT5KDZhaW9H/trlKtLX77prKXA0LIwZQi0Rj1jNKrb8szT1z33exrKc4CJiPTEtV8+PaUMpRCv5tQ4zZM6A0Ea3/eXnL/usotAwsyOGHVKX9w1WC37ntlCZmaE2mxc14PN2/H0p40817PutBc9J/YLAlvQTF2h5E0Hq+MnH52U1+6kqiamGoiYjuCa7guyBFNot3T7dfVheOjkLb//luVHDuvTz1z1msEF53LKN54INgrL//LZl+38CL/sxcWTTqudnx/ZRYvlJYtxrl2aj5O5yWjHqBocfOjgX/0N2kRmmG7+AgIIQgSwGX+Lqp4fXYKfhlQjFL0eKJ08cfQ1P/czZ+7YilSrmpmbGW5417s/3cvnZ2Y3TTt0rfUCA/3De///PisrY7O12gARsQQNceumTeefd5ZIiqlRNecGu27eDeDuew4fPHQ8F0dQ0+AdP/NZV5muzaoQITMjopMnFwzGzGqoq9o5Ny17IKLp2q33fjjIpz+uWnLOG0wtMVGIGAwHgE1zMBFNn1gIIcbYpdtOp9Pp/CMjAEaThTvuHqQoDpyxIbGaCCeRmGU8P8cIBdxwfqbNXOkQhFrDWGI9dKtSb1w/e+yzX0FbB2dxOjZVfHHRucugzPcLpQRD5uu2HWS9Xmoeuf0WjFeaB/dvSjDVlmFsbBgzBpQtxbLcvlHO3l4w93Qt2NgDB+aVGrQAB0EiODUyJLhR5uWM03R+DkGVuUDEyQU6dKxdONnPcuecJWWRKrQTtIP5OfRyRgyw3mmbIcLTG96qBssyx3W9VVkfOYylZagGjWktxACYtkVV6959/z5Rcf/B+ODDJw4fvOC5V4xhi2wne8TkBvAbept6v/DS+0iOQc553nOvfuWPn1zvBm42WQvy2DiIPsEjwXDoOE4sQABDmAQGp1ONvsTw7bq0MGJGiklT3HHGprPP3DHs51mW1XVbNXbbrbvn5ja3jZ6qTFhL2E/s6TRNMDu1bkzExEK8bn5+29bNReG8gEWqsn3o4NFJhd2791ZVSzxthqZ57s84fXtKkSwRjIgMgHHbRmHxjszWynkJmA7DnabblBKAEILa2r8DFmMEIYSU5zkRqa7dlzAzpu/Yad69vjqdTqfzDb6JnzL9zxmtlm+5dXB0cZi0bJtKI0FMo0WLGp96ySUs2eyoXleHrTNbNrrMCQOc+4xEWsScuFxcWHfX3rD7rgZRgYHlquKvvmp/5sbgfm0Z88gisxeyIceVu++qPvVpumu3t4YJrZkyO0PqcxuTX7/9tB/6vvHGeRspN2AGDh3km+7x49HYKdix9zCVlBxo1cnR2d7Vv/LvGuRgx0n7odS77yn37N0iRaqrFgoQKZnjIhtsOesMlM3swmSmaeCKc07fnoEKySJx7XmVgmVQjg/uvBlV4tgW7NZSjAJGCgogAqjrmfD1z62w78MfOLvC6seuferzn6tXX7h/zmphTq7MBtv+3SvaZz9rS4vtDVsFeeHV63/uR/b045hsoZeON6t5CmUcLfhq4bbdaOvp5Yt33oHG2iRCLl7bMI2T07vng8FAVQGk9NjTGwBSSlmWpZSmoQ1AjLFtWyKktPZJj446M7ARhRRZMB4t15Pq1T/78tSMymaS9wpmd+LE6G//5rNFMTAApEqqBAU/sbXb8bgUkSzLnHNVVTkWVswNe8+7+inj0XGfWwgtS3Ho0Mn9B09+5nNfjOZi0zApkC69+MIzdmzWVDMbkEJozcDOHT9+QlVDNGHMzc1NU23btiGE6eFq23ZldZJnGYGZBUCK6sSrYjKejFZHADGLiFRVVRRFiGEwGGzYsOF//nnUzSrrdDqdzjdmuln70YDrJqvHv3rTuqrNDScNxVyRt4WrRUGZ6crevQfe8KYlI1jcARkcON4LKUvTWacA4JOJ4Rytj9544/pnXyDOZ0nIDzY984rrNg1PK6lYWrGcxmSFTvuDxg1tvOsd7+3dd2QTjI1ZVYlELSQak59s33L5z/7kI7DZjNGAi/bI56/rP3SkD3dyQPnEcd1SSo6FSR7O+Ck/82PYcbohgwiiYmFhzwc+KMuLPcaoalzuQc4ljmw1tSt37Fr4zd+2ymN9vrGNxcOPEGJKsXFoHAAyWCtWLy0tf/Bj87/6Sskc4FNKDAKRghVMxkjd+tLXC7dev3zHDVfXS3M3LRx8118/5Vd++vO/98Z4z5FJ4+iFl637tZfBZetr4ESLLdlqHra88sWfeNtbZyrn25QDeeSVXJdzzVYmOlpOYt4Ag1MUXBioretCPJI656Z3zJnZooWALPs6T6dpGoBhpqrTPVO9Xm968hM9tmaW7dExvpbM0qBw3/e9z77mOVd96sYbU2iJ+0z+r/7yg3Pr5gAoJYDW2uw+oQ2Gk8lEVfVUW+W2aWaHxZZN66+84lKiut+XehK9z8fjlf/37X+567a7orFncsRE+qpX/UyvD+8ZbDA9tahNIWnd1nk+Y8Dc/JxzLikxr3VmUNWVlZXl5dH87ABgJgcos2d2bDh06Mjy8oio17TROTet1hXm+fn5Jz1pDvifXWfevbY6nU6n843kj8fcD10LuCE29+7pp0ggzjjBr4zGCmJhH5rRwYMPfvqzJz9z3SMf/uSBj346m6wMyAHwil6gIiJPyCN62lb33DtQymEgMoC2bl13+UUH25LhJAIkGWVIWlm9TqR9YH/etjWUjJ2yAmw0w/1lz9ufcwWGfZ7WWzpDUz781Z1clc4VNSiAsmgezICmNBpkW675HgwGrAJiMeCBAyfuuqvnIKZsCCTjED243y+osNGRg/d86KNLn/rC4Q9/8v6//uTo5LGI5L0ooXHTm81cOo6hefiGnahaDwVU1w4aJXCallqm7lT6ehdOIQSnK4iDGPe/5xOTwydf8MqXD8/ekW/YcFgS5odDk6YHbM1Srg/pSrV13fpnPLVymY+cR1JGndE4U2eptRjXBr8CSQkMBScTYj1VsUrM08LQqnrcxdvjciszaK0yNcbonEsJvNYqS+kxsc2APM9TSoNenmKAtT/7yleQJPY0GPRSUrBUVWWEtekShOkmtydwoNq2na4oJ03MLExCNj/b37Bh/vQdW6pqRZwwuah241d3HT+xQMxkqjFs2bLlyqdfXuQsQoASwbBWJhuj1nXNBAD9nkyjM5362YkohHD0yHEAqqZpemwkhGQJhw8fbZrAJNMpaCJiZjCsX7/+O3Iidem20+l0Ok8w4JpZSgl7Hpjce/8ASAY/nG8C5nrrhbM61DOsZ4K2rCyfWU4uT3xO1Z6GbKTlxGvLxEZZYjJWYkg1ue1OHFqksoyCmKC+uOpnfvJQXyLnrjVuWdQRSeMxY2nrSj1kXs5ARnkQg4jRhqp3ctPc2a/58aos1ytDgLyN+/evfnlXbmZZ3rZWwWYCDUkSpWRRztuBp18QiHN1KSQYle94d9z3gPdqFnJXtM5zMSORmnqyUC/MWfWsqOek9vxxs3U8IR8nCJESmZHx+po2VuQTDWIa33Kn7d3rEBnJMYEIRBFQCJQQu/Po60nUy0h3zDaiF4/9/f/7W+5bWnn2b/3Khp/6sbnZjem+Q+tj7xDGq1i1EM9J6wYTXPz93780HATKJ+xP9qV0yJIykhZUTYtaFWzEgCk2rFvH0ASd9gEQkRij9/7EiYWUoKoGA2AG1bW+AdMgS0QEijH2ej1VMMPU+DG51kAAxRidcEqhbSvH/Pxrzv+t3/lVQ1NVpfOZKTGLQUFqpDB63JS0b0TTNEQ07UErIsJcTUZnnXm6J3vFK/51Va8yazQVyR8+dBgQEkkxwuwlL/7nmzehKHImJSRiTJsbmFLbtpPxZPrjbNu2Lca4Vn1BBMA5R0S7dt0WI5gYEIDNhEhUccftdzN5VRLxOFXIYbBnPvOZ6TtxIdel206n0+k8kWiLU8UJJ/7yA9nKagZEUBMJyEZlU2kkR7NMs2W5mdJ60fWpzdJIHFaHtNjHao6WKTK1Qv+NvTuNtjS76/v++++9n+c50617a+iqHqtbrW6N3ZJaqCW1JCSBERgkGQnCYCYBC4jNio2wE8JisYiDWcuxcZyBYJyElYBZOB4AiwAyYYgESEIWMoOkVrfmoaWearzTOed5nr33Py/OrZbULclOREs4+n5WrV63X1TVuU+de8732WcPq2R9u64f+ph+5y1al5WpBAXF7Rc898aX3rVsU3CfqrGhluxDF8aD/etrquO4O5HJuhKkGBTmY13c8TTdfnOIqRtVUh3i+MDb3r5z7iDUeHnsW3U5hEVOTVH10ob2xufdsT6xsw4hVotNPDh37r5f/Y0TYx7yYQopKPYee1eQLxazMLMtH67LpdX6lMrJRXs4q4dz732IrtmoE2M4meOppZ0sNru4++AfvT2oVOVgkkxmZbOoycXY7adn/oovfWlzbr9J4bz62W5/8af/5Zv+zj86vPsdT/n2b43X3JTO1Wv3zh1bKf3hR+Y/8a8u/MQ/v/b2Fw6TebG2D6mP4aoDf9qlsnVsPrv6qkfGbpPFqtFcT7zxCdGCom2irV6ZU/vWt7716O+XuWsc82o1PPTQw5uClHtKqXoNIZw6dSoElfLYxWAmKedsplpyyX0M0Yv+0+951bO/5PZ+WG2WXuloL63NL/vEVsj/L126dGkzpBpDDCGUnFfLw9OnT7rqK1/xl2+86bpchlqrWZAlC9HNYrDFfPZXv+Wbg+n4znatZfOg3f3Kg6/r1ToXmXT77benlOrmr4hx85NuZq973es+/rHzZgohyKM8mML995974xt/L6VUjk5yCMMwuHvbtK9+9au/IIdSM+8WAPA5xe69f/wnO5tTTM3WQz+dbO3Mt+JhX1Rrzl5Wo8W+elNqUq1tOFSfk0k2yQpFY1AJCrH6cnnunvddVesgtZv3/a57wtOfuvf6N5l80kw09NnXoxcfy6SZyNY56mj7UJNJLjtx4w0e1U23tNTQjVn5wv33H7NYkx+OY9vN3C2OytWrfNK06+uv7WVBjXpXY+cefDBf3ts5ubO6dNi27Wocxuqp6Uq/yjmv87qqqaq9pzqMY2gPQ96edk3wvpamKskkzap5VVfq5QceuEbKZVBNV7a9vdJB+AxVcuymm4+vc4z+scnqjM/O7NZL5y+9p7z3l378R3X2+ttP3Tp/0lTveODEm+4rH3ho+8XP0DfMkkL0EKtS8ZOjTL6ztaPted1c6VGqKmM26zaLpUIIlmItpZRSpWW/vOeee0J4ueloQvk45mEoBwf7m08nYqMYYylDjHGxWMSoMpbw6aK0bdu8WnZdU0qxkENqqvSc5zzn3e+8f39/uOqqq3YPL4T45zDIuFwua60hmkUzsxhDmnTTSSv51deceeITn/DAfe/vR3f3sGnu4CnGyXRyy83HzDSbTmvNileei2ZeXVKppZSSYrz66jNN04xrt2BmVkqV3IL/2Z++8/77H7juulNN2Jy/Z/16vHjh4gc+8MHYbLtX8xDM1uOYYpuadOuti/iFeB4xdgsA+Cz1Ko3K8l6ja1DJodgg7WkcfZX6vff94s/f8ZZ7rtvfv9jU/S7OwzQMZbceHkzzaEOYTs6Htm9ijuv9iV2Oqfb17EFz9oKfXknuY+qGPGn91KFNb63t6p++bvXGN+z4bjP64OHS8WNXffe3XDp9ImuM6z232qe2GxeannlP6nptn96fBE9TdTuHzap2/+aGduvO59p6dsnCQzNNV+3WB1fTX33zYnVZod/p2jSM83J439ZBKYcTpTfcMJ185cu29+dbHw+7U+/tYPrrvznvYre7f20J/fpgiMVbu68ZHl4s8u76jtXxxTj/yNZ8EfrdrvbBnni4uPZiaA5sDPGg0cNJFy1daCZW41VlHN74dp3b35btNbFvpRJ21uFUrxgG317x5Hqsagu96hUf/K5XvW9+7Jb1ziz7pWa3Lg6uOf/Bb3r73a/5pd99/s/8r0/6wR/a+Rf/y6kPv20nPvjuW1Y6tr5hvzXrlvP5tct0KYU3X9+987tfqWHnTIm77WF/Kuem3ykx9rrzOc8+fc2pdVj2XnrV3NihlaGb/9wv/fb3/MBPvvUd9+/n6cfOLV//O3/0td/4nReHNGjSzLZctQwHTRg6G778Jc93Vwkpq61K1WOJu25Lr6mWeSljjLWs21k6HU1qDmaDvvsbv2prspva8/vD/dn6bJNaj4XSNb7u/GJXcjs2TZV5ka2rjcW8eqy18dyoxFCs5HDl4IjsdSij9nYH+SKEraFaX/s+DkPQ9vFrUw3HUv2rX/elSg/EeRnjYlnnh0XWLdO6f+kL7izmvamdd2ZNGObt6vhk2Ek1lrSXmwtDv5q2YVzn7bm+/Ztf3dmgcakyBJMHc4Vjkyf+jb/2d9/0++8eqvZW3kvv+9jH/8FP/WyM0xQnrbdtTnUMO1tb3q9e/rIX2VphVCgmj1Isqlm5Wi/PVhvVtsZVTuvBZoOfqEo1XZItw+c8b4exWwDAv38YJMps8ymqmZsaqRlH7R+++Rf/+Va7+ZC1Lkaf5NBJUUpqlrI61NN2alit5nHm1qxLMVlMHtLS61DKuqbSdpNlubw392EsB1vjO//Pf/llr3rJflOKYqNgp7ebFz39wfs/cF1WsCFJ1RUVJCW3ULyNzTqv3UIJdvH01aee+8wySUspS65Du3Tf3Q+9/7YT7bmD5bLJtW3aVSmLZqz9LHXhmU+a3nqjktSqT2qU33nPv726U19k7tNctgefjT54f1VcHHrflE4lzvt2Ebcul1VRKDarXrbnk+Vw3sOYvNRQakx99TKffuj+Dz31Xe9oX/LCanWpoKTuaIV6qPLIU+vT3k7tLF78N7/vDb/75ulq3S4vnlZYxnzY6vJkSO6hltym3qsvL23rqhss6OJDl3z/ZB0mq9LW0M+6sV/e8ZIv25wf1qTOFaqPCtGk48ftr//17/2bP/p3y5glBfO26aL8YP/gV37l11//678565qLFx5uUmqaJuqERa8lBy9BNY/9rTef/aZv+oZSPUUz83o0teBRswvsyo+NyWLb6Oz1p//zv/3aH/mv/v7u8mC+OD4WbSZGyKNkboNMdTNufPQf+9Q/LbgXNw8mKbhF2WYKhLnLFGqxKGuadGwxl6opvPzlL//R//ofP7znOQ+z2WzsTdUtlGff8eS2sexVZl3XDWu55Ca3IDWyOvTZ3WJMIeoH/9b3/8a/+a0HHrqsYKvluFgcG0q5tOwf2v/Yt3/vDz77S26//RlP+/BHP/TOd9794EMX1yVEKylNzKKXdTeZ7V06+IZv/Kq2k4+PHOV29IJiemTHZ/ukHSM2lzHoz+MsOeoWAPBZ2ZV3bw/ykF2j185MIei+++sHPlyDrKqp6krp5FEWNLkgnZ/MHp63ZWu2d5Da2pQQqjeTELvV5TOmSZ+ntTTjGM3iWMJ+Wpulvu//6J7Zxy6ubtpqFE8UV223brnlwJtpGQYrocpkm6OhOkX3olyK+hQn1qazNz1Z22diCfOoRrK+nP+9N88vH2xZDMXcS1baHjyszEt3OdQved5dSY2qZDpearN3Kd/7weiKvhkp80Y1uU3i4uGYV91Vdmr7I8PhfvRTtnNxvVaMx1J3MtqFj77v2lncyrXx4irK42hxaLqwWr73TW+97XnPjbPSKw1SFzYzbq0oULef5rkWgspaT7jm9HOeNvzWv90em6Q8LTaUfNBqGbzNYfS6CE2jtju+0GJ2/k//WDFHDZ7XdXr1B7V8yktefOLs9TKTgm0OBpNUi6Ir2AvuuvP4sfnubkwpec1lLFI1dSnGccyXlqtucqJ6yUUWq6qCvEkxBB/W5a4X3HnNNQszj6bqRfYpOx7YJ0agQ7XgZuZptVy3k8mrvvaVP/Uz/3t+cM9LCR4324G5vJqC25WT68xts/5Nm9PtrpzzG9zcvXqQK8jDkDXmIuloK7zqKVjT2mIrStmkru2uvvrMpcP9JiUza5rGc9+kcsstN0hy93hlz4crG5kFV5Q3+/vrYShNF9drP3Hcnv+8Z/3qr/129bo1n63W66bpwmJxcjZbr5dvets73vZn7855uHRp9/jOqaqxZk0W7XLdy9f9anj+85516y1PlTTm3DbxU+6Vpc3k808+su/oe/Vw5XQ56hYA8LilrawEuXlQCZJy0Oi+sKph/Pjvv+npOVyYxKbWSS4llLGUanFvWu4N/owf/oGXfsMrx+NbpbQTT9m9BrV11H0f/tff872T+w6fmNPkcNWEdW7rdYf1Uts1Fw8XF0v+vXceu/G6rKrdUZ0t7nrmwyeOH557eN3kzTJvk4Ir16pUc4zjZLJfhzGNX/KN36rZsVo1rd6Noz70sT/+uX/2pNzsHOztWHdZcVz7yWJprWUzfeDq4ye+/uuKh2oKUc3Buv6r//uG9z84dHEIWkdfpjLNitWX03TPovmKn/ih9sV3PeHY3Gdb2vcmdd6kujqI+5ff+t/9Dx973a/duL/OociKuYXahP3dJ9UTH/8/Xn/bS//y9Pm356atss384KKwkrU8uz7NyK3V6dTH/uxrv+sjDzxgbz+4euyLRrmrlug+KX562XgT3xuGS835F95525t++h9f1687NSvFPzoezr7mO276vu/UsS3FVEPIsihLsfHcq2YLzQ1nt7/zNd/wMz/1S7k/CCE0Fmv12Ww+DIOr9ZCqtWMezcxqCdGaGIbh0Or4nGff9rde+72SUlD1MRxNVQ1yu7JKrBxN/5bcQ3VFi9Op3Mup7fht3/z1f/8f/c/rYUzdQp8IXKvm1Wq1YG7m0WXVarXNwkM/GuqPuXo2qVQFi5cuL1d9b9bkkmO0PLq15djWZDFXGdR0YVzn5z7nzj+9+9diTOvlwaxr89BPJv6sZz7dqwdzybuu7Xt3qy6vZq5G0oVzuylGc8WkXPw/+xvfcc/73v1nf3bvZBJTbK1qFarnPBSltFgN1Wuzc2JnGIbFsS2X7x1cSjFO2vElX3rXf/G3X3vmTLfuy2SaHjm8xI46NkihanOoiUvFPEpVbtJmsdrn+kRi3i0A4LP1hqtK/sj7jUWFEK0W9bl/yx+dOVz3o9I0fQAAIABJREFUsRlCk0MsFkqwYlpLNt85/bRn6fTZ4fi1vnW1FqfqyauWp67qT1+tW28984xnltnO4MnTdBXSKnWmINck68Tge295W2O+tlI7z/M4ef6z7r/t7IPT6Tq2fWxzSNlStravFmZbh8HysfkF+fQJZ7tXfeXesfZio1Vj8vUHf+Nf7557IFa5LHg0D1GteZTrkmJ62fN18+lLXXoo6kKUlpff/Qv/4mSfQ22rpWUTlq0N0YJ7GasWW+2LXqwbb7YzTyhb19RrrhvnJ8fZzvL0Gd184+1f/dXu06a0Q+wOmraPTajheIk37ZWr7zmnX3x9s7uaKKfNu7urmK14//10quIYZ3spLF5wx23/4IcefvEz7z6+9ZGt+UEzbcd2sUrb63BCJ1Sm5558/fa3ffXy4fO6++PrYB/aae978nWnfvSv3fzjP6ITZxRMKRazeCWaFWWNuWnW6fu/71te/lUvvOn6EyqHx+bBfFgeXo7BzdQ07arvQ2oms3mbFMto3lvtn3fnM37wB77/2mt32iSTah7DlR+JzfbFphJUgvLRVsYmN5MFWa5lDNJ/8qpXHJs2szZEL0HF3DcrIt2KwuhHf9LmOVJl2Ww0ZfNqrrat7nkzousK586dH/PaQvY6RLmyR6vXXn9SprZJ8jDp0p3Pvk0+qq58OLCamxBe/eqvPHF82gRLpqZJp04dN8uywS27VVdwpdWyj1Elq0nWRnvyk2/8mZ/+h9/2LV/XpKK8Dl485IPVflUdxjKsc7TJwe5qkrr1wf5q/8L2wqZt/1Uve/4v/NOffPrTr4tRk2kc81qqV2ZjbCZsmB+lbj26bjaGzTV0/bmsumTsFgDwHzaIe2V4bZMh5cGHPvrhD59cj0/tZ1I2D1IYg/cpDGFyqGZ+w5MUtjwfjcgkU5TMg3z2zKd/6Tt+8x07++WEe1Vcyfet9xraGjzGj7/r3hOXy9Ykq+kkTeY7T3nBi4c//NCJw6MF3pvl2kkW1YTc+N7i4sHBdbe8UGkmuS3X80mXHzz/jt/+/ZNxnvuhaj6o6WOqsdn3drukg6Lr73juegxbFoJqSjr4wEf37/3oGTW37jVFdT/WYmNbFBVKbU6efaJOXVPHOIQQZB68SaYgxUbrPL/9hdfrqhP9kPvJaGHLJpeb1W6jRW9tTX/ylrc97f4H46ljWeVoXMo/dWolPuleyi206fiur2YvvOu2n7327p/7Z3v3fPDgbe+cnd9vrfYpvD8tTt589inf+1dO3n7zH//wf3sinLp4+1XHX/qcW1/yosmXviTHRaqpNsXDJ/bckrulJC+l+FjiyWPdz/xPP/Lv/vidv/iLv/wHf/CWA9ufzear9W6I7Zi9m7RtU5erixP1TQo3nr3hK/7Si179dS+77WlPHPs86ZKpWgzu1aSaBy/rtomyPJYxKijkPK42mxCMpYbhME4X4zCevWH7h//L1/7kP/ypvYN1VSMLj5wR1jRh8xiDBa/FPLex9mW5OUMhWqlhCDbWomQyaX9/f8wrl4IF1TIJVbU/e/1VtUjutbq7nnzLLYvOVrlX41bXjflrXvNNJY8KXk3Ttt05tjA9GGxtR4+juHwcju5jx9ynFGoen3zr2f/m7/3oHc/6kl/55d+5++73WxzXuQ/eNGGmNiovt7tgw/4srl3jHU95wte+6mte/fVfMayG2bT1WmUeol159dhsjPeJDfG8jsGyeY02yf2qSykGBa/xc/7poG4BAJ89a61IwWRRKkpSKGX/0t5D97z3Y+u+to2FYznkMY2rZly2dZ3s8mzRPu02XX08J41JoVRJOYRRclM7aeYveH7/G7/1/vF907Wrmyxl+1cdHtvP06X3i+l7Ds+dfMObr/3Kr1IXq5RW4ekv/PI//LW33PvR+6qCpLA54qmGYRxWXduePD7ecNruusuWOjYzdRPl+sC97/vouXNnmjac2DmX67KxgzYNUb4crt9tytnrnnDbsya2UB86K9Xyu9797g/EsrvTPHXv2DrVC7O6asfNsN/DbTxz2y3anuc0LdKy1yJVdTFLSyl1Tdhe7N10w7Ae17EeeF00i4/Hy4ft6vSyG6w9nGtx7uNn9KSjeJMl15Qn1qcTzFpXkEabHkp+0613/J0f0X7W29+rN77lwx98/2FTJl/23Fuf8cKPfOjen/v5X/7yq2592l/5Dn3nXeXqnazunKY7q6h91Z1Qr3w8HTYVqCLzmMwUqlS9fOldt7/gebdfvrx669v/3Rve8Pv3vucDl3b3d/cOm3Zy/MSp6XT68i976QtfdNcNN5zZ3lYwydV26ajRQpS0PlAbfdaFw9VBlXWT+Tj20fJ8enwcliksLEQLndfSdG2t+tZvfuXlSxf/+//xn0TlqrBpvtTVc+cfOLY428WoKlWrpU/Jcx1DDMktmPK4tzVv+1WZzOPBwXj+3IOqqxBqsCbWsWtCbOrWVrtaLiezmUWrg5+94bqXvuS5f3r3e849dOHMqe2bb7zpllvOBvMY07IfYtTz77zjXe+4O8iqjUFhs7pr3a+9yoKsukkxuHycTZrves0rX/21r3zvex74+V/46QsXLr3n3vefe+ii15BCO23bpz71ia94xV+687nPevrTnzCdpmwyVamG4JLHGK/8OxzVrVmQtFyNbdI0ec3DdNr1fY7K68PV1vUn9y5pcvpze9X65H25AQD41ME0SRqtmDwpqASZxqCmVu1e1tvfof21rjquUBRHhbxZG1IGi/OTuvU2tUlBQz+2oaqJhzEN0kKlWa37P/nTLruqctulEyf65lz7wMpy0DRc6HTytmdndZdTKtJO6buHd+v73hO6dDR0u3lgHmShltxb1rxrrzvTn7yhSlKdyMP5c/kDH2hr0DDKqlqptRwVYgwPVnWz/Jwn99Nu3rce8l6T47mHFh+9X23QhaxY1RbFuqkNWcw7x9OtT1FoyqjoUlhLSSHuBQuqi2HUez6qCxc1jR7MJvMy7sZ8qGWj3nOn1TNvWR8/mRS3SwyjKalP6nh2PUbdzMcskrRstC9FrU/1rkPXcq3xUMfb3Z1j26PpYDXuLpthR436G0pJYeLNyrp5L13WcKZIMRztOCBZNY0ul1JV8isLlzZ3Gy5d3F3tbE+HrLHIgtpGktSrbSXTsPamtRR0ZR1UvTLSnM6fWz98cXe+tbPuy8Hhajrral2vDi8/+1m3lHH0Mk4mXrJimpYaZHroodWl3UNXfKS91uOlZ9x2c5R89GSWpfd97OHRNRZFxbYEK5bnSw359lvObpZend9dP3jhUrEkj7E2qcS+XGy38pNuvKkcDm3XSqpBD1xYbR2fbqZSjEstZnkcc2omtcqD3vWuD6V26kquxj1uVmqema+vufakpOJZobjMlFyhVFlQHtU1KkWXLw3DspiFrutOnVA/qOs23err9UE3nX5iqPaRe+Qrv1xyV84lpHjfA5ebdhpC1/d5HMdj805VnvPVZ1r73GbuULcAgM9at0XrVLNKK29LHJfVmxgbjy7t7WvMqzOLquqqUmlUgyzlaDmpRnmsXVQegqpSHGOzNpk8qo91qKo1dJfdRutGDVfn9cK1bPKe4lZpk7f7KfXSVTW3fZ9bH6JVKUtVm5NANx/uxl5eFZfKJ4YuNEFW3UssQyy1CUmuGksf81JeVKv71atGivuz6aB68sA1icuUe9WZNHqOFrSZNqmj3YrGPndpEkoMofXiMrO6VGxKSJuHFJRjXpmVEpt9pUFN0nhc2QY3mVLcDe5KncKiBhtNUR6ZnPBp69bD0b+xKWkdtcplEqzLVdHGUJahrqQ0jF275V6O7Yegsr+V51VhGZWa3EqD8nSIaqNv1i5JwWW5qrii1JhUcx9jdFfOOaVmzMVCtGC+mc4QgldFd5nJFUN1VXkN4Wimw2Y/t3HU5gQvN4VgHjSOahoFyb0Eq7WMCjLFEJo8ulmI4WiB1WZ+qUu55lLKpGlDUZAVKUdlkzY767lC1mEYp6GxLC8lxDB6tTZsprI2VbGo1zhonKZJqkFVGr001Zs4uILk1UOuXeeluFlyN8kt2CbuN4/GN4+p5mCxeo3Jchmb1JTqMqvVQjR3Wa4xBkm1VHcPFiyYTLV6KUOMsmjBHrU/mn3qFyqlBgtjriGFzdnHIapf10kbyjA2KY3Zu8nnlLfULQDgsw6mZS1bX2toVLdK0NjksdhWkyUruQ1STjIpyjc7dbrqOBZTTnFpdancyOdqpLTZ7KeRlNcxWlkexm6u0Ep2PujkKCsqbb8OYT4GraPi5jT7on6lrtFmo9uw2Z5T5qZim66u4xBmnTY7a9ZRklJzNC4nKchTLTZW5VXR9l7UaPVEF6K0dJWi1nOsq2ytmnZqVqVBcikpJw2mVtIwpjYeyg/lJ1T31VZpXjWpctMQh6QSc5A3imEMMilLg2qVmepE1kpWTDIFFRM7gn26m6nBNEpBpVFNR/8EQWtplI9l3Vk4NhzuN82lOG2Urs7y1XhxK28Xb/sopfUsrqSZ1kltLOFo14HoCrmoboox+NFk3LHvm6bR5hyylCR5zTKzozuPVMpY6pjzMJ10Zle2tvUoD5KWe5en06k13SbbSnGLlnNuG637VddG91zD1F01l7aZ2CN3jJJssyWCilyKUSEflJSiGpWorOKqSRY9WVFO2TwM++tpmiiZmlqsuIopRG9UQrZco0c36y2EqKqSsic/GJbzdlZKnYSuagjWlGySginn3LRJNso3P70mbUbON5OAVUoNIbhUPacYV+uDmELyaQjBwmZtpEnVpfXYV7eUUgpJCtHzZvbG0c/eI9/xI8PefqV0TXUzEUIqZYwxyL0Ma7niZPG5PJGYdwsA+PcUR5UVKam63Iql2A7SoZRjTLITWW6qRZLiZvPM1ASTmSdpouhSVkpSI7VVqtJQNElxMtU4KleF6ayTjVKWWbLONR5t1aBW6xTVdE1f41g3o541VHmIxWWNRlcMwToNUhwVTSFIoY4aV+pabbaztWIpuqRgM3WmTof9WOfN9sR18UAe66RdTFrrdeCaFKVBKlJUnWiUOimqUa5K41qDtHCpSqlKvazR2nIMeTEEKagq5WCj4kIhBZcaj6FeeZOPGu2os/AYOasvSiGqMWlMKpJpqZosnIjT1Eu5nzVpUFKtvlTsmkbxYixbszpVLfKgJHlQ3fxbPBKUn9RYm2eFNd1EVXXMsWmVRwUzCzJXLV6rW5HXtolt07nnWhVC+8l/xuzYXDKvg1cPqY3Rah2bZJI3SbUMMaWqKKsWm0e295KqVOVF5lJ1hb39g0mcdrHV5ozfaEEla5DSZl+B5epgMZlPFzNVSe55VJOlYgpylzdD6VNMOXsXJptHF4MVlXmbTLmLqZahqlrwuFmx5WpSko9H5xTXJG+k4KFcvnzB1Gxv76QY3GVSiEnK00krFc9mYXNn6VVlrEMIsWnaKqvSutYYQtRm1pA+y+4HZRi0ORM5Wc5jSsHr2PfrbjaN7ZUtihm7BQA8LmXrGoqGVEf1jcrMLfbRQ5eT7XrJUZKOe928j23OQThaER3kVj1qVfoU26gYpFCuvG0FV6jVs1sMil6tSM1m0/2oQUpSGiVTTjqQS97VOlXc7L10tL2Qe5L5WCxGFVewIdXiJViUzGXxykS/8Ik9Cmr14KsSJ3EVNUidvB3H0KRRoR80N+01aqXJpuhNNcpNMUtV8uyp9lGT0o5RLrWjVKSkdaqu0lUPSsVsGGLn0UwKqklls9+Sa/NVTl5C7dTwBHvs2G3VmBWk0G2Gbd280VoKUleldZWvaxeH1KZqaZSGvNwKexob2UzWHh12laOi1Uf2JXCFWo/CNJjL6pWPyjcfydsje9b6Iznsvpnj7bUWOxrQDZt9ao9mFWyGmY966pHByFrK2DRJ8lpGj3OvNYTgtcg9mMxsM/t082vz1Ahucg3LsZ01HtxVqkqQBQ9yq8HNzarJgrT5XjazN2QeVWOxqmCqCjWamUyukusQUqhekyXzINvUqtWy+QZLiJslo5vzyoJkVSWEKFkpLoVg2gxYV89mXuqYbOZSrUXm4ejqenaXLFiSrLrazQ3l5nLYJ0LVPuk+w6tbsDGPKUUzlZI3Ex4kV60KQfqc9oOmbgEAn3UwTSoq0iDVoJDUjOvahGRNkA259inwMeCj9YqulHJNIeWg83WchWYuxd5Vixr3JKNugccHdQsA+MxcGqVYFceimhVNKXkIWRoGrQ9URm3NuE6PVnvVov1B7Vwx9JPg01lSSJsx4KQhqOVAB+DxwQ03AOCz2gSZQoyxV1jXeswtXNz7k3/ysw//X797zZj7kcX/j9boYDuMk7E5P9bzi+kTX/s9Z7/xlWqbGpPHNJj6z/GTVwDULQDg/wvbVFiQhSJl6SDnY6Wq2qn7Hp792ftvXO6vI3X7aJe7w6WWNnRmnbbn+eCi4jDIeotRCqQtQN0CAL4gqrROmkibZcwmbbetrUYpbJU6GQdpudSKC/Uo+50dtEHrkK0Zp7G3QbGuVEfVqdS6gouJCQB1CwD4AtTtniRp6gpSIy1dNSiqv9Tmw3ZoR5WWt5JHO75srjloJ6XNddoOaXEw0ZCm7aZpi105lRQAdQsA+LwyqZNal2WZq01au0qXmrR+35nmvuvSw2XeneOt5DFvrr1OjN1JTXq1F9d5q05VJ41CpzCRmxdVib0mgMfphYs9EwAAn4lLXhWyq7hkamwZNVqdaLV64CP1wY9M+8NGN3OhHmW3KUOo20OdNVuX87q/+To/dVVV2JbPszS6XJpRtwB1CwD4/OftKKlKRSbFsAqhyqOyjctUljHWZXM91+nRdavDqrIjaSzWLC5KWU0nnXB145UpzKwsAx4f3DgCAD4rk6IUqqsWxeC1KymoVTWVqFpmlVVljzYbe0kagkrQrKZUa9eEzUHEptJobZpzmQDqFgDweeamodEgH1Wk2sgX1tjg2s8ffuObHnjPvfVgbysecKEefUcQ4vri/mz71GHVMG2e8LKXXPfcO6Wjoxz2TJfEfA6AugUAfP4rTWql1oPZZKmQqmyt3I0p7u7/wetO/W+/0pT9qMiFevR1q8WboNFPlObh2WQ4PdGLnlY0DR5WpoX78T5rwkm8wOOC3fYAAABA3QIAAADULQAAAEDdAgAAANQtAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAKhbAAAAULcAAADAX2yJSwAA+IzcrXfVILNZ0qrRuVnd8UEXL019uZoMV13KrmOP+k3hU4dOXO7yL6rL9uDO3qV66Ym2fX6ZLx6f2awZ5FnjrLSz3tTZ4aSZ8+wCqFsAwOc7bk21VagyqQZVqVXwsco6DbKSgtoHF3tcqEcpebh2bBejgmalTNrD3LqiBbkUVEwj1wigbgEAX4C6lQ5C7UJoJJdMaqSgqDQfanNp1EJxa9h/1O+qtX7y/5qZmX1RXbcQp1c1p9UX02y8PExypxxjMrkpqATqFqBuAQBfoLo9yjVXNUWpSO5BsRmObS1PnTw8LFv7/aPr1j+1bmWmL6663c3xcBzmCkvZQyXPu04WpPBFdhkA6hYA8BdMkOauWNyqRcmSimRNo7Cev+DO4ynmw2Ev5cf+rkclsn+RXbdsCjXkZUyebjo2O/b0m3NMxawNsqLkmpG5wOPG3J2rAAD49Nw1FpWoapt5CbullqbMY+w8qx+Vy7iYPaZuv9hXlYW6inXQ0lSSps1hZ71NorRVFbIUpCjGcYHHCWO3AID/AHYUqvNJWCkMkix1nZTSwFvJY5TQxWCzY8E8usVBsUjxkTFsl6oUuU7A4/NyxdgtAOAzcXn2GqsFP1rvX+PRiqgoxepWXYGt0x+tt1LMW1mQVVkvc6mR2iorkklG3QLULQDg865Iu6qt1CrER3rMr4w+FsmlCRsAPPbCBdUoXQlZ+8TtwuZ/3ZiYADxe+DgJAPDZBVetqkGqRyvGTG5H6eaSZ67Ro9WkEo+mH3/yIFKQwtFNAW/AwOOEsVsAwGfkUnaZPKhKbuYuucwVjwLXlVS4UI+pW3ML5coYbayyKkkeVcLR9eq4SsDjg1tHAMBnZK5mM+8guILLVKVRXuTVvCrI1DGB9LGCqtRfGaOdRSU7mpZQuTjA4/7CxdgtAAAA/v9zdwkAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAA1C0AAABA3QIAAADULQAAAEDdAgAAgLoFAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAHULAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAEDdAgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAAULcAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAAoG4BAABA3QIAAADULQAAAEDdAgAAANQtAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAKhbAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAADqFgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAADULQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAAB1CwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAADqFgAAAKBuAQAAAOoWAAAAoG4BAABA3QIAAADULQAAAEDdAgAAANQtAAAAQN0CAACAugUAAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAoG4BAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAQN0CAAAA1C0AAABA3QIAAADULQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAACoWwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAABQtwAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAADULQAAAEDdAgAAANQtAAAAQN0CAAAA1C0AAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAA1C0AAABA3QIAAADULQAAAEDdAgAAgLoFAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAHULAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAEDdAgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAAULcAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAAoG4BAABA3QIAAADULQAAAEDdAgAAANQtAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAKhbAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAADqFgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAADULQAAAKhbAAAAgLoFAAAAHl/pka9u+pof43IAAADgPzoffv2PP/K1uTtXBAD+HN30NT/2ya+zAIDPJ2YmAAAAgLoFAAAAqFsAAACAugUAAACoWwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAABQtwAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAADULQAAAEDdAgAAANQtAAAAQN0CAAAA1C0AAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAABQtwAAAMBfRObum69u+pof43IAAADgPzoffv2Pf5q6BQD8ubjpa37sk19nAQCfT8xMAAAAAHULAAAAULcAAAAAdQsAAABQtwAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAEDdAgAAANQtAAAAQN0CAAAA1C0AAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAAULcAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAA1C0AAABA3QIAAADULQAAAEDdAgAAANQtAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAHULAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAADqFgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAAB1CwAAAFC3AAAAAHULAAAAULcAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAAoG4BAABA3QIAAADULQAAAEDdAgAAANQtAAAAQN0CAACAugUAAACoWwAAAIC6BQAAAKhbAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAoG4BAAAA6hYAAACgbgEAAADqFgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAADULQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAACoWwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAADqFgAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAADULQAAAEDdAgAAANQtAAAAQN0CAACAugUAAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAQN0CAAAA1C0AAABA3QIAAADULQAAAEDdAgAAgLoFAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAHULAAAAULcAAAAAdQsAAABQtwAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAEDdAgAAANQtAAAAQN0CAAAA1C0AAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAABQtwDw/7Rr9yhyxEDqyvlmAAARbUlEQVQARlsw6dxBscEXUejEJ3GqQDjzSfYCuogvoDsMGOOkHAiGDRYHPT/dPX4v2Uo6KdDwsRQAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAwCOliJhTLtU6AAA4nNHbB3ULwF3kUt//zgLwTC4TAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BACBFxJxyqdYBAMDhjN4+qFsA7iKX+v53FoBncpkAAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAACkibAEAgNfgf7cAAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAID7Oc0/v37/+fTlu3UAAHA4o7frnCLCRgAAeA0uEwAAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAgLoFAEDdAgDAcZyWZcmlWgQAAMc1eptDigjrAADgNbhMAABA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA1C0AAOoWAADULQAAPMvpOuVSrQMAgJ0Yva34KkXEnC6XiyXCtj5//fHz7Zs9gMcILMtyPp9XfOUyAQCA16FuAQBQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAAA4khQRc8qlWgcAADsxerupbgEA4OhcJgAAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAABs7XSdcqnWAQDATozeVnyVIsLuYCdyqeteMuAxApPLBAAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEA4BFSRMwpl2odAADsxOjtproFNpdLXfeSAY8RmFwmAACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAAP4lRcSccqnWAQDATozebqpbYHO51HUvGfAYgcllAgAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAID/QYqIOeVSrQMAgJ0Yvd1Ut8DmcqnrXjLgMQKTywQAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAAA8RoqIXKpFAACwK6O3FV/9BYrcL8+SKZ6JAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x15 h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">99<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Do 2026 r. Spółka planuje przeprowadzić niezależną <span class="_ _0"></span>ocenę funkcjono<span class="_ _1"></span>wania aud<span class="_ _0"></span>ytu wewnętrznego. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yb2d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yb2e ff1 fs0 fc5 sc0 ls0 ws0">Ryzyka związane z procesem sprawozdawczości w zakresie zrównoważonego rozwoju<span class="ff2"> </span></div><div class="t m0 x1 h2 yb2f ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yb30 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>2024 <span class="_ _8"></span>roku <span class="_ _8"></span><span class="ff1">Grupa UNIMOT <span class="_ _7"></span>zidentyfikowała<span class="ff2"> <span class="_ _8"></span><span class="ff1">no<span class="_ _1"></span>wą <span class="_ _8"></span>grupę <span class="_ _8"></span>ryzyk <span class="_ _8"></span>zwi<span class="_ _1"></span>ązanych <span class="_ _8"></span><span class="ff2 ls11">z <span class="_ _7"></span><span class="ls0">proc<span class="_ _1"></span>esem <span class="_ _8"></span><span class="ff1">sprawozdawczości <span class="_ _8"></span>w <span class="_ _8"></span>zakresie </span></span></span></span></span></span></div><div class="t m0 x1 h2 yb31 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego rozwoju<span class="ff2 ls2">. </span>Zaprezentowano je w tabeli p<span class="_ _8"></span>o<span class="_ _1"></span>niżej.<span class="ff2"> </span>Ryzyka zostaną włączone do Rejestru w 2025 roku.<span class="ff2"> </span></div><div class="t m0 x1 h2 yb32 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb33 w67 h31"><div class="t m0 xb h2 y1d9 ff2 fs0 fc5 sc0 ls0 ws0">Ryzyko </div></div><div class="c x1b yb33 w68 h31"><div class="t m0 xb h2 y1d9 ff1 fs0 fc5 sc0 ls0 ws0">Zarządzanie ryzykiem<span class="ff2"> </span></div></div><div class="c x1 yb34 w67 h143"><div class="t m0 xb h2 y47e ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko niespełnienia wymogów regulacyjnych w </div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0">zakresie raportowania danych ESG </div></div><div class="c x1b yb34 w68 h143"><div class="t m0 xb h2 y47e ff1 fs0 fc1 sc0 ls0 ws0">Przyjęcie <span class="_ _39"> </span>do <span class="_ _34"> </span>stosow<span class="_ _1"></span>ania <span class="_ _34"> </span>Procedury <span class="_ _39"> </span>Zar<span class="_ _1"></span>ządzania </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonym <span class="_ _17"> </span>Rozwojem <span class="_ _17"> </span>i <span class="_ _17"> </span>Raportowania <span class="_ _17"> </span>Danych </div><div class="t m0 xb h2 y473 ff2 fs0 fc1 sc0 ls0 ws0">ESG, </div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">Współpraca z zewnętrznymi ekspertami,<span class="ff2"> </span></div><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">Monitoring regulacji, </div><div class="t m0 xb h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Szkolenia w zakresie raportowania. </div></div><div class="c x1 y93 w67 hde"><div class="t m0 xb h2 y845 ff2 fs0 fc1 sc0 ls0 ws0">Ryzyko niskiej <span class="ff1">jakości prezentowanych danych</span> </div></div><div class="c x1b y93 w68 hde"><div class="t m0 xb h2 y845 ff1 fs0 fc1 sc0 ls0 ws0">Procedury Zarządzania Zrównoważonym Rozwojem i </div><div class="t m0 xb h2 y464 ff2 fs0 fc1 sc0 ls0 ws0">Raportowania Danych ESG, </div><div class="t m0 xb h2 y1d7 ff2 fs0 fc1 sc0 ls0 ws0">Atestacja <span class="ff1">Sprawozdania przez Biegłego Rewidenta</span>, </div><div class="t m0 xb h2 y1d3 ff1 fs0 fc1 sc0 ls0 ws0">Szkolenia wewnętrzne dla pracowników </div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">odpowiadających za agregowanie danych<span class="ff2">. </span></div></div><div class="c x1 yb35 w67 h76"><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko braku dostępności danych dotyczą<span class="_ _0"></span>cych </div><div class="t m0 xb h2 y464 ff1 fs0 fc1 sc0 ls0 ws0">łańcucha wartości<span class="ff2"> </span></div></div><div class="c x1b yb35 w68 h76"><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">Aktualizacja procedur współpracy z partnerami </div><div class="t m0 xb h2 y464 ff2 fs0 fc1 sc0 ls0 ws0">biznesowymi, </div><div class="t m0 xb h2 y1d7 ff1 fs0 fc1 sc0 ls0 ws0">Wprowadzanie elementów z zakresu ESG do systemów </div><div class="t m0 xb h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">informatycznych dedykowanych dostawcom, </div><div class="t m0 xb h2 y9 ff1 fs0 fc1 sc0 ls0 ws0">Bezpośrednie spotkania, wydarzenia bra<span class="_ _8"></span>n<span class="_ _1"></span>żowe.<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yb36 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d yb37 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-19<span class="ff1">. Ryzyka związane z procesem raportowania danych zrównoważonego rozwoju w Grup<span class="_ _0"></span>ie UNIMOT.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 yb38 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yb39 ff1 fs0 fc1 sc0 ls0 ws0">Procesy <span class="_ _c"> </span>zarządzania <span class="_ _c"> </span>szansami <span class="_ _c"> </span>w <span class="_ _c"> </span>zakresie <span class="_ _c"> </span>zrównoważonego <span class="_ _c"> </span>rozwoju <span class="_ _c"> </span>zostały <span class="_ _c"> </span>zaprezentowane <span class="_ _c"> </span>w <span class="_ _c"> </span>poszczególnych </div><div class="t m0 x1 h2 yb3a ff2 fs0 fc1 sc0 ls0 ws0">ujawnieniach tematycznych w niniejszym Sprawozda<span class="_ _0"></span>niu.  </div><div class="t m0 x1 h2 yb3b ff2 fs0 fc1 sc0 ls0 ws0">  </div><div class="t m0 xa hf yb3c ff2 fs1 fc7 sc0 ls0 ws0">1.7.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Lista wskaźników ESRS<span class="ff2"> </span></span></span></div></div><div class="c x1 y3ce w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">IRO-2<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yb3d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yb3e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>poniższej <span class="_ _b"> </span>tabeli <span class="_ _b"> </span>zaprezentowano <span class="_ _b"> </span>wymogi <span class="_ _b"> </span>dotyczące <span class="_ _c"> </span>ujawniania <span class="_ _5"> </span>info<span class="_ _1"></span>rmacji <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>ramach <span class="_ _b"> </span>ESRS <span class="_ _b"> </span>o<span class="_ _1"></span>bjęte <span class="_ _c"> </span><span class="ff2">niniejszym </span></div><div class="t m0 x1 h2 yb3f ff2 fs0 fc1 sc0 ls0 ws0">Sprawozdaniem <span class="_ _17"> </span><span class="ff1">Zrówno<span class="_ _1"></span>ważonego <span class="_ _17"> </span>R<span class="_ _1"></span>ozwoju</span>. <span class="_ _f"> </span>W <span class="_ _17"> </span>tabeli <span class="_ _f"> </span>podano <span class="_ _f"> </span>informacje <span class="_ _17"> </span>o<span class="_ _1"></span> <span class="_ _17"> </span>z<span class="_ _1"></span>astosowanych <span class="_ _f"> </span>uproszczeniach </div><div class="t m0 x1 h2 y421 ff2 fs0 fc1 sc0 ls0 ws0">dozwolonych dodatkiem C do ESRS 1.  </div><div class="t m0 x1 h2 yb40 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb41 w54 h36"><div class="t m0 xb h2 y266 ff2 fs0 fc1 sc0 ls0 ws0">Numer ujawnienia                </div></div><div class="c x79 yb41 w54 h36"><div class="t m0 xb h2 y266 ff2 fs0 fc1 sc0 ls0 ws0">Nazwa ujawnienia </div></div><div class="c x7a yb41 w69 h36"><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">Rozdział w <span class="ff2">Sprawozdaniu </span></div></div><div class="c x1 yb42 w44 h144"><div class="t m0 xb h2 y916 ff2 fs0 fc5 sc0 ls0 ws0">ESRS 2  </div><div class="t m0 xb h2 y411 ff1 fs0 fc5 sc0 ls0 ws0">Ogólne ujawnienie <span class="ff2">informacji                  <span class="_ _0"></span>                         <span class="fc1"> </span></span></div></div><div class="c x1 ya8a w54 h145"><div class="t m0 xb h2 y84c ff2 fs0 fc1 sc0 ls4 ws0">BP<span class="ls0">-1 </span></div></div><div class="c x79 ya8a w54 h145"><div class="t m0 xb h2 y84c ff1 fs0 fc1 sc0 ls0 ws0">Ogólna podstawa sporządzenia </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">oświadczeń dotyczących </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego rozwoju<span class="ff2"> </span></div></div><div class="c x7a ya8a w69 h145"><div class="t m0 xb h2 y84c ff2 fs0 fc1 sc0 ls0 ws0">1.1. </div></div><div class="c x1 yb43 w54 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls4 ws0">BP<span class="ls0">-2 </span></div></div><div class="c x79 yb43 w54 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Ujawnianie informacji w </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">odniesieniu do szczególnych </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">okoliczności<span class="ff2"> </span></div></div><div class="c x7a yb43 w69 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">1.1. </div></div><div class="c x1 y2d6 w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls6 ws0">GOV<span class="ls0">-1 </span></div></div><div class="c x79 y2d6 w54 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Rola organów administrujących, </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zarządzających i nadzorczych<span class="ff2"> </span></div></div><div class="c x7a y2d6 w69 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">1.2. </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb44 w54 h103"><div class="t m0 xb h2 y9a3 ff2 fs0 fc1 sc0 ls6 ws0">GOV<span class="ls0">-2 </span></div></div><div class="c x79 yb44 w54 h103"><div class="t m0 xb h2 y9a3 ff2 fs0 fc1 sc0 ls0 ws0">Informacje przekazywane organom </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">administrującym, zarządzającym i </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">nadzorczym jednostki oraz </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">podejmowane przez nie kwestie </div></div><div class="c x7a yb44 w69 h103"><div class="t m0 xb h2 y9a3 ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ls0">2. </span></div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf64" class="pf w0 h0" ><div class="pc pc64 w0 h0"><img class="bi x9 yf9 w43 h1c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">100<span class="ls0"> </span></div></div><div class="c x79 yaeb w54 h62"><div class="t m0 xb h2 y939 ff1 fs0 fc1 sc0 ls0 ws0">związane ze zrównoważonym </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">rozwojem  </div></div><div class="c x1 yb45 w54 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls6 ws0">GOV<span class="ls0">-3 </span></div></div><div class="c x79 yb45 w54 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Uwzględnianie wyników </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">związanych ze zrównoważonym </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">rozwojem w systemach zachęt<span class="ff2"> </span></div></div><div class="c x7a yb45 w69 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">1.2. </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb46 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls6 ws0">GOV<span class="ls0">-4 </span></div></div><div class="c x79 yb46 w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Oświadczenie dotyczące należytej </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">staranności<span class="ff2"> </span></div></div><div class="c x7a yb46 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ls0">2<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb47 w54 h103"><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls6 ws0">GOV<span class="ls0">-5 </span></div></div><div class="c x79 yb47 w54 h103"><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie ryzykiem i kontrole </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wewnętrzne nad </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">sprawozdawczością w zakresie </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego rozwoju<span class="ff2"> </span></div></div><div class="c x7a yb47 w69 h103"><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">1.6.4. </div></div><div class="c x1 y408 w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">SBM-1 </div></div><div class="c x79 y408 w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Strategia, model biznesowy i </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">łańcuch wartości<span class="ff2"> </span></div></div><div class="c x7a y408 w69 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ls0">3., 1.4., 1.5.  </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb48 w54 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">SBM-2 </div></div><div class="c x79 yb48 w54 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Interesy i opinie interesariuszy </div></div><div class="c x7a yb48 w69 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">1.6.1., 1.6.2., 1.6.3., 3.1., 3.2., </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">3.2., 3.4.  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb49 w54 h145"><div class="t m0 xb h2 y84c ff2 fs0 fc1 sc0 ls0 ws0">SBM-3 </div></div><div class="c x79 yb49 w54 h145"><div class="t m0 xb h2 y84c ff1 fs0 fc1 sc0 ls0 ws0">Istotne wpływy, ryzyka i szanse </div><div class="t m0 xb h2 y998 ff1 fs0 fc1 sc0 ls0 ws0">oraz ich wzajemne związki ze </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">strategią i z modelem <span class="ff2">biznesowym </span></div></div><div class="c x7a yb49 w69 h145"><div class="t m0 xb h2 y84c ff2 fs0 fc1 sc0 ls0 ws0">1.3, 1.5, 1.6.3, 1.6.4, 3.1., 3.2., </div><div class="t m0 xb h2 y998 ff2 fs0 fc1 sc0 ls0 ws0">3.3., 3.4.  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb4a w54 h103"><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">IRO-1 </div></div><div class="c x79 yb4a w54 h103"><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">Opis procesów służących do </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">identyfikacji i oceny istotnych </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">wpływów, istotnych ryzyk i </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">istotnych szans </div></div><div class="c x7a yb4a w69 h103"><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">1.6.2.  </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb4b w54 hdd"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">IRO-2 </div></div><div class="c x79 yb4b w54 hdd"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Wymogi dotyczące ujawniania </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">informacji w ramach ESRS objęte </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">oświadczeniem jednostki </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">dotyczącym zrównoważonego </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">rozwoju </div></div><div class="c x7a yb4b w69 hdd"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ls0">7<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y65d w44 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc5 sc0 ls0 ws0">ESRS E1 Zmiana klimatu  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb4c w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1a ws0">E1<span class="ls0">-1 </span></div></div><div class="c x79 yb4c w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Plan transformacji na potrzeby </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">łagodzenia zmiany klimatu<span class="ff2"> </span></div></div><div class="c x7a yb4c w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">2.1.1.  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y72 w54 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls1a ws0">E1<span class="ls0">-2 </span></div></div><div class="c x79 y72 w54 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Polityki związane z łagodzeniem </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">zmiany klimatu i przystosowaniem </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">sią do niej<span class="ff2"> </span></div></div><div class="c x7a y72 w69 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">2.1.1.  </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb4d w54 h62"><div class="t m0 xb h2 y77f ff2 fs0 fc1 sc0 ls1a ws0">E1<span class="ls0">-3 </span></div></div><div class="c x79 yb4d w54 h62"><div class="t m0 xb h2 y77f ff1 fs0 fc1 sc0 ls0 ws0">Działania i zasoby w odniesieniu do </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">polityki klimatycznej </div></div><div class="c x7a yb4d w69 h62"><div class="t m0 xb h2 y77f ff2 fs0 fc1 sc0 ls0 ws0">2.1.1., 2.1.2., 2.1.3, 2.2., 2.3.  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb4e w54 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls1a ws0">E1<span class="ls0">-4 </span></div></div><div class="c x79 yb4e w54 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Cele związane z łagodzeniem </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">zmiany klimatu i przystosowaniem </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">się do niej<span class="ff2"> </span></div></div><div class="c x7a yb4e w69 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">2.1.4, 2.1.2.  </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb4f w54 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1a ws0">E1<span class="ls0">-5 </span></div></div><div class="c x79 yb4f w54 hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Zużycie energii<span class="ff2"> </span></div></div><div class="c x7a yb4f w69 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2.1.<span class="ls1">3.</span> </div></div><div class="c x1 y3d0 w54 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1a ws0">E1<span class="ls0">-6 </span></div></div><div class="c x79 y3d0 w54 h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Emisje gazów <span class="ff2">cieplarnianych </span></div></div><div class="c x7a y3d0 w69 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2.1.2. </div></div><div class="c x1 yb50 w54 h146"><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls1a ws0">E1<span class="ls0">-7 </span></div></div><div class="c x79 yb50 w54 h146"><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">Projekty ograniczania emisji gazów </div><div class="t m0 xb h2 y584 ff2 fs0 fc1 sc0 ls0 ws0">cieplarnianych finansowane za </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">pomocą jednostek emisji </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">dwutlenku węgla<span class="ff2"> </span></div></div><div class="c x7a yb50 w69 h146"><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">2.1.2  </div><div class="t m0 xb h2 y584 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb51 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1a ws0">E1<span class="ls0">-8 </span></div></div><div class="c x79 yb51 w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Wewnętrzne ustalanie opłat za </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">emisję gazów cieplarnianych<span class="ff2"> </span></div></div><div class="c x7a yb51 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">2.1.2  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb52 w54 hdd"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls1a ws0">E1<span class="ls0">-9 </span></div></div><div class="c x79 yb52 w54 hdd"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Antycypowane skutki finansowe </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">wynikające z istotnych ryzyk </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">fizycznych i ryzyk przejścia oraz </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">potencjalnych szans związanych z </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">klimatem </div></div><div class="c x7a yb52 w69 hdd"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Skorzystano z uproszczenia dot. </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">nieujawniania informacji w 1. roku </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">sporządzania SZR<span class="ff2"> </span></div></div><div class="c x1 yb53 w44 h147"><div class="t m0 xb h2 y3fb ff2 fs0 fc5 sc0 ls0 ws0">ESRS E2 Zanieczyszczenia  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3d3 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1a ws0">E2<span class="ls0">-1 </span></div></div><div class="c x79 y3d3 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Polityki <span class="ff1">związane z </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczeniem </div></div><div class="c x7a y3d3 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">2<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y901 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1a ws0">E2<span class="ls0">-2 </span></div></div><div class="c x79 y901 w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Działania i zasoby związane z </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczeniem </div></div><div class="c x7a y901 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">2<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb54 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1a ws0">E2<span class="ls0">-3 </span></div></div><div class="c x79 yb54 w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Cele związane z zanieczyszczeniem<span class="ff2"> </span></div></div><div class="c x7a yb54 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">2<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb55 w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls1a ws0">E2<span class="ls0">-4 </span></div></div><div class="c x79 yb55 w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie powietrza, wody i </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">gleby </div></div><div class="c x7a yb55 w69 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">2<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf65" class="pf w0 h0" ><div class="pc pc65 w0 h0"><img class="bi x9 y64e w43 hb0" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">101<span class="ls0"> </span></div></div><div class="c x1 yb56 w54 hd9"><div class="t m0 xb h2 y938 ff2 fs0 fc1 sc0 ls1a ws0">E2<span class="ls0">-5 </span></div></div><div class="c x79 yb56 w54 hd9"><div class="t m0 xb h2 y938 ff2 fs0 fc1 sc0 ls0 ws0">Substancje potencjalnie </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">niebezpieczne i substancje </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">wzbudzające szczególnie duże </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">obawy </div></div><div class="c x7a yb56 w69 hd9"><div class="t m0 xb h2 y938 ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">2<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y202 w54 h103"><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls1a ws0">E2<span class="ls0">-6 </span></div></div><div class="c x79 y202 w54 h103"><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">Antycypowane skutki finansowe </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wynikające z wpływów, ryzyk i </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">szans związanych z </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczeniem </div></div><div class="c x7a y202 w69 h103"><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">Skorzystano z uproszczenia dot. </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">nieujawniania informacji w 1. roku </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">sporządzania SZR<span class="ff2"> </span></div></div><div class="c x1 yb57 w44 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc5 sc0 ls0 ws0">ESRS E3 Woda i zasoby wodne  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb58 w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls1a ws0">E3<span class="ls0">-1 </span></div></div><div class="c x79 yb58 w54 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Polityki związane z wodą i </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">zasobami morskimi </div></div><div class="c x7a yb58 w69 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">3<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3b2 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1a ws0">E3<span class="ls0">-2 </span></div></div><div class="c x79 y3b2 w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Działania i zasoby związane z </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">wodą i zasobami morskimi<span class="ff2"> </span></div></div><div class="c x7a y3b2 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">3<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb48 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1a ws0">E3<span class="ls0">-3 </span></div></div><div class="c x79 yb48 w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Cele związane z wodą i zasobami </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">morskimi </div></div><div class="c x7a yb48 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">3<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb59 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1a ws0">E3<span class="ls0">-4 </span></div></div><div class="c x79 yb59 w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Zużycie wody<span class="ff2"> </span></div></div><div class="c x7a yb59 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">3<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb5a w54 hd9"><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls1a ws0">E3<span class="ls0">-5 </span></div></div><div class="c x79 yb5a w54 hd9"><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">Antycypowane skutki finansowe </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wynikające z wpływów, ryzyk i </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">szans związanych z wodą i </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">zasobami morskimi </div></div><div class="c x7a yb5a w69 hd9"><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">Skorzystano z uproszczenia dot. </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">nieujawniania informacji w 1. roku </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">sporządzania SZR<span class="ff2">  </span></div></div><div class="c x1 yb5b w44 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc5 sc0 ls0 ws0">ESRS E4 Bioróżnorodność i ekosystemy <span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y65d w54 h76"><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls1a ws0">E4<span class="ls0">-1 </span></div></div><div class="c x79 y65d w54 h76"><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0">Plan transformacji w zakresie </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">różnorodności biologicznej i </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">ekosystemów oraz uwzględnienie </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">różnorodności biologicznej i </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">ekosystemów w strategii i modelu <span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">biznesowym </div></div><div class="c x7a y65d w69 h76"><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">4<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb4c w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1a ws0">E4<span class="ls0">-2 </span></div></div><div class="c x79 yb4c w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Polityki związane z różnorodnością </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">biologiczną i ekosystemami<span class="ff2"> </span></div></div><div class="c x7a yb4c w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">4<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y72 w54 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls1a ws0">E4<span class="ls0">-3 </span></div></div><div class="c x79 y72 w54 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Działania i zasoby związane z </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">różnorodnością biologiczną i </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ekosystemami </div></div><div class="c x7a y72 w69 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">4<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb4d w54 h62"><div class="t m0 xb h2 y77f ff2 fs0 fc1 sc0 ls1a ws0">E4<span class="ls0">-4 </span></div></div><div class="c x79 yb4d w54 h62"><div class="t m0 xb h2 y77f ff1 fs0 fc1 sc0 ls0 ws0">Cele związane z różnorodnością </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">biologiczną i ekosystemami<span class="ff2"> </span></div></div><div class="c x7a yb4d w69 h62"><div class="t m0 xb h2 y77f ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">4<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb4e w54 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls1a ws0">E4<span class="ls0">-5 </span></div></div><div class="c x79 yb4e w54 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Mierniki wpływów związane ze </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">zmianą w zakresie różnorodności </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">biologicznej i ekosystemów<span class="ff2"> </span></div></div><div class="c x7a yb4e w69 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">4<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb5c w54 h103"><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls1a ws0">E4<span class="ls0">-6 </span></div></div><div class="c x79 yb5c w54 h103"><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">Antycypowane skutki finansowe </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wynikające z ryzyk i szans </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">związanych z bioróżnorodnością i </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ekosystemami </div></div><div class="c x7a yb5c w69 h103"><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">Skorzystano z uproszczenia dot. </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">nieujawniania informacji w 1. roku </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">sporządzania SZR<span class="ff2">  </span></div></div><div class="c x1 yb5d w44 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc5 sc0 ls0 ws0">ESRS E5 Gospodarka w obiegu zamkniętym <span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb5e w54 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls1a ws0">E5<span class="ls0">-1 </span></div></div><div class="c x79 yb5e w54 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Polityki związane z <span class="ff2">wykorzystaniem </span></div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">zasobów oraz gospodarką o obiegu </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zamkniętym<span class="ff2"> </span></div></div><div class="c x7a yb5e w69 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">2.5. </div></div><div class="c x1 yb5f w54 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls1a ws0">E5<span class="ls0">-2 </span></div></div><div class="c x79 yb5f w54 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Działania i zasoby związane z </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">wykorzystaniem zasobów oraz </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">gospodarką o obiegu zamkniętym<span class="ff2"> </span></div></div><div class="c x7a yb5f w69 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls1 ws0">2.5.<span class="ls0">  </span></div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb60 w54 h145"><div class="t m0 xb h2 y84c ff2 fs0 fc1 sc0 ls1a ws0">E5<span class="ls0">-3 </span></div></div><div class="c x79 yb60 w54 h145"><div class="t m0 xb h2 y84c ff1 fs0 fc1 sc0 ls0 ws0">Cele związane z wykorzystaniem </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">zasobów oraz gospodarką o obiegu </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zamkniętym<span class="ff2"> </span></div></div><div class="c x7a yb60 w69 h145"><div class="t m0 xb h2 y84c ff2 fs0 fc1 sc0 ls1 ws0">2.5.<span class="ls0">  </span></div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1ce w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1a ws0">E5<span class="ls0">-4 </span></div></div><div class="c x79 y1ce w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Zasoby wprowadzane do </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">organizacji </div></div><div class="c x7a y1ce w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">5.1.  </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb61 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1a ws0">E5<span class="ls0">-5 </span></div></div><div class="c x79 yb61 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Zasoby odprowadzane z </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">organizacji </div></div><div class="c x7a yb61 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0">5.2.  </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb62 w54 h96"><div class="t m0 xb h2 y51d ff2 fs0 fc1 sc0 ls1a ws0">E5<span class="ls0">-6 </span></div></div><div class="c x79 yb62 w54 h96"><div class="t m0 xb h2 y51d ff2 fs0 fc1 sc0 ls0 ws0">Antycypowane skutki finansowe </div><div class="t m0 xb h2 y832 ff1 fs0 fc1 sc0 ls0 ws0">wynikające z wpływów, ryzyk i </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">szans związanych z </div></div><div class="c x7a yb62 w69 h96"><div class="t m0 xb h2 y51d ff2 fs0 fc1 sc0 ls0 ws0">Skorzystano z uproszczenia dot. </div><div class="t m0 xb h2 y832 ff2 fs0 fc1 sc0 ls0 ws0">nieujawniania informacji w 1. roku </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">sporządzania SZR<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf66" class="pf w0 h0" ><div class="pc pc66 w0 h0"><img class="bi x9 y64e w43 hb0" alt="" 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3rsYc0CcTsDyywS2oBaXWscgNaPJ5//k7cl4yXxy0W/ddKdGE/mXFLksEiYZIgFiNAHHKDUIjR46JF7/+NbZsZL5y6u8Meu/+Krf1PvfoBiFdhAmC7oVuBVMJ64w8g5T0AbUlRv1IMMWi1csT5aUbeS4H023ZQ03Yq0FrDqhGxmLrJL7JVc1cakxk6ioqqD8+QyYt9vAo1LNRqaDataILMLq+3r/vB/O3D0FEsBgmr0nsxQtU3Z1gkUiQP5ABeQR8Og72MCaJomSYFoaBM1yrVxYzIax2ReCQYRcQYDy5ETC2q+idnKhOHmRg03KUtUrIzjX773o2Ao2MBrOxYJzuHRY6duv/vupXEp+SCqH5UB0gvmo/HypIrTQ/b1A0dGPK7Su//qk6/9xd/cedsDk9qVLdrkwAN2Q6NBjHlVS2+4eXkcRzVPgnzsU1989Wt/61OfvkMBY0zaxnnnM68mk0mA9URmNTkzqCHBJbiArKUsIAvwCS5Oa+Utj5YnyxMytSyZC8mU4D1IsFby/kRdnO10Op3Ok8dA27YQRI0tVjFePfbwQwUirE2oXUGlpKUelz0Zp1aEWONW9N3x5bj7YNHw5kgzDRL60eXX/MiPLEyqnHt9SFanLCSn6hPyiOzUarp3d7RGPSGpU4DQimZEd/3Fe8/h3HNIbUiazCwD58ZIGM5tyM/a0QAZemqAgZbLo7t2b6hpviVqyzyZa1IWzBmPynp4xhmbt5wFV7QiAA8xWD74aHXkhAtpUPSJKKoCdGJAD87SnmE41ddTfT2VpUyEHzjCJ1ZaaAKiandiPBlq0/QVgDHQENTggX4IeHD/PW/+0959+2c1ra/DOQ36ew/tfvu70SavLRhwiKQRkcD4B6MuzABkmfisCGpKwi6PwZKROE/0jW5TG+B5UpY+z5IlCJNQf6YXYyOM4YwHJQChVZ/1iTOCI8mI8jZidm6jz2a+/JWbap12W2iByIKUmtm5IdhAZGzGZEQuk9VR6T0UAMPIyFGy5DJRJHYCprw3ZPEpwTlmYgKNRmXmC4MjzppI0WQwnBtNWnF9kP/i9TdWNSZNMKBqahBiVAXu3n1PNCUhg5FQXhQGhRgJP/Twg8awpFDVtlWbrpvS//GW//L6P3xj3WpZhWSuKAaqZobJZKIaU4o+k9FotHnzGe1qmeCbSAuLk9/9X15/zz3HRVjYA2iaRoQGgx4ZyvEqURwOvfMIqW5iq1BjUiHxLmgAmy+Yvg5ERkR5kacEVbRtBEBEXZztdDqdzreMAJRLcibanBGyA+/62I7Fen3bbozpnJFdsGxFcCeYlsmz72mjHkSwIXT94dXxh77kRoQGBpcow1VXbn7WlauOCy7yyKxO4RScBXdGjbs//DeunpRowITaomAM5mML8ZZ7N9ZNQ2NyLjrXkgsVqJQgg0NE257zXGjRB3oKJJz66u7BvlPnay+vys1+DlHn3DAPHjGTzWc0l1+ayRAlBlE2GW+a1OObHjhzVeciegG9lgat9CCBeqt5Hn3fRQkptp5m2/is4wifv2ejun5I/e699UleGwkgTiFJAYw4KbdxZaHddf/Nr/2fVz/6+XMDBqvtjGKdYlubwhe+9uBvvZ4fPZLSZBXjms0F66eg3yCcTisISMEJQrYWKmH8xB3yj8/BARSAZGv1B9Nb8Mmm2/zRAoDJdHe+kRlZIsuLflnF1XH7nvd9PCVYathxk1q1mBWuCeW0xgBIQAK1oFY5GAEUQQmkoARKRml68x2P72Zl09gmItnqeGygxEaejJASinygSmZueXmye/eDufdmEBFAWSgCt91+t/M+L4qQWs7QpBrOxHG0WJbVyii1oYIQxBG5srYPfOhTH/jgJ5cWG++HUckM1Xi0bm7WUjU341NYKbJGq8VBjw8demR+y9ZY26C/oQ5yarH8xX//Gw/tO+octykRkaNUTxb7RRwU0cm4bU4kXSZUeQ6j6BwD2rRVlgvQNs3Yc+WoclI7aoWDUNDYaFRmZF7UlPAP42xXO9vpdDqdJ6+ftGXUZL3EOLR8z3s/9tQ61oCBAgmxaykLXExanSWPEBqHJQrBOE5Guz78N9f98A+OZ/MCpJnHM576lFe8+Kbdtw0qIZMqQyMEk16QmYB7P/+lc2+5vbjuhXCEEhEgIN53kB84yFpVeRt4ZuyCSD4Ur61bmJl7YC678rnPLDnrg5JBMpz86q51TZoBJ+g4xwhUMCn5MusfyLJLX/TCaQVhFPQATNLqF742F1JLWntE5sBSJufbfL5tZmFZbBYtUGE5eL3S4eu/uv0nXlSmaH7QFc8+CYGIIhxhBtxAa2qytkYbbvuNP1i3c8/Zs3OjlVOZ5Q1SaW3GvO7I0ZPv/vCJrZs3/+ari5xq+DSuZ4ZzSdLjl3ynK6kAK5sy1IyhDJgZQad3rU93jJo+CAxaq+NMBMcgXWsgRSAYlKBsAKZV0gkUYWSmTZvEubnBprvu2vuBD93wS694fkqtl6yFjCfjYX8wqRSU2KaloolgRmSP9ata21BpDFMjJgPMKIJO75QyIbBFG69OwLla4EzUQmzjoBi0Ze05a5vJzp13X/PMC5Ja7rwBxCTAjV+6VbhQm3YqC0lT5glkphRaq0rN1juwNU3y7Jy4d/zFB08enwwGm4jylBoRc9QuHD84OzN44fMvv/SSi5eWlr50w5cfefTItk2blpbGzvfrcTvbm1laPcHHFj7x8et/4d/95LAvl150wZ/98R/VDYH6ps5JnedhVNp//fP37Nn7qFBvVI6IKHcEbTZumP/VX/ml9fMzAAhKZmwGShvXz/Zyfqw9F1MXZzudTqfzLVQDhbYiTk2+dmd7+NRY9NAQUSSJV5YU5cz57c3CSjGuvHFEnKAl8YMYFh/ah5Wlcm7rekCI4K248lKb7aflkwNDbaQENsoj9Uw31eHIDTc99brngRMyIaCAlnuPzUcJCPA8E6mK6ln65rKWJwmbL7sUG9f1wNQCBHhkux/cCuJypQ9eLFddLmHS9FC0mq3UYdsFFyJD7bDKth7RaVx49GDfxSVK40ITJIHUOG1Y748c78NMODkzp62LSZvFI49sb0o306ug3QLtkyCEkOAckKKlai5TjKtDf/K2dP/D211RLp+qqS2RNcwtkgCzzBLagx/4yObnXZE95yrEOpufQ2XmH5dloWRmNN3lpEZqMGeJjRKUkR5bnl2Ls2TTYCkGNoIxG2O6lAuDsRlA087IYKO11IUEgjhRUyKq6xhb+ou3v+elzzt/+1nbFYBBExEJ2TSIGcymIXWtXRUExoCyMa39jdMHEkVGYjsddIG2qlWVoWotiM1gMUENZkLsffbw3kce+/kZMNOm5aOHlzRJ2yaX5UkDTaN5UiIhohQ5oXEQEIFx266DD+45UBTzgGualk1TqjbOzx45cuj1r/v9n/7pl/QKNI3t2/evfvEXf/3YQjXoZU2js725KozXrd9UN6s3fuVrv/HrPwlgbm7uB3/whXK6BkQ1OnFlwPs/+NGqHJmYIxdj4iwTcC/Lf/Ll3z8s1n5/dLqKgAxMSMmYzcz+0eJs93rrdDqdzj9Fk5KhRnKr1b1/+fFzlmmm4UCs8D5IUYsiO+MlL97xrKta5wBLEse+gQ+b62rHo6dGN93sEWZrZBEqARefecbTnpqsyWBslggK5AqPcLbSqb/7Mh07ldim8xV6o5S+ck8vpFbYSNc12ovmI/KSMrANZp/zylfU/YJCxKRFLB89vGd8z+5hWQpKSBhZiYwYqQ9xiZ56yeWDC863VKvEiIYmy6uf+uzMoRP92CgHslQkzRMISC+9Npudc+CKLPQ5olnm8YmiXDrwIHbePgi1IHTnxZPAERKQCCGjwkHv3Xv7z/zKgXd8YHNdN1qOuUHmD+f5OMu9eK+KMPFhXBw4eOtvvnHxre/PVrTWtFjgdEuD0/GUEqY9EygZUiJlS2xBLLIltkh2ujvX2mNtLVeSkE4fHuahGdbmjbHCkwEGNiNqQQ1RY6i8JwBV2fR68/v2HnvTm966sLAaE8zQz2erMpA5VmFlNrASGRs8gLWGVEpQIWM2xyoy/UwEIBJOlzwoThw7mokzS6BWfBBOHooUHXNoW+/cnXfcsbBYTXNg1KSw973ra+WYY+MYOUHMjAWmqgqhXmzc6lLTxloBX2STMr3xjW8pKzbNYsvCrujl3lm9eup/+pXXvuLffl/hgkPMpTz/nLk3vP7XJ8vHm/ESJw11ZJ+NJjUgD+zZ98j+RQZygVhL2jAaspqs1lAWziy2uWNH1C8G3nmLmvsiVM0gg0fjETyiMxVTMdOoBDAZAZoU6GpnO51Op/MtFEJgXUXJh46PvnLvBRM5q6UzR3L+Cl8w4vPHzLnHy65zP3DN4Q3uaBYWZ7E0h/FAiZsNTThy952GCgkTF5czh1nuX3n+uOCx6EqO5Z6t9DD2aBDzSekPnhwfOByngYKAlqp795Vxlfq5ahpbXRdc9/yENBX94cXn9p/99EWR4AGfJmHhgzd/cmKTEVduODzhm5VZOpnFtp/Hfr7s7Okv/j5dN6SIfl3OI8jiaPc7P/CUqt2Q0vombax0yzhtbXRjhP7Qc3rr1gPcQp2TIqVcjCS4Q8fw+Z04upR3W8GenAgniIJVSkC668/+Qm+6++xxlNBMXEh5VsewPD8smSWhMCLRfCjzluSeh3a+8a1Ln74BIgu8Fvzw+AA4nW8Fm1a6MtL0QUh4Qv2sAdOygrXCAjEmEzIHc7C1CQvTpeS1vwFGMEIkCr1+FmLbtu1wOFNOgqq86y/f9+CewyIQRtvqoBgCTBACsRGDMP3OX0cExyqkLCZkwiag6WXd6ScInDx50jlnpsTqM/OevHcCy52vqyrFtG/vvmNHj02/YTKF4W3/7V2CvibX78+naJk4UjMFTISyutalhUmW+3EzAbBv/8lbbrnNu56TQiTTpNVkHGN9ztln/t5v/3Ivl9yBUcMm/QLfc83lT7/sgrlhn0G5cyGpy7KyasuyvvHGr5kBBhFjalJcRlp2EkgTw9qq1BQz78vxuOcLBiFBSEILRsOoGQ1TIFIiI8QUYmhrwLz33+BaqHv5dDqdTufJm+9b8hfCLdx663YbGyYLPffo0B/LeIxJiVPt3AwuvRIv/eHj3l9SbNm+HLnEUS+HBvkIzfjOu9fXo4cHEJX1TR+T3F35PQ8PBwv9onBy3oiuOIV+PnMgKzmrzyxtvPNoHlwrKLnF0t2696ZzIf2GmrRuddBrm7htrFs0HXHNlle+OG6c76G3iixkNDho173+09uXl8+PYmM7lc9uaNZvX8C5w8Fi+eiBba737/5NwoxFLYshEvDFO/K7Hi4dP9xzwfw22TQ2O9hLxwZh5uwL5MXfe1s/X8l6WRCwjERnGr2qkkPv+wyS1RyBiEbRAAnBLEINAdoiAgnWxd1vpPRAgVw1YjHuuYM/+qlnjMeDZol12YuWWRoXhnrPgE6UFA4o1+6sdnzG4WLz/vmhBS3f9fHioYe3YDxCtYjQJkJyLfIxhFoUpTG09ESaT6xoeBC4iPB2ugqT1oIvf72bP2nipBKia4wblRrcEOAAQUiM5MZqQ02zBm9w9aQgne0Nabl+xBUpKzYMt1z0oU9+fhQRgKwfJtUJQiADTAxsgBGUVAFwNGnBqoiJ2cipkEmTZEJp1qwwAgTw0RxayKi0pL2c58vl2IakPV2KJ0a6VMysW1rN1LZ/7OPXM6th4sUfOrC6t1wYZ9HydjQ5lrnAYnA+sJ8kSxJ7WTiw/05Y39FQgYf2379+24aW2pV6BU6DxuHMvHDvx17+IhJ1mZhx28DJnNkgywbXfu8PjNqqlTr42lOrbTPoDcTyz3z6enosaVLu/Cb2W03XcT6TKPle7mRjWxc+U5MFoya2npgpBzALzAADIAccwM5n4l1e9Inc9CNdnO10Op3Otw4jE0LUlbvuappJQJNim03vCrpekP7Gs8+BMOZm1m3bOpqUvSAbo58rddikTeaa+/fjwSMEOCUYIS82X/zU/MytrORWmtTEMdukGvUoq9o6pTh54BH/vAoAACAASURBVEEECKPQeOD6G2MMCUk1MYFDM+jlK/WqIc82bNp8zVWNc5Q0B5TT4ic+6hZXyEiBRCZqBHjIeFSSDLZdeiE750Rotm+W0LY7P/63BLMUKAXyMq4mjvOUFXbGls1n7Fj3jCt669Z7Za7NWgVRYykA+xeP7P/bjzmNAOAYAgUI9PX1P9K1WfWdf6QPKOH++kTW4K4/ePtZK+lAHB2cR1vkRcBsQxtjdn49UCuOz/ZWnrKhftGV9LqXX/6WX/vX/+frfuhPfn/dS69dPnXEaV2kNp/2yEqnz9HTW73IwGrf0mf99d+lc45Z2qZxwuJQTsZlWX/+c188fOikAXXVFr3h6dz1T7qgiTFMO1WpKjMDRCDvPTOJiPc+Jf3Mpz+3WpYKisl27bpTQ4ghOJFeUaimGKNZAoyZzWCE8XhiZt6LAUeOHF9cXCRei4jMnFJS1SuuuKLXY4CIpl9oRCDGpZdenOeehdUiiKZ/FFNcWVmp62/b/4c6nU6n03myKgcHxag8dOsuJ4GdqrUFiJVq31vo9eYvuxj9HMNi/qLzF1PIkG1u3KYJ1kXMhThz+ATe87fzgCRDiDDz5+7Y8X3PBuQM9DPjlZ5N0qRH5vo9Dc3S7XdjMqHY+JXVBz70aUtxgpQsELSIrYca/Ap07rLLcO45kft9SA/qq8nNH/zA3NKyVx4DtTOvYEOh0lZxtcg3POdK9HogVA6i6h8+svfW29iCJ81UldCCevnMCmTjdc8tBnO46mmyYxupFC15ysxMkSairY87P/kpWR7FFJXUZK0DA08TzDRMdXH2f6xNYXt/w/DYon7lvpkI8bk6XzKtCpT8uob6zVwze8ZZL/7Ba//7O877mZc/cnLPO972n9/5H3/nw6//3S+8/x3LX/hK/+HVXhIXGhGCIgY1MGTa1XU6WuBbE2efmJ/YgKqqzNLllz+t18vIUq/IZmfWHTh45A1veEuM2LRx+2QSgOkl1T/tRVeVzMzMSZNzzhTaWiaeyaZJ17Hbfe+ehx48AGQi8rVb7kgpmaoQmCAMaCKowZxnMyPmEydOMjMTCDh+fKmqKiciItM4q6q9Xu+8884BoDqdQawynSdsdsUVT/demMwsTWM9gBTTyZMnjx1b7uJsp9PpdL7b1QRuQ3PD13DokKO2lhIciqScaAl0PM+zSy5IPVe5SFdedHKQtxBJ5CKR0gSrm53c/d6/doeOctPCVJlqx+e//F/VeZ5b4RWlUxZwiJZzm8b+kUN2325OZXjgofyuh4VpVCBBYZGo4bLqD+ePOq/XPbdhn+ChxlW5/MB9dvDg+rZyiZd6VDvkyVjhwEr5wvxw3TXPgFFMcWSpgHvki7vOcj0NpcWqQGpSdHkflo1dMfeylzTO8NTN8y+8Ovg8M88qAvEJrdabC9+792Hd9YAQJ6AmQEAA0nRAgBqp0rd4efD/N0pJRST61Ff9/lOPyGTksLmhDaciq2uGw5FzpRT3XXXVjj/+35e+94U3v+Vtd7zmd/GhLz9v7/KLjoarjldbHzpy4i3vPfIvXjO55d4+OYoJgtxxgikTBGTg6T3+bw07PZpq7Z9JExGtm5/5sR99WTVZRaqrOubZzGc+dcNXbrwtpCyG6XgCM1IjNXqSlzXLy6trKTOpc86xwGjTxo07zjxDWL2wGeXFzE033W7IYsLOXfc4Ji+sKYamPPfss1hMVWEqIqZKJEePHTO1pk0AJpOJiCRVEUkpmZmqzs3Nzc7OJoVba1KgwNoeu9nZzDlRS0SAmYioKgij0Wh1dbWLs51Op9P5bpcAWR3f/76Pzq1OiOuKJsQxi+pdNiG32u/PXHrRiLFcyODS805u6i+xNKCKdSVLy6RNqmhl8d63v48A9DmKq8D+6ZfOXHpx0FAgM5s2itdR0+Sg2YWlvR//G5SrS1+55ZylwNCyMGUItEY9YzSq2/LsM9c9/3saynOAiYj05PVfOTOlDKUQr+bUOM2TOgNBGt/3l1247opLQMLMjhh1Sl/aNVgt+57ZQmZmhNpsXNeDzdvxzGeMPNez7owXPy/2CwJb0ExdoeRNB6vjpx6blNfvpKomphqImA67mm7msQRTaLc4+w31YXjk1G1/8Nblw0f0mWeves3ggnM55RtPBhuF5X/93Ct2fpRf/pLiKWfUzs+P7JLF8rLFONcuzcfJ3GS0Y1QNDj5y8K//Fm0iM0x3bAEBBCEC2Iy/RZXLjy2yT1OpEYpeD5ROnTz22p//2bN3bEWqVc3MzQw3vPs9n+nl8zOzm6aNs9ZadIH+8Q79/zdWVsZma7f7RcQSNMStmzZdeME5IimmRtWcG+y6dTeAe+87cvDQiVwcQU2Dd/zs51xjujYkQoTMjIhOnVowGDOroa5q59y0koGIpquz3vvhIJ/+uGrJOW8wtcREIWIwHAA2Db5ENH1iIYQYYxdnO51Op/PdTgCMJgt33TtIURw4Y0NiNRFOIjHLeH6OEQq44fxMm7nSIQi1hrHEeuhWpd64fvb4576Ktg7O4nQiqfjikvOXQZnvF0oJhszXbTvIer3UHL7zNoxXmof3b0ow1ZZhbGwYMwaULcWy3L5Rzt1eMPd0LcnYQwfmlRq0AAdBIjg1MiS4UeblrDN0fg5BlblAxKkFOnS8XTjVz3LnnCVlkSq0E7SD+Tn0ckYMsN4ZmyHC03vYqgbLMsd1vVVZDx/B0jJUg8a0lloATNuTqnVvvf8jUfHgwfjwoyePHLzo+VeNYYtsp3rE5AbwG3qber/4sgdIjkPOe8Hzr33VT5xa7wZuNlkL8tg4iD7BI8Fw6AROLkAAQ5gEBqfT/bfE8P/VtYQRM1JMmuKOszade/aOYT/Psqyu26qxO27fPTe3uW30dLHBWqR+ck+naYLZ6ZVhIiYW4nXz89u2bi4K5wUsUpXtIwePTSrs3r23qlriaY8yzXN/1pnbU4pkiWBEZACM2zYKi3dktlaSS8B0zuw0zqaUAIQQ1Nb+HbAYIwghpDzPiUh17c6DmTF9W0/z7jXV6XQ6nW/mXfu06X/OaLV82+2DY4vDpGXbVBoJYhotWtT49MsuY8lmR/W6Omyd2bLRZU4Y4NxnJNIi5sTl4sK6e/aG3fc0iAoMLFcVf+01+zM3Bvdry5hHFpm9kA05rtx7T/Xpz9A9u701TGjNlNkZUp/bmPz67Wf88PePN87bSLkBM3DoIN9ynx+Pxk7Bjr2HqaTkQKtOjs32rv3V/9AgBztO2g+l3ntfuWfvFilSXbVQgEjJHBfZYMs5Z6FsZhcmM00DV5x35vYMVEgWiWvPqxQsg3J8eOetqBLHtmC3FlsUMFJQABFAXWeDb3xuhX0f+eC5FVY/fv3TX/h8vfbi/XNWC3NyZTbY9h9e2T73OVtabG/YKsiLrl3/8z+6px/HZAu9dKJZzVMo42jBVwt37EZbT69XvPMONNYmEXLx2oZpfpzeEB8MBqoKIKXHn94AkFLKsiylNE1pAGKMbdsSIaW1T3psqJiBjSikyILxaLmeVK/5uVekZlQ2k7xXMLuTJ0d/97efK4qBASBVUiUo+Mmtzo7HpYhkWeacq6rKsbBibth7wbVPG49O+NxCaFmKQ4dO7T946rOf/1I0F5uGSYF0+aUXn7Vjs6aa2YAUQmsGdu7EiZOqGqIJY25ubhpj27YNIUwPV9u2K6uTPMsIzCwAUlQnXhWT8WS0OgKIWUSkqqqiKEIMg8Fgw4YN355zp5sK1ul0Op1vwnRL9WOJ1k1WT3ztlnVVmxtOGYq5Im8LV4uCMtOVvXsPvPHNS0awuAMyOHCiF1KWpmNEAcAnE8N5Wh+7+eb1z71InM+SkB9sevZVN2wanlFSsbRiOY3JCp326Ywb2njPO9/Xe+DoJhgbs6oSiVpINCY/2b7lyp/7qcOw2YzRgIv26Bdu6D9ytA93akD5xHHdUkqOhUkezfhpP/vj2HGmIYMIomJhYc8HPyTLiz3GqGpc7kHOJY5sNbUrd+1a+K3fscpjfb6xjcWjhwkxpdg4NA4AGawVq5eWlj/08flfe5VkDvApJQaBSMEKJmOkbjXpG6VZr1+566Zr66W5WxYOvvtvnvarP/OF339TvO/opHH0oivW/frL4bL1NXCyxZZsNQ9bXvWST779bTOV823KgTzySq7LuWYrEx0tJzFvgMEpCi4M1NZ1IR5JnXPTm+DMbNFCQJZ9g6fTNA3AMFPV6UanXq83PfmJHl/3yvbYhFxLZmlQuO//3ude97xrPn3zzSm0xH0m/9d/9aG5dXMAlBJAa+1un9SuwMlkoqp6ur1x2zSzw2LLpvVXX3U5Ud3vSz2J3ufj8cr//Y6/2nXHPdHYMzliIn31q3+214f3DDaYnl62ppC0bus8nzFgbn7OOZeUmNf6J6jqysrK8vJofnYAMJMDlNkzOzYcOnR0eXlE1Gva6JybVtwK8/z8/FOeMgd8O2rFu9dTp9PpdL6JpdnHQu1aog2xuX9PP0UCccYJfmU0VhAL+9CMDh58+DOfO/XZGw5/5FMHPvaZbLIyIAfAK3qBiog8IY/oaVvdd/9AKYdhOsJ+69Z1V15ysC0ZTiJAklGGpJXV60Tah/bnbVtDydgpK8BGM9xf9rz9eVdh2OdpzaQzNOWjX9vJVelcUYMCKIvmwQxoSqNBtuW678FgwCogFgMeOnDynnt6DmLKhkAyDtGD+/2CChsdPXjfhz+29OkvHvnIpx78m0+NTh2PSN6LEho3vX/MpeMYmkdv2omq9VBAde2gUQKnablk6k6lb3SlFEJwuoI4iHH/ez85OXLq+171iuG5O/ING45IwvxwaNL0gK1ZyvURXam2rlv/rKdXLvOR80jKqDMaZ+ostRbj2kxVICmBoeBkQqynq06JeVrcWVVPuFp7QlBlBq1Vl8YYnXMpgdc6WCk9LqcZkOd5SmnQy1MMsPbnXvVKksSeBoNeSgqWqqqMsDbWgTDdmfYkDlTbttM146SJmYVJyOZn+xs2zJ+5Y0tVrYgTJhfVbv7arhMnF4iZTDWGLVu2XP3MK4ucRQhQIhjWSl1j1LqumQCg35NpVqbTPzsRhRCOHT0BQNU0TY+NhJAs4ciRY00TmGQ6b0xEzAyG9evXf9tOni7OdjqdTufJJFozSylhz0OT+x8cAMngh/NNwFxvvXBWh3qG9WzQlpXls8vJlYnPq9ozkI20nHhtmdgoS0zGSgypJnfcjUOLVJZREBPUF9f87E8d6kvk3LXGLYs6Imk8ZixtXamHzMsZyCgPYhAx2lD1Tm2aO/e1P1GV5XplCJC3cf/+1a/sys0sy9vWKthMoCFJopQsygU78MyLAnGuLoUEo/Kd74n7HvJezULuitZ5LmYkUlNPFuqFOaueE/W81F44braOJ+TjBCFSIjMyXl/Txop8okFM49vutr17HSIjOSYQgSgCCoESYncefSOJehnpjtlG9NKxf/B/fesDSyvP/e1f3fDTPz43uzE9cGh97B3CeBWrFuJ5ad1ggkt/4AeWhoNA+YT9qb6UDllSRtKCqmlhqoKNGDDFhnXrGJqg0936IhJj9N6fPLmQElTVYADMoLq2u3+aXImIQDHGXq+nCmaYGj8uyBoIoBijE04ptG3lmF943YW//bu/ZmiqqnQ+MyVmMShIjRRGT5hH9s1omoaIpr1gRUSYq8nonLPP9GSvfOW/repVZo2mIvmjh44AQiIpRpi99CX/cvMmFEXOpIREjGkLAlNq23Yynkx/nG3btsUY1woqiAA454ho1647YgQTAwKwmRCJKu66814mr0oiHqdrMwz27Gc/O327rty6ONvpdDqdbzrL4nS9wcm/+mC2spoBEdREArJR2VQaydEs02xZbqa0XnR9arM0EofVIS32sZqjZYpMrVDlqMlq/X/Yu/Ogy5LyvvO/JzPPOXd533rfWrqq1+qi6WbtBhrRQAMCJAvJasACabRYG5JC0tiKsYXsGY1CoWA8WBEeWx7PopHlmVHMSFbI40WS0UjCGi0DkgBhhLUATTd7Q0Nvtb7bvfeck5nP/HHfaqC7kYFoEB6+n6joroqo5VbWve/9nrx5Mj/ycf3u27QqS1MJCopbL3ju9S+9fdGm4D5VY0Mt2YcujPt719ZUx3FnIpN1JUgxKMzHunHr03TLDSGmblRJdYjj/e945/bZ/VDjpbFv1eUQNnJqiqqXNrTXP+/W1bHtVQixWmzi/tmz9/7abx4b85APUkhBsffYu4J8Y2MWZrbpwzW5tFqdUDm+0R7M6sHcex+iazbq2BiO53hiYceLzS7sPPDH7wwqVTmYJJNZWd+J5GJ29jNMz/orvvKlzdm9JoVz6mc7/YWf+ddv+Xv/5ODOdz3lu74jXnUmna1X7549slT6o4/Of/LfnP/Jf3n1LS8cJvNibR9SH8MV+/60i2XzyHx25RUPz84mi1WjuZ54/ROiBUVbV1q9vC727W9/++GfL3PXOOblcnjwwYfWySj3lFL1GkI4ceJECCrl0XdwmaScs5lqySX3MUQv+s+//1XP/opb+mG5vl9Kh1tcrb/ZJ7ck/hxdvHhxPWkaQwwhlJyXi4OTJ4+76itf8VevP3NNLkOt1SzIkoXoZjHYxnz217/924Lp6PZWrWX9oN398oOvq+UqF5l0yy23pJTq+o+Icf1KN7M3vOENn/j4OTOFEORRHkzhvvvOvvnNv59SKodHKIRhGNy9bdpXv/rVX7Tznlk7CwD4/Ov27j/50+31AaFmq6GfTja355vxoC+qNWcvy9FiX70pNanWNhyoz8kkm2SFojGoBIVYfbE4e9cHrqh1kNr1G33XPeHpT91941tMPmkmGvrsq9GLj2XSTGSrHHW4jafJJJcdu/46j+qmm1po6MasfP6++45YrMkPxrHtZu4WR+XqVT5p2tW1V/eyoEa9q7GzDzyQL+1uH99eXjxo23Y5DmP11HSlX+acV3lV1VTV3lMdxjG0ByFvTbsmeF9LU5VkkmbVvKor9dL9918l5TKopsvbz14OH3yGJDly5oajqxyjf3yyPOWzUzv14rmL7yvv/+XX/4ROX3vLiZvmT5rqXfcfe8u95UMPbr34GfrmWVKIHmJVKn58lMm3N7e1Na/rkR6lqjJms259h1MIwVKspZRSqrToF3fddVcILzcdLgofxzwMZX9/b/35Q2wUYyxliDFubGzEqDKW8FgV2rZtXi66rimlWMghNVV6znOe895337e3N1xxxRU7B+dDfBymFBeLRa01RLNoZhZjSJNuOmklv/KqU0984hPuv/eD/ejuHtaRHTzFOJlObrzhiJlm02mtWfHyc9HMq0sqtZRSUoxXXnmqaZpx5RbMzEqpklvwP/+zd9933/3XXHOiCeuT7qxfjRfOX/jQhz4cmy33ah6C2WocU2xTk266aSN+sZ47zM4CAD5TrkqjsrzX6BpUcig2SLsaR1+mfvcDv/QLt77trmv29i40da+L8zANQ9mpB/vTPNoQppNzoe2bmONqb2KXYqp9Pb3fnD7vJ5eS+5i6IU9aP3Fg05tqu/znb1i++U3bvtOMPni4ePTIFd/37RdPHssa42rXrfap7cYNTU+9L3W9tk7uTYKnqbrtg2ZZu393Xbt523NtNbto4cGZpst288PL6a+9dWN5SaHf7to0jPNycO/mfikHE6U3XTedfO3Ltvbmm58IO1PvbX/6G78172K3s3d1Cf1qf4jFW7u3GR7a2Mg7q1uXRzfG+Uc35xuh3+lqH+yJBxtXXwjNvo0h7jd6KOmCpfPNxGq8oozDm9+ps3tbst0m9q1UwvYqnOgVw+BbS55cj1ZtQ696xYe/91UfmB+5cbU9y36x2akb+1ed+/C3vvPO1/zy7z3/Z//3J/3Ij27/q//txD3v2I4PvPfGpY6srttrzbrFfH71Il1M4a3Xdu/+vldq2D5V4k570J/Iuem3S4y9bnvOs09edWIVFr2XXjU3dmBl6OY//8u/8/0//FNvf9d9e3n68bOLN/7uH3/Dt3zPhSENmjSzTVctw34Ths6Gr37J891VQspqq1L1WOKO28JrqmVeyhhjLat2lk5Gk5r92aDv+5av25zspPbc3nBftj7bpNYjoXSNrzq/0JXcjk1TZV5kq2pjMa8ea208NyoxFCs5XD6xIXsdyqjdnUG+EcLmUK2vfR+HIWjr6NWphiOp/vVv/Eql++O8jHFjUecHRdYt0qp/6QtuK+a9qZ13Zk0Y5u3y6GTYTjWWtJub80O/nLZhXOWtub7r217d2aBxoTIEkwdzhSOTJ/6tv/H33/IH7x2qdpfeSx/4+Cf+0U//XIzTFCett21OdQzbm5veL1/+shfZSmFUKCaPUiyqWblaL89WG9W2xmVOq8Fmgx+rSjVdlC3C57UUh9lZAMB/ZNIjymz9waiZmxqpGUftHbz1l/7lZrv+3LRujD7JoZOilNQsZHWoJ+3EsFzO48ytWZVispg8pIXXoZRVTaXtJotyaXfuw1j2N8d3/9//+qte9ZK9phTFRsFObjUvevoD933omqxgQ5KqKypISm6heBubVV65hRLswskrTzz3mWWSFlKWXAd28d47H/zgzcfas/uLRZNr27TLUjaasfaz1IVnPml60/VKUqs+qVF+913//spOfZG5T3PZGnw2+uD9FXHjwPumdCpx3rcbcfNSWRaFYrPqZWs+WQznPIzJSw2lxtRXL/PpR+77yFPf8672JS+sVhcKSuoO7yMPVR55aj3m9dP2xov/9g++6ffeOl2u2sWFkwqLmA9aXZoMyT3UktvUe/XFxS1dcZ0FXXjwou8dr8NkWdoa+lk39otbX/JV65O6mtS5QvVRIZp09Kj9zb/5A3/7J/5+GbOkYN42XZTv7+3/6q/+xht/47dmXXPh/ENNSk3TRB2z6LXk4CWo5rG/6YbT3/qt31yqp2hmXg9XCzxiwYBdftmYLLaNTl978r/8u6/98f/mH+4s9ucbR8ei9VoHeZTMbZCprmeGD/9jn/67Bffi5sEkBbcoW69qMHeZQi0WZU2TjmzMpWoKL3/5y3/iv/2nD+16zsNsNht7U3UL5dm3PrltLHuVWdd1w0ouucktSI2sDn12txhTiPqRv/NDv/nvfvv+By8p2HIxbmwcGUq5uOgf3Pv4d/3Ajzz7K2655RlPu+djH3n3u+984MELqxKilZQmZtHLqpvMdi/uf/O3fF3byceHD007/IJienjnZfuUfR3Wwxj0+Z7aRs4CAD4zu/x27UEesmv02pkpBN17X/3QPTXIqpqqrpROHmVBk/PSucnsoXlbNme7+6mtTQmhejMJsVteOmWa9HlaSzOO0SyOJeyllVnq+/6P75p9/MLyzGajeKy4art544373kzLMFgJVSZbH8LUKboX5VLUpzixNp0+82RtnYolzKMayfpy7vffOr+0v2kxFHMvWWlr8LA0L92lUL/iebcnNaqS6Wipze7FfPeHoyv6ei7MG9XkNokbD8W87K6wE1sfHQ72op+w7QurlWI8krrj0c5/7ANXz+Jmro0XV1EeR4tD04Xl4v1vefvNz3tunJVeaZC6sF41a0WBnH2M51oIKis94aqTz3na8Nv/fmtskvK02FDyfqtF8DaH0etGaBq13dENbczO/dmfKOaowfOqTq/8sBZPecmLj52+VmZSsPURXJJqUXQFe8Httx09Mt/ZiSklr7mMRaqmLsU4jvniYtlNjlUvuchiVVWQNymG4MOq3P6C2666asPMo6l6kX3avgT2yTnmUC24mXlaLlbtZPKqb3jlT//s/5kf2PVSgsf1Ll0ur6bgdvmMOHNb37Sm9Tlyl4/QDW7uXj3IFeRhyBpzkXS4Q131FKxpbWMzStmkru2uvPLUxYO9JiUza5rGc9+kcuON10ly93h5Z4bL+4sFV5Q3e3urYShNF1crP3bUnv+8Z/3ar/9O9bo5ny1Xq6bpwsbG8dlstVq85R3vesefvzfn4eLFnaPbJ6rGmjXZaBerXr7ql8Pzn/esm258qqQx57aJn3ZxLK0XkH/q4XiHf1cPl89xI2cBAI9fy8pKkJsHlSApB43uG1Y1jJ/4g7c8PYfzk9jUOsmlhDKWUi3uTsvdwZ/xYz/80m9+5Xh0s5R24im716C2jrr3nn/7/T8wuffgiTlNDpZNWOW2XnNQL7Zdc+Fg40LJv//uI9dfk1W1M6qzjduf+dCxowdnH1o1eX0ztknBlWtVqjnGcTLZq8OYxq/4lu/Q7EitmlbvxlEf+fif/Py/eFJutvd3t627pDiu/HixtNKimd5/5dFj3/SNxUM1hahmf1X/zf973QcfGLo4BK2iL1KZZsXqi2m6a6P5mp/80fbFtz/hyNxnm9rzJnXepLrcj3uX3v4//E8ff8OvX7+3yqHIirmF2oS9nSfVY5/4v95480v/6vT5t+SmrbL1Gt+isJS1PLseY27W6nTqY3/6td/70fvvt3fuXzn2RaPcVUt0nxQ/uWi8ie8Pw8Xm3Atvu/ktP/NPr+lXnZql4h8fDadf891nfvB7dGRTMdUQsizKUmw896rZQnPd6a3vec03/+xP/3Lu90MIjcVafTabD8Pgaj2kau2YRzOzWkK0JoZhOLA6PufZN/+d1/6ApBRUfQyHy02D3C7f2lUOl3BL7qG6osXpVO7lxFb8zm/7pn/4T/7X1TCmbkOfLFqr5tVqtWBu5tFl1Wq19d2CfjiZH3P1bFKpChYvXlos+96sySXHaHl0a8uRzcnGXGVQ04VxlZ/7nNv+7M5fjzGtFvuzrs1DP5n4s575dK8ezCXvurbv3a26vJq5Gknnz+6kGM0Vk3Lx/+JvffddH3jvn//53ZNJTLG1qmWonvNQlNLGcqhem+1j28MwbBzZdPnu/sUU46QdX/KVt/9Xf/e1p051q75MpunhU0PsMFyDFKrWp4m4VMyjVOUmre8w+3yePKydBQB8xsBwVckffoOxqBCi1aI+92/741MH9ozpBQAAIABJREFUqz42Q2hyiMVCCVZMK8nm2yef9iydPD0cvdo3r9TGiXr8isWJK/qTV+qmm04945lltj148jRdhrRMnSnINck6Nvju297RmK+s1M7zPE6e/6z7bj79wHS6im0f2xxStpSt7auF2eZBsHxkfl4+fcLp7lVfu3ukvdBo2Zh89eHf/Lc7Z++PVS4LHs1DVGse5bqomF72fN1w8mKXHow6H6XFpff+4r863udQ22pp0YRFa0O04F7Gqo3N9kUv1vU32KknlM2r6lXXjPPj42x7cfKUbrj+lq//evdpU9ohdvtN28cm1HC0xDO75cq7zuqX3tjsLCfKaf127ipmS958H0tVHONsN4WNF9x68z/60Yde/Mw7j25+dHO+30zbsd1Ypq1VOKZjKtOzT7526zu/fvHQOd35iVWwj2y39z75mhM/8TdueP2P69gpBVOKxSxermRFWWNumnX6oR/89pd/3QvPXHtM5eDIPJgPi4NLMbiZmqZd9n1IzWQ2b5NiGc17q/3zbnvGj/zwD1199XabZFLNY7j8klhvI2wqQSUoH24pbHIzWZDlWsYg/WevesWRaTNrQ/QSVMx9fRujW1EY/fB3Wj9HqiybjaZsXs3VttU9r+dsXeHs2XNjXlnIXocoV/Zo9eprj8vUNkkeJl267dk3y0fVpQ/7VnMTwqtf/bXHjk6bYMnUNOnEiaNmWTa4ZbfqCq60XPQxqmQ1ydpoT37y9T/7M//4O7/9G5tUlFfBi4e8v9yrqsNYhlWONtnfWU5St9rfW+6d39qwadt/3cue/4v//Kee/vRrYtRkGse8kurlBRbrNRjmh21bD8fNxrAeQ9fnfasks7MAgM9imvbyBNq6O8oDD37snnuOr8an9jMpmwcpjMH7FIYwOVAzv+5JCpueD+dckilK5kE+e+bTv/Jdv/Wu7b1yzL0qLuV71nsNbQ0e4yfec/exS2VzktV0kibz7ae84MXDH33k2MHhbdjrm6qTLKoJufHdjQv7+9fc+EKlmeS2WM0nXX7g3Lt+5w+Ox3nuh6r5oKaPqcZmz9utkvaLrr31uasxbFoIqilp/0Mf27v7Y6fU3LTbFNW9WIuNbVFUKLU5fvqJOnFVHeMQQpB58CaZghQbrfL8lhdeqyuO9UPuJ6OFTZtcapY7jTZ6a2v607e942n3PRBPHMkqhzNP/unLI/EpF09uoU1Hd3w5e+HtN//c1Xf+/L/YvevD++949+zcXmu1T+GDaeP4Daef8gN/7fgtN/zJj/33x8KJC7dccfSlz7npJS+afOVLctxINdWmePjkVlhyt5TkpRQfSzx+pPvZ/+XH/8OfvPuXfulX/vAP37Zve7PZfLnaCbEds3eTtm3qYnlhor5J4frT133NX3nRq7/xZTc/7YljnyddMlWLwb2aVPPgZdU2UZbHMkYFhZzH5XqrgLHUMBzE6cY4jKev2/qx//q1P/WPf3p3f1XVyMLDp3E1TVg/xmDBazHPbax9WawPL4hWahiCjbUomUza29sb89KlYEG1TEJV7U9fe0Utknut7q4n33jjRmfL3Ktxq6vG/DWv+daSRwWvpmnbbh/ZMD0QbGWHj6O4fBwOL1zH3KcUah6ffNPp/+4f/MStz/qKX/2V373zzg9aHFe5D940YaY2Ki+2umDD3iyuXOOtT3nCN7zqjld/09cMy2E2bb1WmYdol796rPer++Q+dV7HYNm8RpvkftmlFIOC1/h5vTrIWQDAX9CxVqRgsigVJSmUsndx98G73v/xVV/bxsKRHPKYxmUzLtq6SnZpttE+7WZdeTQnjUmhVEk5hFFyUztp5i94fv+bv/3B8QPTlaubLGR7Vxwc2cvThfcb0/cdnD3+prde/bVfpy5WKS3D01/41X/062+7+2P3VgVJYX2YUg3DOCy7tj1+dLzupN1+uy10ZGbqJsr1/rs/8LGzZ081bTi2fTbXRWP7bRqifDFcu9OU09c84eZnTWxDfeisVMvvee97PxTLznbz1N0jq1TPz+qyHdcTew+18dTNN2prntO0SIteG6mqi1laSKlrwtbG7pnrhtW4inXf60az8Yl46aBdnlx0g7UHc22c/cQpPemw1mTJNeWJ9ViCWesK0mjTA8nP3HTr3/tx7WW98/1689vu+fAHD5oy+arn3vSMF370I3f//C/8yldfcdPT/tp363tuL1duZ3VnNd1eRu2pbod6+dPnsM4+FZnHZKZQperlK2+/5QXPu+XSpeXb3/kf3vSmP7j7fR+6uLO3s3vQtJOjx05Mp9OXf9VLX/ii26+77tTWloJJrrZLh1EWoqTVvtrosy4cLPerrJvMx7GPlufTo+OwSGHDQrTQeS1N19aq7/i2V166eOF//J//WVSuCuvIS109e+7+IxunuxhVpWq19Cl5rmOIIbkFUx53N+dtvyyTedzfH8+dfUB1GUIN1sQ6dk2ITd3cbJeLxWQ2s2h18NPXXfPSlzz3z+5839kHz586sXXD9WduvPF0MI8xLfohRj3/tlvf8647g6zaGBTWt2St+pVXWZBVNykGl4+zSfO9r3nlq7/hle9/3/2/8Is/c/78xffd/cGzD17wGlJop2371Kc+8RWv+Cu3PfdZT3/6E6bTlE2mKtUQXPIY4+V/h8OcNQuSFsuxTZomr3mYTru+z1F5dbDcvPb47kVNTn7uX6k+dU9sAAA+ZbpMkkYrJk8KKkGmMaipVTuX9M53aW+lK44qFMVRIa9v6CiDxflx3XSz2qSgoR/bUNXEg5gGaUOlWa76P/2zLruqctulY8f65mx7/9Jy0DSc73T85mdndZdSKtJ26buHduoH3he6dDg5u35gHmShltxb1rxrrznVH7+uSlKdyMO5s/lDH2pr0DDKqlqptRwVYgwPVHWz/Jwn99Nu3rce8m6T49kHNz52n9qg81mxqi2KdZ0Xspi3j6abnqLQlFHRpbCSkkLcDRZUN4ZR7/uYzl/QNHowm8zLuBPzgRaNes+dls+8cXX0eFLcKjGMpqQ+qePZ9Sh1vaaySNKi0Z4UtTrRuw5ci5XGAx1td7aPbI2m/eW4s2iGbTXqryslhYk3S+vmvXRJw6kixXC4L4Bk1TS6XEpVyS/fbbS+vHDpws5ye2s6ZI1FFtQ2kqRebSuZhpU3raWgyzcv1ctzyenc2dVDF3bmm9urvuwfLKezrtbV8uDSs591YxlHL+Nk4iUrpmmpQaYHH1xe3DlwxYfDazVefMbNN0TJR09mWfrAxx8aXWNRVGxLsGJ5vtCQb7nx9Pp+qXM7qwfOXyyW5DHWJpXYlwvtZn7S9WfKwdB2raQadP/55ebR6Xp1xLjQxiyPY07NpFZ50Hve85HUTl3J1bjH9e2Vp+arq64+Lql4ViguMyVXKFUWlEd1jUrRpYvDsChmoeu6E8fUD+q6daj6arXfTaefnIx9+KL48jeX3JVzCSnee/+lpp2G0PV9HsfxyLxTled85anWPvfFOOQsAOAz52zRKtWs0srbEsdF9SbGxqNLu3sa8/LURlV1Vak0qkGWcrScVKM81i4qD0FVKY6xWZlMHtXHOlTVGrpLbqN1o4Yr82rDtWjyruJmaZO3eyn10hU1t32fWx+iVSlLVetDNtef18ZeXhUXyseGLjRBVt1LLEMstQlJrhpLH/NCXlSr+5XLRop7s+mgenzfNYmLlHvVmTR6jha0Xvqow02Exj53aRJKDKH14jKzulBsSkjrhxSUY16alRKbPaVBTdJ4VNkGN5lS3AnuSp3CRg02mqI8st7gMXPWw+G/sSlpFbXMZRKsy1XRxlAWoS6lNIxdu+lejuyFoLK3medVYRGVmtxKg/J0iGqjr284koLLclVxRakxqeY+xuiunHNKzZiLhWjBfL1CIQSviu4ykyuG6qryGsLh4oX1NmvjqPVZWW4KwTxoHNU0CpJ7CVZrGRVkiiE0eXSzEMPhXVHrNaIu5ZpLKZOmDUVBVqQclU1ab3jnClkHYZyGxrK8lBDD6NXasF6O2lTFol7joHGaJqkGVWn00lRv4uAKklcPuXadl+Jmyd0kt2Drml8/Gl8/ppqDxeo1JstlbFJTqsusVgvR3GW5xhgk1VLdPViwYDLV6qUMMcqiBXvEtmX26d9RKTVYGHMNKayPFQ5R/apO2lCGsUlpzN5NPueeJWcBAJ95uixr0fpKQ6O6WYLGJo/FNpssWcltkHKSSVG+3jHTVcexmHKKC6sL5UY+VyOl9R48jaS8itHK4iB2c4VWsnNBx0dZUWn7VQjzMWgVFdcnwxf1S3WN1hvOhvU2mTI3FVuHdB2HMOu03uGyjpKUmsOZN0lBnmqxsSovi7Z2o0arx7oQpYWrFLWeY11ma9W0U7MqDZJLSTlpMLWShjG18UB+ID+muqe2SvOqSZWbhjgklZiDvFEMY5BJWRpUq8xUJ7JWsmKSKaiY2Kjrsa6eBtMoBZVGNR3+EwStpFE+llVn4chwsNc0F+O0Uboyy5fjhc28Vbzto5RWs7iUZloltbGEw70BoivkorpOxOCHC2rHvm+aRusTv1KS5DXLzA4vNVIpY6ljzsN00pld3mLWozxIWuxemk6n1nTrTivFLVrOuW206pddG91zDVN31VzaZmIPXyJKsvXGBSpyKUaFvF9SimpUorKKqyZZ9GRFOWXzMOytpmmiZGpqseIqphC9UQnZco0e3ay3EKKqSsqefH9YzNtZKXUSuqohWFOySQqmnHPTJtkoX796TVrPja8X8qqUGkJwqXpOMS5X+zGF5NMQgoX1DY0mVZdWY1/dUkopJClEz+sFGYevvYf/xg9PbPvltDXV9doGqZQxxiD3MqzkipONz/XJw9pZAMBflBhVVqSk6nIrlmI7SAdSjjHJjmW5qRZJiutNLFMTTGaepImiS1kpSY3UVqlKQ9EkxclU46hcFaazTjZKWWbJOtd4uKGCWq1SVNM1fY1jXc9r1lDlIRaXNRpdMQTrNEhxVDSFIIU6alyqa7XeVtaKpeiSgs3UmTod9GOdN1sT14V9eayTdmPSWq9916QoDVKRoupEo9RJUY1yVRpXGqQNl6qUqtTLGq0sx5A3hiAFVaUcbFTcUEjBpcZjqJff1aNGOwwrPErO6otSiGpMGpOKZFqoJgvH4jT1Uu5nTRqUVKsvFLumUbwQy+asTlWLPChJHlTX/xYPF+SnRNX6WWFNN1FVHXNsWuVRwcyCzFWL1+pW5LVtYtt07rlWhdB+6u8xOzKXzOvg1UNqY7RaxyaZ5E1SLUNMqSrKqsXm4V23pCpVeZG5VF1hd29/EqddbLU+PjdaUMkapLS++3+x3N+YzKcbM1VJ7nlUk6ViCnKXN0PpU0w5excm60cXgxWVeZtMuYuplqGqWvC4vs3K1aQkHw+PAK5J3kjBQ7l06byp2draTjG4y6QQk5Snk1Yqns3C+lLSq8pYhxBi07RVVqVVrTGEqPVCIP0FexSUYdD6uOFkOY8pBa9j36+62TS2l7cKZnYWAPD4pKxrKBpSHdU3KjO32EcPXU624yVHSTrqdf3GtT6A4PC+5SC36lHL0qfYRsUghXL5fSq4Qq2e3WJQ9GpFata73UcNUpLSKJly0r5c8q7WqeJ6S6TDXX/ck8zHYjGquIINqRYvwaJkLouXF+uFT+4kUKsHX5Y4icuoQerk7TiGJo0K/aC5abdRK03WCW+qUW6KWaqSZ0+1j5qUdoxyqR2lIiWtUnWVrnpQKmbDEDuPZlJQTSrrbZBc6+/l5CXUTg1PsEfPzlaNWUEK3Xpi1s0braQgdVVaVfmqdnFIbaqWRmnIi82wq7GRzWTt4bFSOSpafXj3AFeo9bBEg7msXv70e/0puz28d6w/3L/u63XaXmuxwynbsN4v9nChwHoi+TCmHp5urKWMTZMkr2X0OPdaQwhei9yDyczWK0jX39ZPjeAm17AY21njwV2lqgRZ8CC3GtzcrJosSOu/y3pBhsyjaixWFUxVoUYzk8lVch1CCtVrsmQeZOs8tVrWf8ES4vo+z/XJYEGyqhJClKwUl0Iwraekq2czL3VMNnOp1iLzcDi6nt0lC5Ykq652fQW5Hg77ZJnap1xYeHULNuYxpWimUvJ6DYPkqlUhSJ/zvszkLADgM0+XSUVFGqQaFJKacVWbkKwJsiHXPgU+5XukXtGVUq4ppBx0ro6z0Myl2LtqUeOeZOQs8PghZwEAn4FLoxSr4lhUs6IpJQ8hS8Og1b7KqM0Z4/RItVct2hvUzhVDPwk+nSWFtJ7lTRqCWk5SAB4/XFUDAD6zdYEpxBh7hVWtR9zChd0//Wc/99D/83tXjbkfuUX/kRrtb4VxMjbnxnpuY/rE137/6W95pdqmxuQxDab+8/gwFQA5CwD4nNk6u4IsFClL+zkfKVXVTtz70OzPP3j9Ym8VydlHutQdLLSwoTPrtDXP+xcUh0HWW4xSoGUBchYA8MVRpVXSRFrfbGzSVtvacpTCZqmTcZAWCy0ZqEfY62y/DVqFbM04jb0NinWpOqpOpdYVXKw1AMhZAMAXI2d3JUlTV5AaaeGqQVH9xTYftEM7qrS8jzzS0UVz1X47KW2u03ZIG/sTDWnariO22OUDPwGQswCALyyTOql1WZa52qSVq3SpSasPnGruvSY9VObdWd5HHvXO2uvY2B3XpFd7YZU361R10ih0ChO5eVGV2BECeBy/WLGzAQDgMbnkVSG7ikumxhZRo9WJlsv7P1of+Oi0P2h0AwP1CDtNGULdGuqs2byUV/0N1/iJK6rClnyepdHl0oycBchZAMAXoWdHSVUqMimGZQhVHpVtXKSyiLEummsZp0fmrA6qyraksVizcUHKajrpmKsbLy9D5nYw4PHD1SEA4DMzKUqhumpRDF67koJaVVOJqmVWuRXskWZjL0lDUAma1ZRq7ZqwPuPXVBqtTHOGCSBnAQBfaG4aGg3yUUWqjXzDGhtce/meN7/l/vfdXfd3N+M+A/XIS4AQVxf2ZlsnDqqGafOEl73kmufeJh2eobBruiiWaADkLADgi5BlUiu1HswmC4VUZSvlbkxxZ+8P33Di//jVpuxFRQbqkeNWizdBox8rzUOzyXByohc9rWgaPCxNG+5H+6wJh9wCjxs2vgMAAAA5CwAAAJCzAAAAADkLAAAAchYAAAAgZwEAAAByFgAAACBnAQAAQM4CAAAA5CwAAABAzgIAAODLWGIIAACPzd16Vw0ymyUtG52d1W0fdOHi1BfLyXDFxew68ohfFD59osTlLv+yGrYHtncv1otPtK1zi3zh6MxmzSDPGmelnfWmzg4mzZxnF0DOAgC+4DVrqq1ClUk1qEqtgo9V1mmQlRTUPrCxy0A9QsnD1WO7MSpoVsqkPcitK1qQS0HFNDJGADkLAPhi5Ky0H2oXQiO5ZFIjBUWl+VCbi6M2FDeHvUf8qlrrp/7QzMzsy2rcQpxe0ZxUX0yz8dIwyZ1yjMnkpqASyFmAnAUAfLFy9rDPXNUUpSK5B8VmOLK5OHH84KBs7vWPzFn/9JyVmb68cnYnx4NxmCssZA+WPO86WZDCl9kwAOQsAOAvW5DmrljcqkXJkopkTaOwmr/gtqMp5oNhN+VH/6pHNLF/mY1bNoUa8iImT2eOzI48/YYcUzFrg6wouWZ0LfC4MndnFAAAj8FdY1GJqrZearBTamnKPMbOs/pRuYwbs0fl7Jf7rWChLmMdtDCVpGlz0FlvkyhtVoUsBSmKmVrgccTsLADgP8YOy3Q+CUuFQZKlrpNSGngfeZQSuhhsdiSYR7c4KBYpPjxL7VKVIuMEPH5fopidBQA8Jpdnr7Fa8MO78ms8vI0pSrG6VVdg//JH6q0U81YWZFXWy1xqpLbKimSSkbMAOQsA+MIr0o5qK7UK8eEA88vzi0VyacJt+o8euKAapcvlap+8Plj/0I21BsDjiQ+JAAB/geCqVTVI9fA2L5PbYau55JkxeqSaVOLhEuJPnTIKUji8CuDdF3gcMTsLAHhsLmWXyYOq5Gbukstc8bBoXUmFgXpUzppbKJdnYWOVVUnyqBIOx6tjlIDHD9eHAIDHZq5mvZQguILLVKVRXuTVvCrI1LEI9NGCqtRfnoWdRSU7XGlQGRzgC/LFitlZAAAA/Cd8CQkAAACQswAAAAA5CwAAAJCzAAAAIGcBAAAAchYAAAAgZwEAAAByFgAAAP9/cngq2Jk7XsdYAAAA4EvEPW98/Wf5MzkVDPhSceaO1332L10AvBgBrLHYAAAAAOQsAAAAQM4CAAAA5CwAAADIWQAAAICcBQAAAMhZAAAAgJwFAAAAOQsAAACQswAAAAA5CwAAAHIWAAAAIGcBAAAAchYAAAAgZwEAAEDOAgAAAOQsAAAAQM4CAAAA5CwAAADIWQAAAICcBQAAAMhZAAAAkLMAAAAAOQsAAACQswAAAAA5CwAAAHIWAAAAIGcBAAAAchYAAAAgZwEAAEDOAgAAAOQsAAAAQM4CAACAnAUAAADIWQAAAICcBQAAAMhZAAAAkLMAAAAAOQsAAACQswAAACBnAQAAAHIWAAAA+OIzd5d05o7XMRYAAAD4EnHPG1//ueUsAAAA8J8iFhsAAACAnAUAAADIWQAAAICcBQAAADkLAAAAkLMAAAAAOQsAAACQswAAACBnAQAAAHIWAAAAIGcBAABAzgIAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAICcBQAAADkLAAAAkLMAAAAAOQsAAAByFgAAACBnAQAAAHIWAAAAIGcBAABAzgIAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAJCzAAAAADkLAAAAkLMAAAAAOQsAAAByFgAAACBnAQAAAHIWAAAA5CwAAABAzgIAAABffGn9vzN3vI6xAAAAwJeIe974+s/yZ5q7M17Al4Izd7zus3/pAuDFCGCNxQYAAAAgZwEAAAByFgAAACBnAQAAQM4CAAAA5CwAAABAzgIAAADkLAAAAMhZAAAAgJwFAAAAyFkAAACQswAAAAA5CwAAAJCzAAAAADkLAAAAchYAAAAgZwEAAAByFgAAACBnAQAAQM4CAAAA5CwAAABAzgIAAICcBQAAAMhZAAAAgJwFAAAAyFkAAACQswAAAAA5CwAAAJCzAAAAADkLAAAAchYAAAAgZwEAAAByFgAAAOQsAAAAQM4CAAAA5CwAAABAzgIAAICcBQAAAMhZAAAAgJwFAAAAOQsAAACQswAAAAA5CwAAAJCzAAAAIGcBAAAAchYAAAAgZwEAAAByFgAAAOQsAAAAQM4CAAAA5CwAAADIWQAAAICcBQAAAMhZAAAAgJwFAAAAOQsAAACQswAAAAA5CwAAAJCzAAAAIGcBAAAAchYAAAAgZwEAAEDOAgAAAP8JMXeXdOaO1zEWAAAA+BJxzxtf/7nlLIC/dGfueN1n/9IFwIsRwBqLDQAAAEDOAgAAAOQsAAAAQM4CAACAnAUAAADIWQAAAICcBQAAAMhZAAAAkLMAAAAAOQsAAACQswAAACBnAQAAAHIWAAAAIGcBAAAAchYAAADkLAAAAEDOAgAAAOQsAAAAQM4CAACAnAUAAADIWQAAAICcBQAAADkLAAAAkLMAAAAAOQsAAACQswAAACBnAQAAAHIWAAAAIGcBAAAAchYAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAICcBQAAADkLAAAAkLMAAAAAOQsAAAByFgAAACBnAQAAAHIWAAAAIGcBAABAzgIAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAJCzAAAAADkLAAAAkLMAAAAAOQsAAAByFgAAACBnAQAAAHIWAAAAIGcBAABAzgIAAADkLAAAAEDOAgAAgJwFAAAAyFkAAADgi8HcXdKZO17HWAAAAOBLxD1vfP3nlrMA/tKdueN1n/1LFwAvRgBrLDYAAAAAOQsAAACQswAAAAA5CwAAAHIWAAAAIGcBAAAAchYAAAAgZwEAAEDOAgAAAOQsAAAAQM4CAACAnAUAAADIWQAAAICcBQAAAMhZAAAAkLMAAAAAOQsAAACQswAAAAA5CwAAAHIWAAAAIGcBAAAAchYAAADkLAAAAEDOAgAAAOQsAAAAQM4CAACAnAUAAADIWQAAAICcBQAAAMhZAAAAkLMAAAAAOQsAAACQswAAACBnAQAAAHIWAAAAIGcBAAAAchYAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAICcBQAAADkLAAAAkLMAAAAAOQsAAACQswAAACBnAQAAAHIWAAAAIGcBAABAzgIAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAICcBQAAADkLAAAAkLMAAAAAOQsAAAByFgAAACBnAQAAAHIWAAAAIGcBAABAzgIAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAJCzAAAAADkLAAAAkLMAAAAAOQsAAAByFgAAACBnAQAAAHIWAAAA5CwAAABAzgIAAADkLAAAAEDOAgAAgJwFAAAAyFkAAADgC8PcXdKZO17HWAAAAOBLxD1vfP3nlrMA/tKdueN1n/1LFwAvRgBrLDYAAAAAOQsAAACQswAAAAA5CwAAAHIWAAAAIGcBAAAAchYAAAAgZwEAAEDOAgAAAOQsAAAAQM4CAACAnAUAAADIWQAAAICcBQAAAMhZAAAAkLMAAAAAOQsAAACQswAAAAA5CwAAAHIWAAAAIGcBAAAAchYAAADkLAAAAEDOAgAAAOQsAAAAQM4CAACAnAUAAADIWQAAAICcBQAAAMhZAAAAkLMAAAAAOQsAAACQswAAACBnAQAAAHIWAAAAIGcBAAAAchYAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAICcBQAAADlNDqfBAAARbklEQVQLAAAAkLMAAAAAOQsAAACQswAAACBnAQAAAHIWAAAAIGcBAABAzgIAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAA/r927dgGlhSIomgh/TyWdJacPgZBEQ+Z1BokQDvdjPYcZ5y2SnrS1QgAOQsAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAIGcBAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAJCzAAAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwCAnHUCAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgDwv1Ay0xUAAPhRf/ZPbd0tAAC4xJrj8Ev/zsItauvn0wWMEdi8nQUAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAJCzAAAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQBAzgIAIGcBAOAyJTMjorbuFgAAXGLN8Sxngc/V1s+nCxgjsHlsAACAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAAA5CwAAchYAAN5XMjMiautuAQDAJdYcz3IW+Fxt/Xy6gDECm8cGAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAJCzAAAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAQM4CAMAPKZkZEbV1twAA4BJrjmc5C3yutn4+XcAYgc1jAwAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAADIWQAAkLMAAPC+kpkRUVt3CwAALrHmeJazwOdq6+fTBYwR2Dw2AABAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAICcBQAAOQsAAO8rmRkRtXW3AADgEmuOZzkLfK62fj5dwBiBzWMDAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAAMhZAACQswAA8L6SmRFRW3cLAAAuseZ4lrPA52rr59MFjBHYPDYAAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAIGcBAJCzAAAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAgJwFAAA5CwAA7yuZGRG1dbcAAOASa45nOQt8rrZ+Pl3AGIHNYwMAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAyFkAAJCzAADwvpKZEVFbdwsAAC6x5niWs8Dnauvn0wWMEdg8NgAAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAJCzAAAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwCAnAUAADkLAADvK5kZEbV1twAA4BJrjmc5C3yutn4+XcAYgc1jAwAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAADIWQAAkLMAAPC+kpkRUVt3CwAALrHmeJazwOdq6+fTBYwR2Dw2AABAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAICcBQAAOQsAAO8rmRkRtXW3AADgEmuOZzkLfK62fj5dwBiBzWMDAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAIGcBAEDOAgDAG0pmRkRt3S0AALjEmuNZzgKfq62fTxcwRmDz2AAAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAADIWQAA+CElMyOitu4WAABcYs3xLGcBAOAXeWwAAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgAgZwEAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAADzwZ//U1t0CAIBLrDkOvyyZ6V5wg9r6+XQBYwQ2jw0AAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgAgZwEAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAIGcBAOBnlcyMiNq6WwAAcIk1x7OcBT5XWz+fLmCMwOaxAQAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAIGcBAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAJCzAAAgZwEA4A3ln3//ugIAAFdZcxx++R+lm9EpcMWsbgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">102<span class="ls0"> </span></div></div><div class="c x79 yaeb w54 h62"><div class="t m0 xb h2 y939 ff1 fs0 fc1 sc0 ls0 ws0">wykorzystaniem zasobów oraz </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">gospodarką o obiegu zamkniętym<span class="ff2"> </span></div></div><div class="c x1 y119 w44 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc5 sc0 ls0 ws0">ESRS S1 Osoby świadczące pracę na rzecz przedsiębiorstwa <span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 yb46 w54 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-1 </span></div></div><div class="c x79 yb46 w54 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Polityki związane z własną siłą </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">roboczą<span class="ff2"> </span></div></div><div class="c x7a yb46 w69 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">3.1.1., 3.1.2., 3.1.3., </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">3.1.4.,3.1.5.,3.1.6.  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb63 w54 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-2 </span></div></div><div class="c x79 yb63 w54 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Procedury współpracy z własnymi </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">pracownikami i przedstawicielami </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">pracowników w zakresie wpływów<span class="ff2"> </span></div></div><div class="c x7a yb63 w69 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">3.1.1.  </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3b2 w54 h103"><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-3 </span></div></div><div class="c x79 y3b2 w54 h103"><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">Procesy niwelowania negatywnych </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wpływów i kanały zgłaszania </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">problemów przez pracowników </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">jednostki </div></div><div class="c x7a y3b2 w69 h103"><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">3.1.1., 3.1.2., 3.1.3., </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">3.1.4.,3.1.5.,3.1.6.  </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y6fb w54 h148"><div class="t m0 xb h2 y921 ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-4 </span></div></div><div class="c x79 y6fb w54 h148"><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">Podejmowanie działań dotyczących </div><div class="t m0 xb h2 y934 ff1 fs0 fc1 sc0 ls0 ws0">istotnych wpływów na własnych </div><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">pracowników oraz stosowanie </div><div class="t m0 xb h2 y974 ff1 fs0 fc1 sc0 ls0 ws0">podejść służących ograniczeniu </div><div class="t m0 xb h2 y778 ff2 fs0 fc1 sc0 ls0 ws0">istotnego ryzyka i wykorzystywaniu </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">istotnych szans związanych z </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">własną siłą roboczą oraz </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">skuteczność tych działań<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7a y6fb w69 h148"><div class="t m0 xb h2 y921 ff2 fs0 fc1 sc0 ls0 ws0">3.1.1., 3.1.2., 3.1.3., </div><div class="t m0 xb h2 y934 ff2 fs0 fc1 sc0 ls0 ws0">3.1.4.,3.1.5.,3.1.6.  </div><div class="t m0 xb h2 y84b ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y239 w54 hdd"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-5 </span></div></div><div class="c x79 y239 w54 hdd"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Cele dotyczące zarządzania </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">istotnymi negatywnymi wpływami, </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zwiększania pozytywnych wpływów </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">i zarządzania istotnymi ryzykami i </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">istotnymi szansami </div></div><div class="c x7a y239 w69 hdd"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">3.1.1., 3.1.2., 3.1.3., </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">3.1.4.,3.1.5.,3.1.6.  </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb64 w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-6 </span></div></div><div class="c x79 yb64 w54 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Charakterystyka pracowników </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">jednostki </div></div><div class="c x7a yb64 w69 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">3.1.2. </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y73e w54 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-7 </span></div></div><div class="c x79 y73e w54 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Charakterystyka osób niebędących </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">pracownikami stanowiących </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">własnych pracowników jednostki<span class="ff2"> </span></div></div><div class="c x7a y73e w69 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">3.1.2. </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb65 w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-8 </span></div></div><div class="c x79 yb65 w54 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Zakres rokowań zbiorowych i </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">dialogu społecznego<span class="ff2"> </span></div></div><div class="c x7a yb65 w69 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">3.1.2.  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb66 w54 h62"><div class="t m0 xb h2 y77f ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-9 </span></div></div><div class="c x79 yb66 w54 h62"><div class="t m0 xb h2 y77f ff1 fs0 fc1 sc0 ls0 ws0">Wskaźniki różnorodności<span class="ff2"> </span></div></div><div class="c x7a yb66 w69 h62"><div class="t m0 xb h2 y77f ff2 fs0 fc1 sc0 ls0 ws0">3.1.3<span class="ls2">. </span> </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb67 w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-<span class="ls1">10</span> </span></div></div><div class="c x79 yb67 w54 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Odpowiednie płace<span class="ff2"> </span></div></div><div class="c x7a yb67 w69 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">3.1.4<span class="ls2">. </span> </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb68 w54 h63"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-<span class="ls1">11</span> </span></div></div><div class="c x79 yb68 w54 h63"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Ochrona socjalna </div></div><div class="c x7a yb68 w69 h63"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">3.1.<span class="ls1">6.</span>  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y77 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-<span class="ls1">12</span> </span></div></div><div class="c x79 y77 w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Osoby z niepełnosprawnościami<span class="ff2"> </span></div></div><div class="c x7a y77 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">3.1.3<span class="ls2">. </span> </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y2c9 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-<span class="ls1">13</span> </span></div></div><div class="c x79 y2c9 w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Wskaźniki dotyczące szkoleń i </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">rozwoju umiejętności<span class="ff2"> </span></div></div><div class="c x7a y2c9 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">3.1.5. </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb69 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-<span class="ls1">14</span> </span></div></div><div class="c x79 yb69 w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Wskaźniki bezpieczeństwa i higieny </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">pracy </div></div><div class="c x7a yb69 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">3.1.6  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb5e w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-<span class="ls1">15</span> </span></div></div><div class="c x79 yb5e w54 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wskaźniki równowagi między </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">życiem zawodowym a prywatnym<span class="ff2"> </span></div></div><div class="c x7a yb5e w69 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">3.1.6<span class="ls2">. </span> </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb5f w54 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-<span class="ls1">16</span> </span></div></div><div class="c x79 yb5f w54 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Wskaźniki wynagrodzeń (luka </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">płacowa i całkowite </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">wynagrodzenie) </div></div><div class="c x7a yb5f w69 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">3.1.4. </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb60 w54 h145"><div class="t m0 xb h2 y84c ff2 fs0 fc1 sc0 ls7 ws0">S1<span class="ls0">-<span class="ls1">17</span> </span></div></div><div class="c x79 yb60 w54 h145"><div class="t m0 xb h2 y84c ff1 fs0 fc1 sc0 ls0 ws0">Incydenty, skargi i poważne </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">wpływy na przestrzeganie praw </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">człowieka<span class="ff2"> </span></div></div><div class="c x7a yb60 w69 h145"><div class="t m0 xb h2 y84c ff2 fs0 fc1 sc0 ls0 ws0">3.1.2. </div></div><div class="c x1 y1ce w44 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc5 sc0 ls0 ws0">ESRS S2 Pracownicy w łańcuchu wartości <span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb61 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls7 ws0">S2<span class="ls0">-1 </span></div></div><div class="c x79 yb61 w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Polityki związane z pracownikami </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">w łańcuchu wartości<span class="ff2"> </span></div></div><div class="c x7a yb61 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">3.2.  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb62 w54 h96"><div class="t m0 xb h2 y51d ff2 fs0 fc1 sc0 ls7 ws0">S2<span class="ls0">-2 </span></div></div><div class="c x79 yb62 w54 h96"><div class="t m0 xb h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">Procesy współpracy z osobami </div><div class="t m0 xb h2 y832 ff1 fs0 fc1 sc0 ls0 ws0">wykonującym pracę w łańcuchu </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">wartości w zakresie wpływów<span class="ff2"> </span></div></div><div class="c x7a yb62 w69 h96"><div class="t m0 xb h2 y51d ff2 fs0 fc1 sc0 ls0 ws0">3.2.  </div><div class="t m0 xb h2 y832 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf67" class="pf w0 h0" ><div class="pc pc67 w0 h0"><img class="bi x9 y553 w43 h90" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">103<span class="ls0"> </span></div></div><div class="c x1 yb56 w54 hd9"><div class="t m0 xb h2 y938 ff2 fs0 fc1 sc0 ls7 ws0">S2<span class="ls0">-3 </span></div></div><div class="c x79 yb56 w54 hd9"><div class="t m0 xb h2 y938 ff2 fs0 fc1 sc0 ls0 ws0">Procesy niwelowania negatywnych </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wpływów i kanały zgłaszania </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">problemów przez pracowników w </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu wartości<span class="ff2"> </span></div></div><div class="c x7a yb56 w69 hd9"><div class="t m0 xb h2 y938 ff2 fs0 fc1 sc0 ls0 ws0">3.2.  </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb6a w54 h149"><div class="t m0 xb h2 yaae ff2 fs0 fc1 sc0 ls7 ws0">S2<span class="ls0">-4 </span></div></div><div class="c x79 yb6a w54 h149"><div class="t m0 xb h2 yaae ff1 fs0 fc1 sc0 ls0 ws0">Podejmowanie działań dotyczących </div><div class="t m0 xb h2 y987 ff1 fs0 fc1 sc0 ls0 ws0">istotnych wpływów na osoby </div><div class="t m0 xb h2 y9bf ff1 fs0 fc1 sc0 ls0 ws0">wykonujące pracę w łańcuchu </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">wartości oraz stosowanie podejść </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">służących zarządzaniu istotnymi <span class="ff2"> </span></div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">ryzykami i wykorzystywaniu </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">istotnych szans związanych z </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">osobami wykonującymi pracę w </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu wartości oraz </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">skuteczność tych działań<span class="ff2"> </span></div></div><div class="c x7a yb6a w69 h149"><div class="t m0 xb h2 yaae ff2 fs0 fc1 sc0 ls0 ws0">3.2  </div><div class="t m0 xb h2 y987 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb6b w54 h14a"><div class="t m0 xb h2 y778 ff2 fs0 fc1 sc0 ls7 ws0">S2<span class="ls0">-5 </span></div></div><div class="c x79 yb6b w54 h14a"><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">Cele dotyczące zarządzania </div><div class="t m0 xb h2 y975 ff1 fs0 fc1 sc0 ls0 ws0">istotnymi negatywnymi wpływami, </div><div class="t m0 xb h2 y84c ff1 fs0 fc1 sc0 ls0 ws0">zwiększania pozytywnych wpływów </div><div class="t m0 xb h2 y998 ff1 fs0 fc1 sc0 ls0 ws0">i zarządzania istotnymi ryzykami i </div><div class="t m0 xb h2 yb6c ff2 fs0 fc1 sc0 ls0 ws0">istotnymi szansami </div></div><div class="c x7a yb6b w69 h14a"><div class="t m0 xb h2 y778 ff2 fs0 fc1 sc0 ls0 ws0">3.2.  </div><div class="t m0 xb h2 y975 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb6d w44 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc5 sc0 ls0 ws0">ESRS S3 Społeczności dotknięte wpływem <span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb6e w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls7 ws0">S3<span class="ls0">-1 </span></div></div><div class="c x79 yb6e w54 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Polityki związane z dotkniętymi </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">społecznościami<span class="ff2"> </span></div></div><div class="c x7a yb6e w69 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">3.3.  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb6f w54 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls7 ws0">S3<span class="ls0">-2 </span></div></div><div class="c x79 yb6f w54 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Procesy współpracy w zakresie </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">wpływów <span class="ff2 ls12">z </span>dotkniętymi </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">społecznościami<span class="ff2"> </span></div></div><div class="c x7a yb6f w69 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">3.3.  </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb70 w54 h103"><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls7 ws0">S3<span class="ls0">-3 </span></div></div><div class="c x79 yb70 w54 h103"><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">Procesy remediacji negatywnych </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wpływów i kanały zgłaszania </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">problemów przez dotknięte </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">społeczności<span class="ff2"> </span></div></div><div class="c x7a yb70 w69 h103"><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">3.3.  </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y65e w54 h108"><div class="t m0 xb h2 y903 ff2 fs0 fc1 sc0 ls7 ws0">S3<span class="ls0">-4 </span></div></div><div class="c x79 y65e w54 h108"><div class="t m0 xb h2 y903 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y94f ff1 fs0 fc1 sc0 ls0 ws0">Podejmowanie działań dotyczących </div><div class="t m0 xb h2 y925 ff1 fs0 fc1 sc0 ls0 ws0">istotnych wpływów na dotknięte </div><div class="t m0 xb h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">społeczności<span class="ff2"> oraz stosowania </span></div><div class="t m0 xb h2 y77c ff1 fs0 fc1 sc0 ls0 ws0">podejść służących zarządzaniu </div><div class="t m0 xb h2 y938 ff2 fs0 fc1 sc0 ls0 ws0">istotnymi ryzykami  </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">i wykorzystywaniu istotnych szans </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">związanych z tymi społecznościami </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">oraz skuteczności tych działań<span class="ff2"> </span></div></div><div class="c x7a y65e w69 h108"><div class="t m0 xb h2 y903 ff2 fs0 fc1 sc0 ls0 ws0">3.3.  </div><div class="t m0 xb h2 y94f ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb71 w54 hd8"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls7 ws0">S3<span class="ls0">-5 </span></div></div><div class="c x79 yb71 w54 hd8"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Cele dotyczące zarządzania </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">istotnymi negatywnymi wpływami, </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zwiększania pozytywnych pływów i </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">zarządzania istotnymi ryzykami i </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">istotnymi szansami </div></div><div class="c x7a yb71 w69 hd8"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">3.3.  </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb72 w44 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc5 sc0 ls0 ws0">ESRS S4 Konsumenci i użytkownicy końcowi <span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb73 w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls7 ws0">S4<span class="ls0">-1 </span></div></div><div class="c x79 yb73 w54 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Polityki związane z konsumentami i </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">użytkownikami końcowymi<span class="ff2"> </span></div></div><div class="c x7a yb73 w69 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">3.4. </div></div><div class="c x1 yb74 w54 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls7 ws0">S4<span class="ls0">-2 </span></div></div><div class="c x79 yb74 w54 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Procesy współpracy w zakresie </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">wpływów z <span class="ff2">konsumentami i </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">użytkownikami końcowymi<span class="ff2"> </span></div></div><div class="c x7a yb74 w69 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">3.4.  </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y24c w54 hd9"><div class="t m0 xb h2 y782 ff2 fs0 fc1 sc0 ls7 ws0">S4<span class="ls0">-3 </span></div></div><div class="c x79 y24c w54 hd9"><div class="t m0 xb h2 y782 ff2 fs0 fc1 sc0 ls0 ws0">Procesy remediacji negatywnych </div><div class="t m0 xb h2 y84c ff1 fs0 fc1 sc0 ls0 ws0">wpływów i kanały zgłaszania </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">problemów przez konsumentów i </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">użytkowników końcowych<span class="ff2"> </span></div></div><div class="c x7a y24c w69 hd9"><div class="t m0 xb h2 y782 ff2 fs0 fc1 sc0 ls0 ws0">3.4. </div><div class="t m0 xb h2 y84c ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb75 w54 h14b"><div class="t m0 xb h2 y5ee ff2 fs0 fc1 sc0 ls7 ws0">S4<span class="ls0">-4 </span></div></div><div class="c x79 yb75 w54 h14b"><div class="t m0 xb h2 y5ee ff1 fs0 fc1 sc0 ls0 ws0">Podejmowanie działań dotyczących </div><div class="t m0 xb h2 y5ef ff1 fs0 fc1 sc0 ls0 ws0">istotnych wpływów na </div><div class="t m0 xb h2 y5f0 ff1 fs0 fc1 sc0 ls0 ws0">konsumentów i użytkowników </div><div class="t m0 xb h2 y1d0 ff1 fs0 fc1 sc0 ls0 ws0">końcowych oraz stosowanie </div><div class="t m0 xb h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">podejść służących zarządzaniu </div><div class="t m0 xb h2 y550 ff2 fs0 fc1 sc0 ls0 ws0">istotnymi  </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">ryzykami i wykorzystywaniu </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">istotnych szans związanych z </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">konsumentami i użytkownikami </div></div><div class="c x7a yb75 w69 h14b"><div class="t m0 xb h2 y5ee ff2 fs0 fc1 sc0 ls0 ws0">3.4. </div><div class="t m0 xb h2 y5ef ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf68" class="pf w0 h0" ><div class="pc pc68 w0 h0"><img class="bi x9 y2d9 w43 h55" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">104<span class="ls0"> </span></div></div><div class="c x79 yaeb w54 h62"><div class="t m0 xb h2 y939 ff1 fs0 fc1 sc0 ls0 ws0">końcowymi oraz skuteczność tych </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">działań<span class="ff2"> </span></div></div><div class="c x1 yb76 w54 hd8"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls7 ws0">S4<span class="ls0">-5 </span></div></div><div class="c x79 yb76 w54 hd8"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Cele dotyczące zarządzania </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">istotnymi negatywnymi wpływami, </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zwiększania pozytywnych wpływów </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">i zarządzania istotnymi ryzykami i </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">istotnymi szansami </div></div><div class="c x7a yb76 w69 hd8"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">3.4.  </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb77 w44 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc5 sc0 ls0 ws0">ESRS G1 Ład korporacyjny<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb58 w54 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls6 ws0">G1<span class="ls0">-1 </span></div></div><div class="c x79 yb58 w54 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Kultura korporacyjna i Polityki </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">prowadzenia działalności </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">gospodarczej </div></div><div class="c x7a yb58 w69 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">4.1. </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3b2 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls6 ws0">G1<span class="ls0">-2 </span></div></div><div class="c x79 y3b2 w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie relacjami z </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">dostawcami </div></div><div class="c x7a y3b2 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">4.<span class="ls0">2<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb48 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls6 ws0">G1<span class="ls0">-3 </span></div></div><div class="c x79 yb48 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Zapobieganie korupcji i </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">przekupstwu oraz ich wykrywanie </div></div><div class="c x7a yb48 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">4.3.<span class="ls0">  </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb59 w54 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls6 ws0">G1<span class="ls0">-4 </span></div></div><div class="c x79 yb59 w54 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Potwierdzony incydent związany z </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">korupcją lub przekupstwem<span class="ff2"> </span></div></div><div class="c x7a yb59 w69 h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">4.<span class="ls0">3<span class="ls2">. </span> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb78 w54 h62"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls6 ws0">G1<span class="ls0">-5 </span></div></div><div class="c x79 yb78 w54 h62"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wpływ polityczny i działalność </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">lobbingowa </div></div><div class="c x7a yb78 w69 h62"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">4.4.  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1e5 w54 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls6 ws0">G1<span class="ls0">-6 </span></div></div><div class="c x79 y1e5 w54 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Praktyki płatnicze <span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7a y1e5 w69 h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls1 ws0">4.<span class="ls0">5. </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yb79 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d yb5b ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-<span class="ls1f">20</span>. <span class="ff1">Umiejscowienie ujawnień ESRS w Sprawozdaniu Zrównoważonego Rozwoju GK UNIMOT za 2024 r. </span> </div><div class="t m0 x1 h2 yb7a ff1 fs0 fc1 sc0 ls0 ws0">W poniższej tabeli zaprezentowano wykaz punktów danych zawartych w niniejszym Sprawozdaniu, które wynikają </div><div class="t m0 x1 h2 yb7b ff2 fs0 fc1 sc0 ls0 ws0">z <span class="ff1">innych przepisów UE.</span> </div></div><div class="c x1 y1b8 w6a h96"><div class="t m0 xb h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">Wymóg dotyczący ujawniania </div><div class="t m0 xb h2 y51e ff2 fs0 fc5 sc0 ls0 ws0">informacji i <span class="ff1">powiązany z</span> nim punkt </div><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">danych </div></div><div class="c x7c y1b8 w6b h96"><div class="t m0 xb h2 y58e ff2 fs0 fc5 sc0 ls0 ws0">Miejsce w Sprawozdaniu </div><div class="t m0 xb h2 y51e ff1 fs0 fc5 sc0 ls0 ws0">Zrównoważonego Rozwoju <span class="ff2"> </span></div></div><div class="c x7d y1b8 w6a h96"><div class="t m0 xb h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">Odniesienie do rozporządzenia </div><div class="t m0 xb h2 y51e ff2 fs0 fc5 sc0 ls0 ws0">o <span class="ff1">wskaźnikach referencyjnych</span>  </div></div><div class="c x1 yb7c w6a h14c"><div class="t m0 xb h2 yb7d ff2 fs0 fc1 sc0 ls0 ws0">ESRS 2 GOV-1 </div><div class="t m0 xb h2 yb7e ff1 fs0 fc1 sc0 ls0 ws0">Zróżnicowanie członków zarządu ze </div><div class="t m0 xb h2 y3f5 ff1 fs0 fc1 sc0 ls0 ws0">względu na płeć<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">pkt 21 lit. <span class="lsc">d)</span> </div></div><div class="c x7c yb7c w6b h14c"><div class="t m0 xb h2 yb7d ff2 fs0 fc1 sc0 ls0 ws0">3.1.3. </div><div class="t m0 xb h2 yb7f ff2 fs0 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1">16</span> </div></div><div class="c x7d yb7c w6a h14c"><div class="t m0 xb h2 yb7d ff1 fs0 fc1 sc0 ls0 ws0">Załącznik II do rozporządzenia </div><div class="t m0 xb h2 yb7f ff2 fs0 fc1 sc0 ls0 ws0">delegowanego Komisji (UE) </div><div class="t m0 xb h2 yb80 ff2 fs0 fc1 sc0 ls0 ws0">2020/1816  </div></div><div class="c x1 yb81 w6a h14d"><div class="t m0 xb h2 y871 ff2 fs0 fc1 sc0 ls0 ws0">ESRS 2 GOV-1 </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Odsetek członków organów, którzy </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">są niezależni pkt<span class="ff2"> 21 lit. <span class="ls16">e)</span> </span></div></div><div class="c x7c yb81 w6b h14d"><div class="t m0 xb h2 y3f4 ff2 fs0 fc1 sc0 ls0 ws0">1.2. </div></div><div class="c x7d yb81 w6a h14d"><div class="t m0 xb h2 y3f4 ff1 fs0 fc1 sc0 ls0 ws0">Załącznik II do rozporządzenia </div><div class="t m0 xb h2 y3f5 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1816 </div></div><div class="c x1 yb82 w6a h14c"><div class="t m0 xb h2 yb7d ff2 fs0 fc1 sc0 ls0 ws0">ESRS 2 GOV-4 </div><div class="t m0 xb h2 y658 ff1 fs0 fc1 sc0 ls0 ws0">Oświadczenie w<span class="ff2"> sprawie </span></div><div class="t m0 xb h2 yb83 ff1 fs0 fc1 sc0 ls0 ws0">należytej staranności<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">pkt <span class="ls1">30</span> </div></div><div class="c x7c yb82 w6b h14c"><div class="t m0 xb h2 yb84 ff2 fs0 fc1 sc0 ls0 ws0">1.2. </div><div class="t m0 xb h2 yb7f ff2 fs0 fc1 sc0 ls0 ws0">Tabela 1-7 </div></div><div class="c x7d yb82 w6a h14c"><div class="t m0 xb h2 yb84 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb85 w6a h14e"><div class="t m0 xb h2 yb11 ff2 fs0 fc1 sc0 ls0 ws0">ESRS 2 SBM-1 </div><div class="t m0 xb h2 yb86 ff1 fs0 fc1 sc0 ls0 ws0">Udział w<span class="ff2"> </span>działaniach<span class="ff2"> </span></div><div class="t m0 xb h2 yb7d ff1 fs0 fc1 sc0 ls0 ws0">związanych z<span class="ff2"> </span>działaniami </div><div class="t m0 xb h2 y658 ff1 fs0 fc1 sc0 ls0 ws0">dotyczącymi paliw<span class="ff2"> </span></div><div class="t m0 xb h2 yb83 ff2 fs0 fc1 sc0 ls0 ws0">kopalnych </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">pkt 40 lit. d) ppkt (i) </div></div><div class="c x7c yb85 w6b h14e"><div class="t m0 xb h2 yb87 ff2 fs0 fc1 sc0 ls0 ws0">1.3.2. </div><div class="t m0 xb h2 yb12 ff2 fs0 fc1 sc0 ls0 ws0">Tabela 1-<span class="ls1">11</span> </div></div><div class="c x7d yb85 w6a h14e"><div class="t m0 xb h2 yb87 ff1 fs0 fc1 sc0 ls0 ws0">Załącznik II do rozporządzenia </div><div class="t m0 xb h2 yb12 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1816 </div><div class="t m0 xb h2 y464 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 yb13 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb88 w6a h14f"><div class="t m0 xb h2 yb89 ff2 fs0 fc1 sc0 ls0 ws0">ESRS 2 SBM-1 </div><div class="t m0 xb h2 yb8a ff1 fs0 fc1 sc0 ls0 ws0">Udział w<span class="ff2"> </span>działaniach<span class="ff2"> </span></div><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">związanych z<span class="ff2"> </span>produkcją<span class="ff2"> </span></div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">chemikaliów<span class="ff2"> </span></div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">pkt 40 lit. d) ppkt (ii) </div></div><div class="c x7c yb88 w6b h14f"><div class="t m0 xb h2 yb8b ff2 fs0 fc1 sc0 ls0 ws0">1.3.1. </div></div><div class="c x7d yb88 w6a h14f"><div class="t m0 xb h2 yb8b ff1 fs0 fc1 sc0 ls0 ws0">Załącznik II do rozporządzenia </div><div class="t m0 xb h2 yb8c ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1816 </div></div><div class="c x1 y4f6 w6a h150"><div class="t m0 xb h2 yb8d ff2 fs0 fc1 sc0 ls0 ws0">ESRS 2 SBM-1 </div><div class="t m0 xb h2 yb7f ff1 fs0 fc1 sc0 ls0 ws0">Udział w<span class="ff2"> </span>działalności związanej </div><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">z <span class="ff1">kontrowersyjną</span> <span class="ff1">bronią</span> </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">pkt 40 lit. d) ppkt (iii) </div></div><div class="c x7c y4f6 w6b h150"><div class="t m0 xb h2 yb8d ff2 fs0 fc1 sc0 ls0 ws0">1.3.1. </div></div><div class="c x7d y4f6 w6a h150"><div class="t m0 xb h2 yb8d ff2 fs0 fc1 sc0 ls0 ws0">Art. 12 ust. <span class="ff1">1 rozporządzenia </span></div><div class="t m0 xb h2 y8d4 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1818, </div><div class="t m0 xb h2 yb8e ff1 fs0 fc1 sc0 ls0 ws0">załącznik II do rozporządzenia </div><div class="t m0 xb h2 yb8f ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1816 </div></div><div class="c x1 yb90 w6a h151"><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">ESRS 2 SBM-1 </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Udział w<span class="ff2"> </span>działaniach<span class="ff2"> </span></div></div><div class="c x7c yb90 w6b h151"><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">1.3.1. </div></div><div class="c x7d yb90 w6a h151"><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">Art. 12 ust. <span class="ff1">1 rozporządzenia </span></div><div class="t m0 xb h2 yb91 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1818, </div></div></div><div class="pi" ></div></div><div id="pf69" class="pf w0 h0" ><div class="pc pc69 w0 h0"><img class="bi x9 yb92 w43 h152" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">105<span class="ls0"> </span></div></div><div class="c x1 yb93 w6a h153"><div class="t m0 xb h2 yb94 ff1 fs0 fc1 sc0 ls0 ws0">związanych z<span class="ff2"> </span>uprawą<span class="ff2"> </span></div><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">i <span class="ff1">produkcją</span> </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">tytoniu </div><div class="t m0 xb h2 y4e0 ff2 fs0 fc1 sc0 ls0 ws0">pkt 40 lit. d) ppkt (iv) </div></div><div class="c x7d yb93 w6a h153"><div class="t m0 xb h2 yb94 ff1 fs0 fc1 sc0 ls0 ws0">załącznik II do rozporządzenia </div><div class="t m0 xb h2 yb95 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1816 </div></div><div class="c x1 yb96 w6a h154"><div class="t m0 xb h2 yb97 ff2 fs0 fc1 sc0 ls0 ws0">ESRS E1-6 </div><div class="t m0 xb h2 yb12 ff1 fs0 fc1 sc0 ls0 ws0">Emisje gazów cieplarnianych </div><div class="t m0 xb h2 yb8d ff2 fs0 fc1 sc0 ls0 ws0">zakresu 1, 2, 3 brutto </div><div class="t m0 xb h2 yb7f ff2 fs0 fc1 sc0 ls0 ws0">i <span class="ff1">całkowite emisje gazów</span> </div><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">cieplarnianych </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">pkt <span class="ls1">44</span> </div></div><div class="c x7c yb96 w6b h154"><div class="t m0 xb h2 yb98 ff2 fs0 fc1 sc0 ls0 ws0">2.1.2. </div><div class="t m0 xb h2 yb99 ff2 fs0 fc1 sc0 ls0 ws0">Tabela 2-<span class="ls1">12</span> </div><div class="t m0 xb h2 yb9a ff2 fs0 fc1 sc0 ls0 ws0">Tabela 2-<span class="ls1">16</span> </div></div><div class="c x7d yb96 w6a h154"><div class="t m0 xb h2 yb98 ff2 fs0 fc1 sc0 ls0 ws0">Art. 5 ust. 1, art. 6 i art. 8 ust. <span class="ls1">1 </span></div><div class="t m0 xb h2 yb99 ff1 fs0 fc1 sc0 ls0 ws0">rozporządzenia delegowanego (UE) </div><div class="t m0 xb h2 yb9a ff2 fs0 fc1 sc0 ls0 ws0">2020/1818 </div><div class="t m0 xb h2 yb9b ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y71d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y71e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb9c w6a h155"><div class="t m0 xb h2 yb7f ff2 fs0 fc1 sc0 ls0 ws0">ESRS E1-6 </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Intensywność emisji gazów </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">cieplarnianych </div></div><div class="c x7c yb9c w6b h155"><div class="t m0 xb h2 yb9d ff2 fs0 fc1 sc0 ls0 ws0">2.1.2. </div><div class="t m0 xb h2 yb9e ff2 fs0 fc1 sc0 ls0 ws0">Tabela 2-<span class="ls1">15</span> </div></div><div class="c x7d yb9c w6a h155"><div class="t m0 xb h2 yb9d ff2 fs0 fc1 sc0 ls0 ws0">Art. 8 ust. <span class="ff1">1 rozporządzenia </span></div><div class="t m0 xb h2 yb9e ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1818 </div></div><div class="c x1 y17f w6a h14f"><div class="t m0 xb h2 yb89 ff2 fs0 fc1 sc0 ls0 ws0">ESRS S1-<span class="ls1">14</span> </div><div class="t m0 xb h2 yb8a ff1 fs0 fc1 sc0 ls0 ws0">Liczba zgonów związanych z<span class="ff2"> </span>pracą </div><div class="t m0 xb h2 yb9f ff2 fs0 fc1 sc0 ls0 ws0">oraz liczba i <span class="ff1">wskaźnik wypadków </span></div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">związanych z<span class="ff2"> </span>pracą pkt<span class="ff2"> 88 lit. b) </span></div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">i <span class="ls14">c)</span> </div></div><div class="c x7c y17f w6b h14f"><div class="t m0 xb h2 yb8b ff2 fs0 fc1 sc0 ls0 ws0">3.1.6. </div><div class="t m0 xb h2 yb8c ff2 fs0 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1">32</span> </div></div><div class="c x7d y17f w6a h14f"><div class="t m0 xb h2 yb8b ff1 fs0 fc1 sc0 ls0 ws0">Załącznik II do rozporządzenia </div><div class="t m0 xb h2 yb8c ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1816 </div></div><div class="c x1 y1b3 w6a h150"><div class="t m0 xb h2 yb8d ff2 fs0 fc1 sc0 ls0 ws0">ESRS S1-<span class="ls1">16</span> </div><div class="t m0 xb h2 yb7f ff1 fs0 fc1 sc0 ls0 ws0">Nieskorygowana luka płacowa </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">między kobietami a<span class="ff2"> </span>mężczyznami<span class="ff2"> </span></div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">pkt 97 lit. <span class="ls15">a)</span> </div></div><div class="c x7c y1b3 w6b h150"><div class="t m0 xb h2 yb8d ff2 fs0 fc1 sc0 ls0 ws0">3.1.3. </div><div class="t m0 xb h2 y8d4 ff2 fs0 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1">14</span> </div></div><div class="c x7d y1b3 w6a h150"><div class="t m0 xb h2 yb8d ff1 fs0 fc1 sc0 ls0 ws0">Załącznik II do rozporządzenia </div><div class="t m0 xb h2 y8d4 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1816 </div></div><div class="c x1 yba0 w6a h156"><div class="t m0 xb h2 yba1 ff2 fs0 fc1 sc0 ls0 ws0">ESRS S1-17 Nieprzestrzeganie </div><div class="t m0 xb h2 yba2 ff1 fs0 fc1 sc0 ls0 ws0">Wytycznych ONZ dotyczących </div><div class="t m0 xb h2 yb7f ff2 fs0 fc1 sc0 ls0 ws0">biznesu i <span class="ff1">praw człowieka oraz </span></div><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">wytycznych OECD </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">pkt 104 lit. <span class="ls15">a)</span> </div></div><div class="c x7c yba0 w6b h156"><div class="t m0 xb h2 yb12 ff2 fs0 fc1 sc0 ls0 ws0">3.1.2. </div></div><div class="c x7d yba0 w6a h156"><div class="t m0 xb h2 yb12 ff1 fs0 fc1 sc0 ls0 ws0">Załącznik II do rozporządzenia </div><div class="t m0 xb h2 y473 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1816, </div><div class="t m0 xb h2 yb13 ff2 fs0 fc1 sc0 ls0 ws0">art. 12 ust. <span class="ff1">1 rozporządzenia </span></div><div class="t m0 xb h2 yb14 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1818 </div></div><div class="c x1 y12d w6a h157"><div class="t m0 xb h2 yba3 ff2 fs0 fc1 sc0 ls0 ws0">ESRS S2-1 Nieprzestrzeganie </div><div class="t m0 xb h2 yba4 ff1 fs0 fc1 sc0 ls0 ws0">Wytycznych ONZ dotyczących </div><div class="t m0 xb h2 yba5 ff2 fs0 fc1 sc0 ls0 ws0">biznesu i <span class="ff1">praw człowieka oraz </span></div><div class="t m0 xb h2 yba6 ff2 fs0 fc1 sc0 ls0 ws0">wytycznych OECD </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">pkt <span class="ls1">19</span> </div></div><div class="c x7c y12d w6b h157"><div class="t m0 xb h2 yba3 ff2 fs0 fc1 sc0 ls0 ws0">3.2. </div></div><div class="c x7d y12d w6a h157"><div class="t m0 xb h2 yba3 ff1 fs0 fc1 sc0 ls0 ws0">Załącznik II do rozporządzenia </div><div class="t m0 xb h2 y480 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1816, </div><div class="t m0 xb h2 yba7 ff2 fs0 fc1 sc0 ls0 ws0">art. 12 ust. <span class="ff1">1 rozporządzenia </span></div><div class="t m0 xb h2 yba8 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1818 </div></div><div class="c x1 y420 w6a h156"><div class="t m0 xb h2 yba1 ff2 fs0 fc1 sc0 ls0 ws0">ESRS S4-1 </div><div class="t m0 xb h2 yba2 ff2 fs0 fc1 sc0 ls0 ws0">Nieprzestrzeganie Wytycznych ONZ </div><div class="t m0 xb h2 yb7f ff1 fs0 fc1 sc0 ls0 ws0">dotyczących biznesu i<span class="ff2"> praw </span></div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">człowieka oraz wytycznych OECD<span class="ff2"> </span></div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">pkt <span class="ls1">17</span> </div></div><div class="c x7c y420 w6b h156"><div class="t m0 xb h2 yb12 ff2 fs0 fc1 sc0 ls0 ws0">3.4. </div></div><div class="c x7d y420 w6a h156"><div class="t m0 xb h2 yb12 ff1 fs0 fc1 sc0 ls0 ws0">Załącznik II do rozporządzenia </div><div class="t m0 xb h2 y473 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1816, </div><div class="t m0 xb h2 yb13 ff2 fs0 fc1 sc0 ls0 ws0">art. 12 ust. <span class="ff1">1 rozporządzenia </span></div><div class="t m0 xb h2 yb14 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1818 </div></div><div class="c x1 y1c7 w6a h156"><div class="t m0 xb h2 yba1 ff2 fs0 fc1 sc0 ls0 ws0">ESRS G1-4 </div><div class="t m0 xb h2 yba2 ff1 fs0 fc1 sc0 ls0 ws0">Grzywny za naruszenie przepisów </div><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">antykorupcyjnych i <span class="ff1">przepisów </span></div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">w sprawie zwalczania przekupstw </div><div class="t m0 xb h2 y4e0 ff2 fs0 fc1 sc0 ls0 ws0">pkt 24 lit. <span class="ls15">a)</span> </div></div><div class="c x7c y1c7 w6b h156"><div class="t m0 xb h2 yba1 ff2 fs0 fc1 sc0 ls0 ws0">4.3. </div></div><div class="c x7d y1c7 w6a h156"><div class="t m0 xb h2 yba1 ff1 fs0 fc1 sc0 ls0 ws0">Załącznik II do rozporządzenia </div><div class="t m0 xb h2 y473 ff2 fs0 fc1 sc0 ls0 ws0">delegowanego (UE) 2020/1816 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yba9 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 1-21. <span class="ff1">Wykaz punktów danych zawarty<span class="_ _0"></span>ch w Sprawozdaniu Zrównoważonego Rozwoju Grupy UNIMOT za </span></div><div class="t m2 x1 h1d ybaa ff1 fs5 fc1 sc0 ls0 ws0">2024 rok, które wynikają z innych przepisów UE.<span class="ff2"> </span></div><div class="t m2 x1 h1d ybab ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d ybac ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ybad ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ybae ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div></div></div><div class="pi" ></div></div><div id="pf6a" class="pf w0 h0" ><div class="pc pc6a w0 h0"><img class="bi x9 ybaf w7 h158" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">106<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he ybb0 ff2 fs2 fc6 sc0 ls3 ws0">2.<span class="ff5 ls0"> <span class="_ _17"> </span></span><span class="ls12">IN<span class="ls0">FORMACJE O <span class="ff1">ŚRODOWISKU</span> </span></span></div></div><div class="c x1 ybb1 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">ESRS2   GOV-3 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybb2 ff1 fs0 fc1 sc0 ls0 ws0">Kapitał <span class="_ _b"> </span>naturalny <span class="_ _b"> </span>Grupy <span class="_ _c"> </span><span class="ff2">UNIMOT <span class="_ _c"> </span></span>obejmuje <span class="_ _b"> </span>zarówno <span class="_ _b"> </span>odnawialne, <span class="_ _c"> </span>jak <span class="_ _b"> </span>i <span class="_ _b"> </span>nieodnawialne <span class="_ _b"> </span>zasoby <span class="_ _b"> </span>naturalne<span class="_ _1"></span><span class="ff2">, <span class="_ _c"> </span>w <span class="_ _b"> </span>tym </span></div><div class="t m0 x1 h2 ybb3 ff1 fs0 fc1 sc0 ls0 ws0">minerały, <span class="_ _6"></span>glebę<span class="ff2">, <span class="_ _6"></span>powietrze, <span class="_ _6"></span>wod</span>ę<span class="ff2"> <span class="_ _6"></span></span>i <span class="_ _6"></span>istoty <span class="_ _6"></span>żyjące.<span class="ff2"> <span class="_ _6"></span></span>W <span class="_ _6"></span>działalno<span class="_ _1"></span>ści <span class="_ _1"></span>Grupy <span class="_ _6"></span>ważna <span class="_ _6"></span>jest <span class="_ _6"></span>odpowiedzialność <span class="_ _6"></span>za <span class="_ _6"></span>środowisko </div><div class="t m0 x1 h2 y62 ff1 fs0 fc1 sc0 ls0 ws0">naturalne i konsekwencje korzystania z jego zasobów. Potw<span class="_ _1"></span>ierdzeniem takiego podejścia jest przyjęcie przez Zarząd </div><div class="t m0 x1 h2 ybb4 ff2 fs0 fc1 sc0 ls0 ws0">Strategii <span class="_ _1"></span>opartej <span class="_ _6"></span>na <span class="_ _6"></span>transformacji <span class="_ _6"></span>energetyczne<span class="_ _1"></span>j <span class="_ _1"></span>firmy.<span class="_ _1"></span> <span class="_ _1"></span>D<span class="_ _1"></span><span class="ff1">zięki <span class="_ _1"></span></span>temu, <span class="_ _6"></span><span class="ff1">w <span class="_ _6"></span>łańcuchu <span class="_ _6"></span>wartości <span class="_ _1"></span>Grupy <span class="_ _6"></span></span>stopniowo<span class="_ _1"></span> <span class="_ _1"></span>zmienia </div><div class="t m0 x1 h2 ybb5 ff1 fs0 fc1 sc0 ls0 ws0">się<span class="ff2"> </span>waga poszczególnych kapitałów naturalnych wykorzy<span class="_ _0"></span>stywanych w pro<span class="ff2">c<span class="_ _1"></span>esach biznesowych<span class="ls2">. </span> </span></div><div class="t m0 x1 h2 ybb6 ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienia <span class="_ _1"></span><span class="ff1">środowiskow</span>e<span class="_ _1"></span> <span class="_ _1"></span>i <span class="_ _1"></span>klimatyczne <span class="_ _1"></span>ma<span class="ff1 ls18">ją<span class="_ _1"></span></span> <span class="_ _1"></span>dla <span class="_ _1"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _1"></span>w<span class="_ _1"></span>ysoki <span class="_ _1"></span>priorytet, <span class="_ _1"></span>co <span class="_ _6"></span>znajduje <span class="_ _1"></span>odzwierciedlenie <span class="_ _1"></span>w </div><div class="t m0 x1 h2 ybb7 ff1 fs0 fc1 sc0 ls0 ws0">Strategii. <span class="_ _6"></span>Realizacja <span class="_ _6"></span>opartej <span class="_ _6"></span>o <span class="_ _a"></span>transformację <span class="_ _a"></span>energetyczną <span class="_ _1"></span>S<span class="_ _1"></span>trategii <span class="_ _1"></span>wpływa <span class="_ _a"></span>na <span class="_ _6"></span>generowanie <span class="_ _a"></span>wyników <span class="_ _6"></span>finansowych </div><div class="t m0 x1 h2 ybb8 ff1 fs0 fc1 sc0 ls0 ws0">Grupy, <span class="_ _1"></span>które <span class="_ _6"></span>z <span class="_ _6"></span>kolei <span class="_ _6"></span>przekładają <span class="_ _6"></span>się <span class="_ _6"></span>na <span class="_ _6"></span>wysokość <span class="_ _6"></span>zmiennych <span class="_ _6"></span>składników <span class="_ _6"></span>wynagrodzenia <span class="_ _1"></span>Z<span class="_ _1"></span>arządu. <span class="_ _a"></span>Jest <span class="_ _6"></span>to <span class="_ _6"></span>podejście </div><div class="t m0 x1 h2 ybb9 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważone, <span class="_ _0"></span>które ma<span class="_ _8"></span> na <span class="_ _8"></span>c<span class="_ _1"></span>elu moty<span class="_ _0"></span>wowanie ka<span class="_ _0"></span>dry <span class="_ _0"></span>zarządzającej <span class="_ _8"></span>do realizacji <span class="_ _8"></span>celów<span class="_ _1"></span> <span class="_ _8"></span>strat<span class="_ _1"></span>egicznych <span class="_ _8"></span>i operacyjnych </div><div class="t m0 x1 h2 ybba ff1 fs0 fc1 sc0 ls0 ws0">firmy, <span class="_ _d"> </span>jednocześ<span class="_ _1"></span>nie <span class="_ _d"> </span>uwzględniając <span class="_ _d"> </span>szersze<span class="_ _1"></span> <span class="_ _d"> </span>aspekty <span class="_ _19"> </span>działalności <span class="_ _d"> </span>orga<span class="_ _1"></span><span class="ff2">nizacji</span>, <span class="_ _d"> </span>w <span class="_ _19"> </span>tym <span class="_ _19"> </span>aspekty <span class="_ _d"> </span>środowis<span class="_ _1"></span>kowe <span class="_ _d"> </span>i </div><div class="t m0 x1 h2 ybbb ff2 fs0 fc1 sc0 ls0 ws0">klimatyczne. <span class="_ _e"> </span><span class="ff1">Wię<span class="_ _1"></span>cej <span class="_ _d"> </span>informacji<span class="_ _0"></span> <span class="_ _d"> </span>na <span class="_ _e"> </span>temat <span class="_ _d"> </span>wynagradzania <span class="_ _d"> </span>Zarządu <span class="_ _e"> </span>zaprezentowano <span class="_ _d"> </span>w <span class="_ _d"> </span>częśc<span class="_ _1"></span>i <span class="_ _e"> </span>1.<span class="_ _1"></span><span class="ff2 ls1">2.<span class="ls0"> <span class="_ _d"> </span>niniejszego </span></span></span></div><div class="t m0 x1 h2 ybbc ff2 fs0 fc1 sc0 ls0 ws0">Sprawozdania.  </div><div class="t m0 x1 h2 ybbd ff1 fs0 fc1 sc0 ls0 ws0">Realizacja <span class="_ _6"></span>założonych <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>Strategii <span class="_ _6"></span>celów <span class="_ _a"></span>w <span class="_ _6"></span>zakresie <span class="_ _6"></span>śro<span class="_ _1"></span>dowiska <span class="_ _1"></span>i <span class="_ _6"></span>klimatu <span class="_ _4"></span>przyczynia <span class="_ _6"></span>się <span class="_ _a"></span>również <span class="_ _6"></span>do <span class="_ _a"></span>realizacji <span class="_ _1"></span>ce<span class="_ _1"></span>lów </div><div class="t m0 x1 h2 ybbe ff1 fs0 fc1 sc0 ls0 ws0">wyznaczonych w Agendzie na rzecz zrównoważonego rozwoju 2030<span class="ff2 lsf">: <span class="ls0"> </span></span></div><div class="t m0 xa h11 y383 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Cel 7 <span class="ff1">–</span> <span class="ff1">Czysta i dostępna energia,</span> </span></span></div><div class="t m0 xa h11 y4e1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Cel 9 <span class="ff1">–</span> <span class="ff1">Innowacyjność, przemysł, infrastruktura,</span> </span></span></div><div class="t m0 xa h11 ybbf ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Cel 11 <span class="ff1">–</span> <span class="ff1">Zrównoważone miasta i społeczności,</span> </span></span></div><div class="t m0 xa h11 ybc0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Cel 13 <span class="ff1">–</span> <span class="ff1">Działania w dziedzinie klimatu.</span> </span></span></div><div class="t m0 xa hf y187 ff2 fs1 fc7 sc0 ls0 ws0">2.1.<span class="ff5"> <span class="_ _8"></span><span class="ff2">Zmiana klimatu </span></span></div></div><div class="c x1 y604 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E1<span class="fc1 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybc1 ff2 fs0 fce sc0 ls0 ws0">Istotne zagadnienia <span class="ff1">wynikające z badania podwójnej istotności </span> </div></div><div class="c x1 ybc2 w6c h31"><div class="t m0 xb h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e ybc2 w6d h31"><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Środowisko (E)<span class="ff2"> </span></div></div><div class="c x1 ybc3 w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e ybc3 w6d hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">E1 Zmiany klimatu </div></div><div class="c x1 y21a w6c h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Temat istotny </div></div><div class="c x7e y21a w6d h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Adaptacja do zmian klimatu  </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Łagodzenie zmian klimatu <span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Energia (zużycie energii, zapotrzebowanie na energię)<span class="ff2"> </span></div></div><div class="c x1 ybc4 w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e ybc5 w6e h64"><div class="t m0 xb h2 ybc6 ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e ybc4 w6d h64"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y376 w6c hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y376 w6d hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu ds. <span class="ff2">Transformacji Energetycznej <span class="lsa">w </span></span></div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A.  </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu ds. Finansowych w UNIMOT S.A.<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybc7 ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie <span class="ff1">istotnych tematów</span><span class="fc1"> </span></div><div class="t m0 x1 h2 y3f ff1 fs0 fc5 sc0 ls0 ws0">Plan transformacji na potrzeby łagodzenia zmiany klimatu<span class="ff2"> </span></div></div><div class="c x1 ybc8 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E1<span class="ls0">-1    </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybc9 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _c"> </span>UNIMOT <span class="_ _9"> </span>jest <span class="_ _c"> </span>św<span class="_ _1"></span>iadoma <span class="_ _c"> </span>wyzwań, <span class="_ _9"> </span>jakie <span class="_ _c"> </span>stoją<span class="_ _1"></span> <span class="_ _c"> </span>przed <span class="_ _9"> </span>branżą <span class="_ _c"> </span>ene<span class="_ _1"></span>rgetyczną <span class="_ _c"> </span>w <span class="_ _9"> </span>związku <span class="_ _c"> </span>ze <span class="_ _9"> </span>zobowiązaniami </div><div class="t m0 x1 h2 y1ca ff2 fs0 fc1 sc0 ls0 ws0">Porozumienia Paryskiego. W<span class="_ _1"></span> raportowanym o<span class="_ _1"></span>kresie <span class="_ _1"></span><span class="ff1">Grupa nie <span class="_ _1"></span>opracowała odrębnego <span class="_ _1"></span></span>planu transformacji, <span class="_ _1"></span><span class="ff1">który ma </span></div><div class="t m0 x1 h2 ybca ff1 fs0 fc1 sc0 ls0 ws0">zapewnić <span class="_ _a"></span>pr<span class="_ _1"></span>zejście <span class="_ _4"></span>na <span class="_ _4"></span>zrównoważoną <span class="_ _4"></span>gospodarkę <span class="_ _4"></span>i <span class="_ _4"></span>ogranic<span class="_ _1"></span>zenie <span class="_ _a"></span>globalnego <span class="_ _4"> </span>oc<span class="_ _1"></span>ieplenia <span class="_ _a"></span>do <span class="_ _4"> </span>1,5°C <span class="_ _4"></span>oraz<span class="_ _1"></span> <span class="_ _a"></span>o<span class="_ _1"></span>siągnięcie </div><div class="t m0 x1 h2 ybcb ff1 fs0 fc1 sc0 ls0 ws0">neutralności <span class="_ _6"></span>klimatycznej <span class="_ _a"></span>do <span class="_ _6"></span>2<span class="_ _1"></span>050 <span class="_ _6"></span>roku<span class="_ _1"></span><span class="ff2">. <span class="_ _a"></span>D</span><span class="ls15">ąż</span><span class="ff2">enie <span class="_ _a"></span>do <span class="_ _6"></span>adaptacji <span class="_ _a"></span>modelu <span class="_ _6"></span>biznes<span class="_ _1"></span>owego <span class="_ _a"></span></span>oraz <span class="_ _6"></span>działania <span class="_ _a"></span>mające <span class="_ _a"></span>na <span class="_ _6"></span>celu </div><div class="t m0 x1 h2 ybcc ff1 fs0 fc1 sc0 ls0 ws0">łagodzenie <span class="_ _7"></span>zmian <span class="_ _7"></span>klimatu, <span class="_ _8"></span><span class="ff2">realizowane <span class="_ _8"></span><span class="ff1 ls16">są<span class="ff2 ls0"> <span class="_ _7"></span><span class="ff1">w<span class="_ _1"></span> <span class="_ _7"></span>ramach <span class="_ _7"></span>obowiązującej <span class="_ _8"></span>od <span class="_ _7"></span>kwietnia <span class="_ _7"></span>2024 <span class="_ _8"></span>roku,<span class="_ _1"></span> <span class="_ _7"></span>zatwierdzonej <span class="_ _8"></span>przez <span class="_ _7"></span>Zarząd </span></span></span></span></div><div class="t m0 x1 h2 ybcd ff1 fs0 fc1 sc0 ls0 ws0">oraz Radę Nadzorczą<span class="ff2"> Strategii</span>, której podstawę stanowi transformacja energetyczna<span class="ff2"> Grupy<span class="ls2">. </span> </span></div><div class="t m0 x1 h2 ybce ff1 fs0 fc1 sc0 ls0 ws0">Plan przejścia zostanie opracowany p<span class="_ _0"></span>rzez Grupę UNIMOT w perspektywie średniookresowej. <span class="ff2"> </span></div><div class="t m0 x1 h2 ybcf ff1 fs0 fc1 sc0 ls0 ws0">Wyznaczony <span class="_ _c"> </span>przez <span class="_ _b"> </span>S<span class="_ _1"></span>trategię <span class="_ _c"> </span>model <span class="_ _b"> </span>bizne<span class="_ _1"></span>sowy <span class="_ _c"> </span>Grupy <span class="_ _b"> </span>UNI<span class="_ _1"></span>MOT,<span class="_ _1"></span> <span class="_ _b"> </span>oparty <span class="_ _c"> </span>w <span class="_ _c"> </span>dużej <span class="_ _c"> </span>mierze <span class="_ _c"> </span>na <span class="_ _c"> </span>rozwoju <span class="_ _c"> </span>segmentów </div><div class="t m0 x1 h2 y31f ff1 fs0 fc1 sc0 ls0 ws0">przejściowych <span class="_ _8"></span>i <span class="_ _8"></span>transformacyjnych,<span class="_ _1"></span><span class="ff2"> <span class="_ _7"></span><span class="ff1">wpisuje<span class="_ _1"></span> <span class="_ _7"></span>s<span class="_ _1"></span>ię <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>glo<span class="_ _1"></span>balne <span class="_ _7"></span>tre<span class="_ _1"></span>ndy <span class="_ _8"></span>dotyczące <span class="_ _8"></span>rosnącej <span class="_ _8"></span>roli<span class="_ _1"></span> <span class="_ _7"></span>e<span class="_ _1"></span>nergetyki <span class="_ _7"></span>odnawialnej<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span>ora<span class="_ _1"></span>z </span></span></span></div><div class="t m0 x1 h2 y35c ff2 fs0 fc1 sc0 ls0 ws0">dystrybucji zaawansowanych paliw i biopaliw<span class="ls2">. </span> </div></div></div><div class="pi" ></div></div><div id="pf6b" class="pf w0 h0" ><div class="pc pc6b w0 h0"><img class="bi x9 ybd0 w9 h159" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">107<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Przeciwdziałanie  zmianie  klimatu  ukierunkowane  jest  przede  wszystkim  na<span class="ff2"> <span class="_ _e"> </span></span>zrównoważone  inwestycje  i  nowe </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">rozwiązania <span class="_ _7"></span>wspierające <span class="_ _8"></span>transformację <span class="_ _8"></span>energetyczną <span class="_ _7"></span>Grupy <span class="_ _7"></span>U<span class="_ _1"></span>NIMOT <span class="_ _7"></span>i <span class="_ _8"></span>jej <span class="_ _7"></span>intere<span class="_ _1"></span>sariuszy. <span class="_ _7"></span>Do <span class="_ _8"></span>najważniejszych <span class="_ _8"></span>inicjatyw </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">zaliczyć należy:<span class="ff2"> </span></div><div class="t m0 xa h11 y143 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Budowę <span class="_ _9"> </span>nowych <span class="_ _9"> </span>mocy <span class="_ _9"> </span>wytwórczych <span class="_ _9"> </span>(np. <span class="_ _c"> </span>farm<span class="_ _1"></span> <span class="_ _c"> </span>w<span class="_ _1"></span>iatrowych, <span class="_ _9"> </span>instalacji <span class="_ _9"> </span>fotowoltaicznych, <span class="_ _c"> </span>biome<span class="_ _1"></span>tanowni, </span></span></div><div class="t m0 xc h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">magazynów energii),<span class="ff2"> </span></div><div class="t m0 xa h11 y145 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dywersyfikację <span class="_ _38"> </span>ofe<span class="_ _1"></span>rty <span class="_ _38"> </span>skoncentrowaną <span class="_ _38"> </span>na <span class="_ _38"> </span>zwiększaniu <span class="_ _1a"> </span>udziału <span class="_ _38"> </span>niskoemisyjnych <span class="_ _1a"> </span>produktów <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xc h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _6"></span>us<span class="_ _1"></span>ług <span class="_ _6"></span>(np. <span class="_ _a"></span>sprzedaż <span class="_ _a"></span>HVO, <span class="_ _6"></span>zwiększe<span class="_ _1"></span>nie <span class="_ _6"></span>udziału <span class="_ _6"></span>biopaliw, <span class="_ _a"></span>zwiększenie <span class="_ _a"></span>udziału <span class="_ _6"></span>w <span class="_ _a"></span>rynku <span class="_ _a"></span>realizacji <span class="_ _6"></span>ins<span class="_ _1"></span>talacji </div><div class="t m0 xc h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">OZE oraz sprzedaży komponentów),<span class="ff2"> </span></div><div class="t m0 xa h11 y148 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Działalność badawczo<span class="ff2">-</span>rozwojową (w zakresie magazy<span class="_ _0"></span>nowania energii, rynku ciepła, CCS),<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y149 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Techniczne przystosowanie baz paliw d<span class="_ _0"></span>o jednoczes<span class="_ _1"></span>nego obrotu niskoemisyjnymi <span class="_ _0"></span>biokomponentami, <span class="_ _1"></span> </span></span></div><div class="t m0 xa h11 y14a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dekarbonizację <span class="_ _1"></span>transportu <span class="_ _6"></span><span class="ff2">- <span class="_ _6"></span></span>eksploatację <span class="_ _1"></span>niskoe<span class="_ _1"></span>misyjnych <span class="_ _1"></span>lokomotyw <span class="_ _1"></span>włas<span class="_ _1"></span>nych, <span class="_ _1"></span>ładowarki <span class="_ _1"></span>EV <span class="_ _6"></span>na <span class="_ _6"></span>stacjach </span></span></div><div class="t m0 xc h2 y14b ff2 fs0 fc1 sc0 ls0 ws0">AVIA, </div><div class="t m0 xa h11 y14c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Usługi doradcze i ESCO oraz elektroinstalacyjne,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y14d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozwój działalności w obszarze energetyki obywatelskiej (spółdzielnie i <span class="_ _0"></span>klastry energetyczne).<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y14e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">  </span></span></div></div><div class="c x1 ybd1 w3a h15a"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E1<span class="ls0">-4 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybd2 ff1 fs0 fc5 sc0 ls0 ws0">Zawarte w Strategii cele związane z łag<span class="_ _0"></span>odzeniem zmian klimatu i adaptacją do zmian klimatu<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ybd3 ff1 fs0 fc1 sc0 ls0 ws0">Cele związane z łagodzeniem zmian kli<span class="_ _0"></span>matu i przystosowaniem się do <span class="ff2">zmian<span class="_ _1"></span> klimatu </span>zostały określone w Strategii </div><div class="t m0 x1 h2 ybd4 ff2 fs0 fc1 sc0 ls0 ws0">Grupy:  </div><div class="t m0 x1 h2 y4df ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa h11 ybd5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Osiągnięcie neutralności klimatycznej do 2050 r.<span class="ff2">,<span class="fc5"> </span></span></span></span></div><div class="t m0 xa h11 y7c9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wsparcie walki z niską emisją<span class="ff2">,<span class="fc5"> </span></span></span></span></div><div class="t m0 xa h11 y2b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Transformacja obszaru paliw i transportu,<span class="fc5"> </span></span></span></div><div class="t m0 xa h11 y7ca ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zwiększenie aktywności na rynku OZE<span class="ff2">,<span class="fc5"> </span></span></span></span></div><div class="t m0 xa h11 y722 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Inwestowanie i akwizycje w odpowiedzi na zmia<span class="_ _0"></span>ny rynkowe.<span class="_ _1"></span><span class="fc5"> </span></span></span></div><div class="t m0 x1 h2 ybd6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ybd7 ff1 fs0 fc1 sc0 ls0 ws0">Celom Grupa przyporządkowała mierniki <span class="_ _0"></span>ich realizacji, do których zaliczyć należy:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ybd8 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa h11 y23e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Osiągnięcie 30% udziału paliw zawierają<span class="_ _0"></span>cych zaawansowane biopaliwa II i III generacji<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ybd9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fcb">Wolumen sprzedaży zielonej energii do klientów końcowych na <span class="_ _0"></span>poziomie 25% w 2028 r.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ybda ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fcb">Fotowoltaika - <span class="ff1">osiągnięcie wolumenu realizacji na<span class="_ _0"></span> poziomie 150 MW rocznie do 2028 r.<span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 ybdb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fcb">Systematyczny wzrost udziału OZE w prod<span class="_ _0"></span>uktach i zużywanej energii <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ybdc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fcb">Wzrost udziału EBITDA generowanej przez p<span class="_ _0"></span>rodukty nisko<span class="_ _1"></span><span class="ff2">- i zeroemisyjne  </span></span></span></div><div class="t m0 xa h11 ybdd ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fcb">Konsekwentne zwiększanie nakładów inwestycyjnych na rozwój produktów nisko<span class="ff2">- i zeroemisyjnych  </span></span></span></div><div class="t m0 xa h11 ybde ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fcb">Wzrost efektywności energetycznej na p<span class="_ _0"></span>rzychody netto i optymalizacja zużycia energii<span class="_ _1"></span><span class="ff2 fc1">  </span></span></span></div><div class="t m0 xa h11 ybdf ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zwiększenie liczby lokomotyw elektrycznych do 33, w <span class="_ _0"></span>tym 20 własnych<span class="_ _1"></span><span class="ff2">.<span class="fc5"> </span></span></span></span></div><div class="t m0 x1 h2 ybe0 ff1 fs0 fc1 sc0 ls0 ws0">Stopień realizacji powyższych celów został zaprezentowany w części 1.5. niniejszego Sprawozda<span class="_ _0"></span>nia.<span class="_ _1"></span><span class="ff2">  </span></div><div class="t m0 x1 h2 yeb ff1 fs0 fc1 sc0 ls0 ws0">Projekty wspierające obniżenie emisyjności zostały opisane w części 2.1.2. <span class="_ _0"></span>niniejszego Sprawozdania. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ybe1 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _0"></span>UNIMOT zobowiązała <span class="_ _0"></span>się w Stra<span class="_ _0"></span>tegii d<span class="_ _0"></span>o p<span class="ff2">rowadzenia inwestycji na <span class="_ _8"></span>minimaln<span class="_ _1"></span>ym <span class="_ _8"></span>poz<span class="_ _1"></span>iomie 50 p<span class="_ _0"></span>roc. zysku <span class="_ _8"></span>ne<span class="_ _1"></span>tto </span></div><div class="t m0 x1 h2 ybe2 ff1 fs0 fc1 sc0 ls0 ws0">w transformację energetyczną na <span class="_ _8"></span>przestrzeni 5 lat, co p<span class="_ _0"></span>rzełoży się na inwestycje <span class="_ _0"></span>na poziomie ok. <span class="ff2 ls1">700<span class="ls0"> mn </span></span>zł do 2028<span class="_ _8"></span> </div><div class="t m0 x1 h2 ybe3 ff2 fs0 fc1 sc0 ls0 ws0">roku. W <span class="_ _1"></span>raportowanym <span class="_ _6"></span>okresie <span class="_ _a"></span><span class="ff1">większość <span class="_ _6"></span></span>projekt<span class="ff1 ls10">ów</span> <span class="_ _6"></span><span class="ff1">był</span>a <span class="_ _6"></span><span class="ff1">w <span class="_ _6"></span>fazie <span class="_ _1"></span>planowania. <span class="_ _6"></span>Faza <span class="_ _6"></span>realizacji <span class="_ _6"></span>odbędzie <span class="_ _1"></span>się <span class="_ _6"></span>w <span class="_ _6"></span>latach </span></div><div class="t m0 x1 h2 ybe4 ff2 fs0 fc1 sc0 ls1 ws0">2026<span class="ls0">-2028.   </span></div><div class="t m0 x1 h2 ya44 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>2025 <span class="_ _a"></span>roku <span class="_ _a"></span>Grupa <span class="_ _a"></span>UNIMOT<span class="_ _1"></span> <span class="_ _a"></span>podejmie <span class="_ _a"></span>działania <span class="_ _a"></span>zmierzające <span class="_ _a"></span>do <span class="_ _a"></span>opr<span class="_ _1"></span>acowania <span class="_ _a"></span>Polityki <span class="_ _a"></span>klimatycznej<span class="_ _1"></span>, <span class="_ _a"></span>której <span class="_ _4"></span>częścią </div><div class="t m0 x1 h2 y46 ff1 fs0 fc1 sc0 ls0 ws0">będzie <span class="_ _e"> </span>p<span class="ff2">lan <span class="_ _d"> </span>trans<span class="_ _1"></span>formacji<span class="ls2">. <span class="_ _e"> </span></span></span>W<span class="_ _1"></span> <span class="_ _e"> </span>tym <span class="_ _d"> </span>samym <span class="_ _d"> </span>roku <span class="_ _d"> </span>Grupa <span class="_ _d"> </span>UNIMOT <span class="_ _d"> </span>zaktualizuje <span class="_ _e"> </span>ró<span class="_ _1"></span>wnież <span class="_ _e"> </span>o<span class="_ _1"></span>bowiązującą <span class="_ _e"> </span>Politykę </div><div class="t m0 x1 h2 ya45 ff1 fs0 fc1 sc0 ls0 ws0">środowiskową, <span class="_ _a"></span>w <span class="_ _4"></span>której <span class="_ _a"></span>określi <span class="_ _a"></span>szc<span class="_ _1"></span>zegółowe <span class="_ _a"></span>cele <span class="_ _a"></span>odnos<span class="_ _1"></span>zące <span class="_ _6"></span>s<span class="_ _1"></span>ię <span class="_ _a"></span>do <span class="_ _a"></span>redukcji <span class="_ _4"></span>emisji <span class="_ _a"></span>gazów <span class="_ _a"></span>c<span class="_ _1"></span>ieplarnianych, <span class="_ _a"></span>redukcji </div><div class="t m0 x1 h2 ya46 ff1 fs0 fc1 sc0 ls0 ws0">odpadów, zanieczyszczeń, ochrony zasobów wodnych, a także ochrony bioróżnorodności.<span class="ff2"> </span></div><div class="t m0 x1 h2 ybe5 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ybe6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ybe7 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf6c" class="pf w0 h0" ><div class="pc pc6c w0 h0"><img class="bi x9 y5dd w9 h15b" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">108<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0">Polityka środowiskowa Grupy UNIMOT<span class="ff2"> </span></div></div><div class="c x1 ybe8 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E1<span class="ls0">-2   <span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybe9 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>2022 <span class="_ _8"></span>roku <span class="_ _8"></span>Grupa <span class="_ _8"></span>UNIMOT<span class="_ _1"></span> <span class="_ _7"></span>p<span class="_ _1"></span>rzyjęła <span class="_ _7"></span>do <span class="_ _8"></span>s<span class="_ _1"></span>tosowania <span class="_ _8"></span>Politykę <span class="_ _8"></span>środowis<span class="_ _1"></span>kową. <span class="_ _7"></span>Dokument <span class="_ _8"></span>wyznacza <span class="_ _8"></span>ramy <span class="_ _8"></span>działań <span class="_ _0"></span>Grupy </div><div class="t m0 x1 h2 ybea ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _e"> </span>zakres<span class="_ _1"></span>ie <span class="_ _e"> </span>zarządzania <span class="_ _e"> </span>re<span class="_ _1"></span>lacjami <span class="_ _e"> </span>ze <span class="_ _e"> </span>ś<span class="_ _1"></span>rodowiskiem <span class="_ _e"> </span>natur<span class="_ _1"></span>alnym <span class="_ _e"> </span>oraz <span class="_ _d"> </span>korzystania <span class="_ _e"> </span>z <span class="_ _19"> </span>kapitału <span class="_ _d"> </span>naturalnego. <span class="_ _e"> </span>Do </div><div class="t m0 x1 h2 ybeb ff1 fs0 fc1 sc0 ls0 ws0">wyznaczonych przez UNIMOT priorytetów, zgodnie z Polityką, zaliczy<span class="_ _0"></span>ć należy:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 ybec ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">odpowiedzialne wypełnianie wymagań p<span class="_ _0"></span>rawnych związanych z aspektami środowiskowymi, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ya92 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">uwzględnianie w <span class="_ _8"></span>proces<span class="_ _1"></span>ie pod<span class="_ _0"></span>ejmowania decyzji <span class="_ _8"></span>biznes<span class="_ _1"></span>owych <span class="_ _0"></span>długoterminowych skutków <span class="_ _8"></span>środowiskowych, </span></span></div><div class="t m0 xc h2 ybed ff2 fs0 fc1 sc0 ls0 ws0">w tym klimatycznych,  </div><div class="t m0 xa h11 ybee ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">kształtowanie modelu biznesowego tak, by w łatwy sposób adaptować go ku zrównoważonemu rozwojowi, </span></span></div><div class="t m0 xc h2 ybef ff1 fs0 fc1 sc0 ls0 ws0">m.in. <span class="_ _24"> </span>poprzez <span class="_ _24"> </span>stopniowe <span class="_ _24"> </span>wdrażanie <span class="_ _24"> </span>do <span class="_ _24"> </span>ofe<span class="_ _1"></span>rty <span class="_ _24"> </span>opłacalnych <span class="_ _24"> </span>ekonomicznie <span class="_ _1d"> </span>produktów <span class="_ _24"> </span>nisko<span class="_ _1"></span><span class="ff2">- <span class="_ _24"> </span>lub </span></div><div class="t m0 xc h2 ybf0 ff1 fs0 fc1 sc0 ls0 ws0">zeroemisyjnych <span class="_ _4"> </span>i <span class="_ _5"> </span>monitorując <span class="_ _4"></span>możliwość <span class="_ _5"> </span>ekonomiczne <span class="_ _4"></span>opłacalnego <span class="_ _4"></span>wdraż<span class="_ _1"></span>ania <span class="_ _4"> </span>kolejnych,<span class="_ _1"></span> <span class="_ _4"></span>które <span class="_ _4"></span>docelowo </div><div class="t m0 xc h2 y588 ff1 fs0 fc1 sc0 ls0 ws0">mogłyby zastąpić produkty oparte o nieodnawialne paliwa kopalne, <span class="ff2"> </span></div><div class="t m0 xa h11 ybf1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dążenie <span class="_ _6"></span>do <span class="_ _a"></span>coraz <span class="_ _a"></span>bardziej <span class="_ _a"></span>wydajnego <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _6"></span>racjonalnego <span class="_ _a"></span>wykorzystania <span class="_ _a"></span>energii <span class="_ _6"></span>oraz<span class="_ _1"></span> <span class="_ _6"></span>surow<span class="_ _1"></span>ców <span class="_ _6"></span>naturalnych <span class="_ _a"></span>w </span></span></div><div class="t m0 xc h2 ybf2 ff1 fs0 fc1 sc0 ls0 ws0">bieżącej <span class="_ _7"></span>działalnoś<span class="_ _1"></span>ci, <span class="_ _8"></span>a <span class="_ _7"></span>w <span class="_ _8"></span>kons<span class="_ _1"></span>ekwencji <span class="_ _7"></span>o<span class="_ _1"></span>graniczenia <span class="_ _7"></span>bezpośre<span class="_ _1"></span>dniej <span class="_ _7"></span>i <span class="_ _8"></span>pośredniej <span class="_ _8"></span>e<span class="_ _1"></span>misji <span class="_ _7"></span>gazów <span class="_ _8"></span>cieplarnianych, <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y4dc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dążenie <span class="_ _4"></span>do <span class="_ _4"></span>efektywne<span class="_ _1"></span>go <span class="_ _4"></span>zarządzania <span class="_ _a"></span>gospod<span class="_ _1"></span>arką <span class="_ _4"></span>odpadami <span class="_ _4"></span>we <span class="_ _4"> </span>w<span class="_ _1"></span>szystkich <span class="_ _4"></span>obszarach <span class="_ _4"></span>działalności <span class="_ _4"></span>Grupy </span></span></div><div class="t m0 xc h2 ybf3 ff1 fs0 fc1 sc0 ls0 ws0">poprzez ograniczanie ilości wytwarzanych odpadów, <span class="ff2"> </span></div><div class="t m0 xa h11 y4dd ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dążenie d<span class="_ _0"></span>o zapewnienia w <span class="_ _8"></span>oferc<span class="_ _1"></span>ie ga<span class="_ _0"></span>stronomicznej produktów p<span class="_ _8"></span>o<span class="_ _1"></span>chodzących z<span class="_ _0"></span>e zrównoważonych upra<span class="_ _0"></span>w, w </span></span></div><div class="t m0 xc h2 ybd3 ff2 fs0 fc1 sc0 ls0 ws0">tym <span class="_ _e"> </span>ce<span class="_ _1"></span>rtyfikowanych <span class="_ _e"> </span>w <span class="_ _d"> </span>tym <span class="_ _d"> </span>zakresie, <span class="_ _d"> </span>oraz <span class="_ _d"> </span>wprowadzania <span class="_ _e"> </span>tam, <span class="_ _19"> </span>gdzie <span class="_ _e"> </span>nie <span class="_ _d"> </span>wyklucza <span class="_ _d"> </span>tego <span class="_ _d"> </span>rachunek </div><div class="t m0 xc h2 ybf4 ff2 fs0 fc1 sc0 ls0 ws0">ekonomiczny <span class="ff1">–</span> <span class="ff1">produktów w opakowaniach przyjaznych środowisku, </span> </div><div class="t m0 xa h11 ybf5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dążenie <span class="_ _d"> </span>do <span class="_ _d"> </span>zbudowania <span class="_ _d"> </span>kompleksowego <span class="_ _19"> </span>i <span class="_ _d"> </span>efektywnego <span class="_ _e"> </span>sys<span class="_ _1"></span>temu <span class="_ _d"> </span>zbierania <span class="_ _d"> </span>danych <span class="_ _d"> </span>środowiskowych, </span></span></div><div class="t m0 xc h2 ybf6 ff1 fs0 fc1 sc0 ls0 ws0">jednoznacznego <span class="_ _17"> </span>przypisania <span class="_ _17"> </span>odpowiedzialności <span class="_ _17"> </span>i <span class="_ _f"> </span>monitorowania <span class="_ _17"> </span>wyników <span class="_ _17"> </span>środowiskowych, <span class="_ _17"> </span>a <span class="_ _f"> </span>takż<span class="_ _0"></span>e </div><div class="t m0 xc h2 ybf7 ff1 fs0 fc1 sc0 ls0 ws0">rzetelnego raportowania kwestii środowiskowych, <span class="ff2"> </span></div><div class="t m0 xa h11 ybf8 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dążenie d<span class="_ _0"></span>o minimalizowania <span class="_ _8"></span>w<span class="_ _1"></span>pływu prowad<span class="_ _0"></span>zonej działalności <span class="_ _0"></span>operacyjnej na <span class="_ _8"></span>bios<span class="_ _1"></span>ferę, zwłaszcza <span class="_ _8"></span>na tereny </span></span></div><div class="t m0 xc h2 y7f4 ff1 fs0 fc1 sc0 ls0 ws0">cenne przyrodniczo, zobowiązując się do poszanowania ich bioróżnorodności, <span class="ff2"> </span></div><div class="t m0 xa h11 y3b9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dążenie <span class="_ _19"> </span>do <span class="_ _17"> </span>zobowiązywania <span class="_ _19"> </span>dostawc<span class="_ _1"></span>ów <span class="_ _19"> </span>i <span class="_ _17"> </span>podwykonawców <span class="_ _19"> </span>do <span class="_ _17"> </span>szczególnego <span class="_ _19"> </span>poszanowania <span class="_ _19"> </span>kwe<span class="_ _1"></span>stii </span></span></div><div class="t m0 xc h2 ybf9 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowych, <span class="ff2"> </span></div><div class="t m0 xa h11 ybfa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie <span class="_ _19"> </span>działań <span class="_ _19"> </span>mających <span class="_ _19"> </span>na <span class="_ _19"> </span>celu <span class="_ _19"> </span>zwiększanie <span class="_ _19"> </span>świadomości <span class="_ _19"> </span>środowis<span class="_ _1"></span>kowej <span class="_ _d"> </span>praco<span class="_ _1"></span>wników <span class="_ _19"> </span>oraz </span></span></div><div class="t m0 xc h2 ybfb ff1 fs0 fc1 sc0 ls0 ws0">współpracowników, <span class="ff2"> </span></div><div class="t m0 xa h11 ybfc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">uwzględnienie <span class="_ _a"></span>kwes<span class="_ _1"></span>tii <span class="_ _a"></span>środowiskowych <span class="_ _a"></span>w <span class="_ _4"></span>komunikacji <span class="_ _a"></span>i <span class="_ _4"></span>szkoleniach <span class="_ _4"></span>wewnętrznych, <span class="_ _4"></span>w <span class="_ _a"></span>tym <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>szkoleniach </span></span></div><div class="t m0 xc h2 y725 ff1 fs0 fc1 sc0 ls0 ws0">wstępnych dla pracowników (onboarding), a takż<span class="_ _0"></span>e w komunikacji marketingowej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y18c ff1 fs0 fc1 sc0 ls0 ws0">Polityka <span class="_ _5"> </span>obowiązuje <span class="_ _b"> </span>wszystkie <span class="_ _5"> </span>Spół<span class="_ _1"></span>ki <span class="_ _5"> </span>wchodzące <span class="_ _b"> </span>w <span class="_ _5"> </span>s<span class="_ _1"></span>kład <span class="_ _5"> </span>Grupy <span class="_ _5"> </span>Kapitałowej <span class="_ _b"> </span>UNIMOT <span class="_ _b"> </span>bez <span class="_ _5"> </span>w<span class="_ _1"></span>zględu <span class="_ _5"> </span>na <span class="_ _b"> </span>profil <span class="_ _5"> </span>ich </div><div class="t m0 x1 h2 y507 ff1 fs0 fc1 sc0 ls0 ws0">działalności. <span class="ff2"> </span></div><div class="t m0 x1 h2 ybfd ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _0"></span>roku Uchwałą <span class="_ _8"></span>Zarządu UNIMOT <span class="_ _8"></span>S.A. został <span class="_ _0"></span>powołany <span class="_ _0"></span>w <span class="_ _0"></span>Grupie UNIMOT <span class="_ _8"></span>Zes<span class="_ _1"></span>pół <span class="_ _8"></span>ds.<span class="_ _1"></span> <span class="_ _8"></span>audytu środowiskowego, </div><div class="t m0 x1 h2 ybfe ff1 fs0 fc1 sc0 ls0 ws0">który <span class="_ _5"> </span>je<span class="_ _1"></span>st <span class="_ _5"> </span>o<span class="_ _1"></span>dpowiedzialny <span class="_ _5"> </span>za <span class="_ _b"> </span>przeprowadzenie <span class="_ _b"> </span>audytu <span class="_ _b"> </span>przestrzegania <span class="_ _5"> </span>regul<span class="_ _1"></span>acji <span class="_ _5"> </span>dotyczący<span class="_ _1"></span>ch <span class="_ _5"> </span>oc<span class="_ _1"></span>hrony <span class="_ _5"> </span>środowis<span class="_ _1"></span>ka, </div><div class="t m0 x1 h2 ybff ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa <span class="_ _8"></span>i <span class="_ _8"></span>higieny <span class="_ _7"></span>pr<span class="_ _1"></span>acy <span class="_ _8"></span>(BHP) <span class="_ _8"></span>oraz <span class="_ _8"></span>ochrony <span class="_ _8"></span>przeciwpożarowej <span class="_ _8"></span>(ppoż.) <span class="_ _8"></span>w <span class="_ _8"></span>s<span class="_ _1"></span>półkach <span class="_ _7"></span>z <span class="_ _8"></span>Grupy <span class="_ _8"></span>UNIMOT.<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span><span class="ff1">Powy<span class="_ _1"></span>ższe </span></span></div><div class="t m0 x1 h2 yc00 ff1 fs0 fc1 sc0 ls0 ws0">działanie <span class="_ _6"></span>m<span class="_ _1"></span>iało <span class="_ _a"></span>duże <span class="_ _a"></span>znaczenie<span class="_ _1"></span> <span class="_ _a"></span>dla <span class="_ _a"></span>usystematyzowania <span class="_ _a"></span>kwestii <span class="_ _a"></span>środowiskowych <span class="_ _a"></span>i <span class="_ _a"></span>klimatyc<span class="_ _1"></span>znych <span class="_ _a"></span>na <span class="_ _a"></span>poziomie <span class="_ _a"></span>całej </div><div class="t m0 x1 h2 yb5d ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _e"> </span>Kapitałowej. <span class="_ _d"> </span>Wnioski <span class="_ _d"> </span>płynące <span class="_ _e"> </span>z <span class="_ _d"> </span>pracy <span class="_ _e"> </span>Zespoł<span class="_ _1"></span>u <span class="_ _e"> </span>zos<span class="_ _1"></span>taną <span class="_ _e"> </span>uwzględnione <span class="_ _e"> </span>w<span class="_ _1"></span> <span class="_ _e"> </span>procesie<span class="_ _1"></span> <span class="_ _e"> </span>aktualizacji <span class="_ _e"> </span>Polityki </div><div class="t m0 x1 h2 yc01 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowej Grupy UNIMOT w 2025 roku. <span class="ff2"> </span></div><div class="t m0 xc hf y7b ff2 fs1 fc7 sc0 ls0 ws0">2.1.1.<span class="ff5"> <span class="_ _d"> </span><span class="ff1">Ryzy<span class="_ _1"></span>ka związan<span class="_ _0"></span>e ze zmian<span class="_ _0"></span>ą klimatu<span class="ff2"> </span></span></span></div></div><div class="c x1 yc02 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">ESRS 2   SBM-3   IRO-1<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yc03 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>okresie<span class="_ _1"></span> <span class="_ _a"></span>sprawozdawczym <span class="_ _a"></span>Grupa <span class="_ _a"></span>nie <span class="_ _4"></span>analizowała <span class="_ _a"></span>odpornoś<span class="_ _1"></span>ci <span class="_ _a"></span>swojej <span class="_ _a"></span>Strategii <span class="_ _4"></span>i <span class="_ _a"></span>modelu <span class="_ _a"></span>bizneso<span class="_ _1"></span>wego <span class="_ _a"></span>pod <span class="_ _a"></span>kątem </div><div class="t m0 x1 h2 yc04 ff2 fs0 fc1 sc0 ls0 ws0">ryzyk <span class="_ _6"></span>w <span class="_ _6"></span>odniesie<span class="_ _1"></span>niu <span class="_ _6"></span>do <span class="_ _6"></span>zmiany <span class="_ _6"></span>klimatu. <span class="_ _a"></span><span class="ff1">Monitoring <span class="_ _6"></span>i <span class="_ _6"></span>identyfikacja <span class="_ _6"></span>r<span class="_ _1"></span>yzyk <span class="_ _6"></span>i <span class="_ _6"></span>szans <span class="_ _6"></span>związanyc<span class="_ _1"></span>h <span class="_ _6"></span>ze <span class="_ _6"></span>zmianą <span class="_ _6"></span>k<span class="_ _1"></span>limatu <span class="_ _1"></span>je<span class="_ _1"></span>st </span></div><div class="t m0 x1 h2 yc05 ff1 fs0 fc1 sc0 ls0 ws0">prowadzona <span class="_ _7"></span>cyklicznie <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>ramac<span class="_ _1"></span>h <span class="_ _7"></span>przeglądów <span class="_ _7"></span>ryzyk. <span class="ff2">Na<span class="_ _0"></span> <span class="_ _8"></span>tej <span class="_ _7"></span>po<span class="_ _1"></span>dstawie, <span class="_ _7"></span>w <span class="_ _8"></span>2024 <span class="_ _7"></span>roku <span class="_ _8"></span><span class="ff1">r<span class="_ _1"></span>yzyka <span class="_ _7"></span>związane <span class="_ _8"></span>ze <span class="_ _7"></span>zmianą <span class="_ _8"></span>klimatu </span></span></div><div class="t m0 x1 h2 yc06 ff1 fs0 fc1 sc0 ls0 ws0">zostały podzielone na:<span class="ff2">  </span></div><div class="t m0 xa h11 y7c5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ryzyka związane <span class="_ _8"></span>z<span class="_ _1"></span> przejściem (<span class="_ _0"></span>transformacyjne)<span class="_ _1"></span><span class="ff2">- </span>wynik<span class="_ _8"></span>ające z transformacji na gospoda<span class="_ _0"></span>rkę niskoemisyjną i </span></span></div><div class="t m0 xc h2 y7c6 ff1 fs0 fc1 sc0 ls0 ws0">odporną na zmiany klimatu; np. regulacyjne, finansowe, społeczne, technologiczne,<span class="ff2"> </span></div><div class="t m0 xa h11 y1fd ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ryzyka <span class="_ _b"> </span>fizyczne <span class="_ _c"> </span>(krótkoterminowe <span class="_ _b"> </span>i <span class="_ _c"> </span>długoterminowe)<span class="ff2">- <span class="_ _c"> </span></span>wynikające <span class="_ _b"> </span>z <span class="_ _b"> </span>fizycznych <span class="_ _c"> </span>skutków <span class="_ _c"> </span>zmiany <span class="_ _b"> </span>klimatu </span></span></div><div class="t m0 xc h2 yc07 ff1 fs0 fc1 sc0 ls0 ws0">niekorzystnie <span class="_ _a"></span>wpływających <span class="_ _4"></span>na <span class="_ _a"></span>działalność <span class="_ _4"></span>spółek <span class="_ _a"></span>Grupy <span class="_ _a"></span>UNIMOT,<span class="_ _1"></span> <span class="_ _a"></span>w <span class="_ _a"></span>s<span class="_ _1"></span>zczególności <span class="_ _a"></span>będące <span class="_ _a"></span>następstwem </div><div class="t m0 xc h2 yc08 ff1 fs0 fc1 sc0 ls0 ws0">określonych zd<span class="_ _0"></span>arzeń <span class="_ _8"></span>związanych z <span class="_ _8"></span>pogodą <span class="_ _8"></span>(<span class="_ _1"></span>burze, <span class="_ _8"></span>powodzie, fale upa<span class="_ _8"></span>ł<span class="_ _1"></span>ów), z<span class="_ _0"></span>mianami <span class="_ _8"></span>klimatu powodującymi </div><div class="t m0 xc h2 y954 ff1 fs0 fc1 sc0 ls0 ws0">zmiany temperatur lub suszę hydrologicz<span class="_ _0"></span>ną.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf6d" class="pf w0 h0" ><div class="pc pc6d w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">109<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Poniżej przedstawiono <span class="_ _0"></span>opis zidentyfikowanych kluczowych <span class="_ _8"></span>ry<span class="_ _1"></span>zyk w <span class="_ _8"></span>r<span class="_ _1"></span>amach <span class="_ _0"></span>kategorii ryzyk klimatycznych z<span class="_ _8"></span>w<span class="_ _1"></span>iązanych </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">z negatywnym wpływem zmian klimatu na działalność Grupy <span class="_ _0"></span>UNIMOT. <span class="ff2"> </span></div><div class="t m0 x1 h2 yc09 ff1 fs0 fc0 sc0 ls0 ws0">Ryzyka związane z przejściem (długoterminowe, transformacyjne)<span class="ff2"> </span></div><div class="t m0 x1 h2 yc0a ff1 fs0 fc1 sc0 ls0 ws0">Strategiczne  obszary <span class="_ _9"> </span>biznesowe  są  rozwijane  w  z<span class="_ _0"></span>równoważony <span class="_ _9"> </span>sposób  w  kierunku  realiz<span class="_ _0"></span>acji  osiągnięcia  celu </div><div class="t m0 x1 h2 yc0b ff1 fs0 fc1 sc0 ls0 ws0">neutralności <span class="_ _17"> </span>klimatycznej <span class="_ _19"> </span>do<span class="_ _1"></span> <span class="_ _17"> </span>2050 <span class="_ _19"> </span>roku.<span class="_ _1"></span> <span class="_ _17"> </span>Cel <span class="_ _19"> </span>ne<span class="_ _1"></span>utralności <span class="_ _17"> </span>klimatycznej <span class="_ _19"> </span>sprz<span class="_ _1"></span>yja <span class="_ _19"> </span>ró<span class="_ _1"></span>wnież <span class="_ _17"> </span>tworzeniu <span class="_ _17"> </span>nowych </div><div class="t m0 x1 h2 yc0c ff1 fs0 fc1 sc0 ls0 ws0">dedykowanych <span class="_ _4"></span>produktów <span class="_ _4"></span>i <span class="_ _5"> </span>usł<span class="_ _1"></span>ug, <span class="_ _4"></span>a <span class="_ _4"></span>także <span class="_ _4"> </span>w <span class="_ _5"> </span>perspe<span class="_ _1"></span>ktywie <span class="_ _4"> </span>ś<span class="_ _1"></span>rednio <span class="_ _4"></span>i <span class="_ _4"></span>długoterminowe<span class="_ _1"></span>j, <span class="_ _4"></span>może <span class="_ _4"></span>pozwolić <span class="_ _5"> </span>na <span class="_ _4"></span>wzrost </div><div class="t m0 x1 h2 yc0d ff1 fs0 fc1 sc0 ls0 ws0">efektywności <span class="_ _1"></span>i tworzenie <span class="_ _1"></span>wartości <span class="_ _1"></span>dodanej we <span class="_ _1"></span>wszystkich <span class="_ _1"></span>segmentach Grupy <span class="_ _1"></span>UNIMOT. <span class="_ _1"></span>Biorąc pod <span class="_ _1"></span>uwagę <span class="_ _1"></span>powyższe </div><div class="t m0 x1 h2 yc0e ff1 fs0 fc1 sc0 ls0 ws0">czynniki, <span class="_ _1"></span>w <span class="_ _6"></span>ryzykach <span class="_ _6"></span>związanych <span class="_ _6"></span>z <span class="_ _6"></span>przejściem <span class="_ _6"></span>uwzględniono <span class="_ _1"></span>zarówno<span class="_ _1"></span> <span class="_ _1"></span>zagrożenia <span class="_ _6"></span>jak <span class="_ _6"></span>i <span class="_ _6"></span>szanse <span class="_ _6"></span>b<span class="_ _1"></span><span class="ff2">izne<span class="_ _1"></span>sowe <span class="_ _1"></span>dla <span class="_ _6"></span>Grupy </span></div><div class="t m0 x1 h2 y1de ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT identyfikowane w tym obszarze.  </div><div class="t m0 x1 h2 y432 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y344 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _4"> </span>UNIMOT <span class="_ _b"> </span>stale <span class="_ _5"> </span>analizuje <span class="_ _b"> </span>nowe <span class="_ _5"> </span>regulacje <span class="_ _5"> </span>wynikające <span class="_ _5"> </span>z <span class="_ _5"> </span>Europejskiego <span class="_ _5"> </span>Zielon<span class="_ _1"></span>ego <span class="_ _5"> </span>Ładu <span class="_ _4"></span>i <span class="_ _b"> </span>dostosowuje <span class="_ _5"> </span>swoje </div><div class="t m0 x1 h2 yc0f ff1 fs0 fc1 sc0 ls0 ws0">modele <span class="_ _8"></span>biznesowe. <span class="_ _8"></span>Powyższe <span class="_ _8"></span>ma <span class="_ _8"></span>na <span class="_ _8"></span>celu <span class="_ _8"></span>umo<span class="_ _1"></span>żliwienie <span class="_ _7"></span>w<span class="_ _1"></span>ykorzystania <span class="_ _7"></span>szans <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _7"></span>możliwoś<span class="_ _1"></span>ci <span class="_ _7"></span>w<span class="_ _1"></span>ynikają<span class="_ _0"></span>cych <span class="_ _8"></span>z <span class="_ _8"></span>tr<span class="_ _1"></span>ansformacji </div><div class="t m0 x1 h2 yc10 ff1 fs0 fc1 sc0 ls0 ws0">gospodarczej Europy, która dąży do osiągnięcia zobowiązań Porozumienia pa<span class="_ _0"></span>ryskiego i realizacji Agendy 2030 ONZ.<span class="ff2"> </span></div><div class="t m0 x1 h2 yc11 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yc12 ff1 fs0 fc5 sc0 ls0 ws0">SZANSE W PERSPEKTYWIE ŚREDNIO I DŁUGOTERMINOWEJ<span class="ff2"> </span></div><div class="t m0 x1 h2 y27b ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yc13 ff1 fs0 fc5 sc0 ls0 ws0">Szansa: efektywność energetyczna<span class="ff2"> </span></div><div class="t m0 x1 h2 yc14 ff1 fs0 fc1 sc0 ls0 ws0">Szansa związana jest z: <span class="ff2"> </span></div><div class="t m0 xa h11 yc15 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Przyjęciem <span class="_ _9"> </span>nowej  Strategii<span class="_ _0"></span> <span class="_ _9"> </span>i <span class="_ _9"> </span>przejściem  na <span class="_ _c"> </span>gospodarkę <span class="_ _9"> </span>nisko  i <span class="_ _c"> </span>zeroemis<span class="_ _1"></span>yjną <span class="_ _9"> </span>w <span class="_ _9"> </span>perspekty<span class="_ _0"></span>wie <span class="_ _9"> </span>średnio <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xc h2 yc16 ff1 fs0 fc1 sc0 ls0 ws0">i długoterminowej.<span class="ff2"> </span></div><div class="t m0 x15 h2 yc17 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x15 h2 yc18 ff1 fs0 fc5 sc0 ls0 ws0">Wpływ na działalność:<span class="ff2"> </span></div><div class="t m0 xa h11 yc19 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Większa odporność dzięki użyciu źródeł odnawia<span class="_ _0"></span>lnych<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc1a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Większe możliwości inwestycyjne i pozyska<span class="_ _0"></span>nia na nie kapitału <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc1b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Poprawa efektywności energetycznej własnej infrastruktury <span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yc1c ff1 fs0 fc5 sc0 ls0 ws0">Szansa: produkty i usługi <span class="ff2"> </span></div><div class="t m0 x1 h2 yc1d ff1 fs0 fc1 sc0 ls0 ws0">Szansa związana jest z: <span class="ff2"> </span></div><div class="t m0 xa h11 y3bb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Powszechną <span class="_ _b"> </span>transformacją <span class="_ _c"> </span>energetyczną <span class="_ _b"> </span>dającą <span class="_ _b"> </span>większą <span class="_ _b"> </span>możliwoś<span class="_ _1"></span>ć <span class="_ _b"> </span>dostarczenia <span class="_ _b"> </span>zero<span class="_ _1"></span><span class="ff2">- <span class="_ _c"> </span>i <span class="_ _b"> </span>niskoemisyjnej </span></span></span></div><div class="t m0 xc h2 yc1e ff2 fs0 fc1 sc0 ls0 ws0">energii. </div><div class="t m0 xa h11 y32f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zmianą <span class="_ _e"> </span>preferencji  partnerów <span class="_ _e"> </span>biznesowych <span class="_ _e"> </span>i <span class="_ _e"> </span>klientów <span class="_ _e"> </span>–<span class="ff2"> <span class="_ _e"> </span></span>kształtowaniem <span class="_ _e"> </span>nawyków  w <span class="_ _e"> </span>zakresie <span class="_ _e"> </span>paliw </span></span></div><div class="t m0 xc h2 yc1f ff2 fs0 fc1 sc0 ls0 ws0">niskoemisyjnych.  </div><div class="t m0 xa h11 y742 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wykorzystaniem bardziej wydajnych rodza<span class="_ _0"></span>jów transportu oraz procesów<span class="_ _1"></span> produkcji <span class="_ _0"></span>i dystrybucji.<span class="ff2"> </span></span></span></div><div class="t m0 x15 h2 y743 ff2 fs0 fc11 sc0 ls0 ws0"> </div><div class="t m0 x15 h2 yc20 ff1 fs0 fc5 sc0 ls0 ws0">Wpływ na działalność:<span class="ff2"> </span></div><div class="t m0 xa h11 y745 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Obniżenie kosztów finansowania działalności dz<span class="_ _0"></span>ięki produktom nisko<span class="_ _1"></span><span class="ff2">- i zeroemisyjnym.  </span></span></span></div><div class="t m0 xa h11 yc21 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Utrzymanie <span class="_ _17"> </span>pozycji <span class="_ _17"> </span>r<span class="_ _1"></span>ynkowej <span class="_ _17"> </span>i <span class="_ _17"> </span>w <span class="_ _f"> </span>dłuższej <span class="_ _17"> </span>perspektywie <span class="_ _f"> </span>zyskanie <span class="_ _17"> </span>przewagi <span class="_ _17"> </span>konkurenc<span class="_ _1"></span>yjnej <span class="_ _17"> </span>dzięki </span></span></div><div class="t m0 xc h2 yc22 ff1 fs0 fc1 sc0 ls0 ws0">dostosowaniu oferty do preferencji klientów dążących d<span class="_ _0"></span>o obniżenia swoje<span class="_ _1"></span>go śladu węglowego<span class="ff2">. </span></div><div class="t m0 x1 h2 y353 ff2 fs0 fc5 sc0 ls0 ws0">Szansa: rynek </div><div class="t m0 x1 h2 yc23 ff1 fs0 fc1 sc0 ls0 ws0">Szansa związana jest z: <span class="ff2"> </span></div><div class="t m0 xa h11 yc24 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozpoczęciem działalności w nowych sektorach lub rozwojem <span class="_ _0"></span>dotychczasowych.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc25 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Pozyskiwaniem <span class="_ _28"> </span>dofinanso<span class="_ _1"></span>wania <span class="_ _28"> </span>na <span class="_ _23"> </span>projekty <span class="_ _28"> </span>wspierające<span class="_ _1"></span> <span class="_ _28"> </span>trans<span class="_ _1"></span>formację <span class="_ _20"> </span>energetyczną <span class="_ _28"> </span>(Zielone </span></span></div><div class="t m0 xc h2 yc26 ff2 fs0 fc1 sc0 ls0 ws0">Finansowanie). </div><div class="t m0 xa h11 yc27 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Pozyskiwaniem <span class="_ _5"> </span>nowych <span class="_ _5"> </span>kompe<span class="_ _1"></span>tencji <span class="_ _4"> </span>z <span class="_ _b"> </span>rynku <span class="_ _5"> </span>i <span class="_ _b"> </span>kształtowaniem <span class="_ _5"> </span>doświadczenia <span class="_ _5"> </span>obec<span class="_ _1"></span>nych <span class="_ _5"> </span>pracowników <span class="_ _5"> </span>w </span></span></div><div class="t m0 xc h2 yc28 ff1 fs0 fc1 sc0 ls0 ws0">nowych i przechodzących transformację obszarach<span class="ff2">. </span></div><div class="t m0 x15 h2 y1ce ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x15 h2 yc29 ff1 fs0 fc5 sc0 ls0 ws0">Wpływ na działalność:<span class="ff2"> </span></div><div class="t m0 xa h11 yc2a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Możliwość <span class="_ _c"> </span>pozyskania <span class="_ _b"> </span>nowyc<span class="_ _1"></span>h <span class="_ _b"> </span>rynków <span class="_ _c"> </span>oraz <span class="_ _c"> </span>umacnianie <span class="_ _c"> </span>pozycji <span class="_ _c"> </span>rynkowej <span class="_ _c"> </span>w <span class="_ _c"> </span>obszarach <span class="_ _c"> </span>dotychczasowej </span></span></div><div class="t m0 xc h2 y13f ff1 fs0 fc1 sc0 ls0 ws0">działalności Grupy UNIMOT<span class="ff2">. </span></div><div class="t m0 xa h11 y320 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozwój nowych technologii<span class="ff2">. </span></span></span></div><div class="t m0 xa h11 yc2b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zachowanie ciągłości procesów dzięki <span class="_ _8"></span>w<span class="_ _1"></span>ykwalifikowanej kadrze<span class="ff2">. </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf6e" class="pf w0 h0" ><div class="pc pc6e w0 h0"><img class="bi x9 y172 w9 h29" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">110<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y85 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wzrost <span class="_ _6"></span>wartości <span class="_ _6"></span>przedsiębiorstwa <span class="_ _6"></span>z <span class="_ _6"></span>uwagi <span class="_ _6"></span>na <span class="_ _a"></span>pozytywną <span class="_ _1"></span>oce<span class="_ _1"></span>nę <span class="_ _1"></span>je<span class="_ _1"></span>go <span class="_ _1"></span>odpowiedzialności <span class="_ _6"></span>za <span class="_ _a"></span>zmiany <span class="_ _1"></span>klimatu </span></span></div><div class="t m0 xc h2 yc2c ff2 fs0 fc1 sc0 ls0 ws0">przez interesariuszy. </div><div class="t m0 x1 h2 yc2d ff1 fs0 fc5 sc0 ls0 ws0">Szansa: odporność<span class="ff2"> </span></div><div class="t m0 x1 h2 yc2e ff1 fs0 fc1 sc0 ls0 ws0">Szansa związana jest z: <span class="ff2"> </span></div><div class="t m0 xa h11 yc2f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Utrzymaniem statusu koncernu multienergetycznego działającego w wielu segmentach.<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc30 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dywersyfikacją źródeł zysków i kosztów.<span class="ff2"> </span></span></span></div><div class="t m0 x15 h2 yc31 ff1 fs0 fc5 sc0 ls0 ws0">Wpływ na działalność:<span class="ff2"> </span></div><div class="t m0 xa h11 y1a7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zwiększona <span class="_ _d"> </span>odporność <span class="_ _d"> </span>finansowa <span class="_ _e"> </span>i <span class="_ _d"> </span>organizacyjna <span class="_ _e"> </span>ze <span class="_ _d"> </span>wz<span class="_ _1"></span>ględu <span class="_ _e"> </span>na <span class="_ _d"> </span>bardziej <span class="_ _d"> </span>zdywersyfikowane <span class="_ _d"> </span>źródła </span></span></div><div class="t m0 xc h2 yc32 ff1 fs0 fc1 sc0 ls0 ws0">przychodów i kosztów<span class="ff2">. </span></div><div class="t m0 xa h11 yc33 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Przewidywalne możliwości rozwoju<span class="ff2">. </span></span></span></div><div class="t m0 x1 h2 yc34 ff2 fs0 fc5 sc0 ls0 ws0">SKUTKI (W TYM FINANSOWE) <span class="ff1">RYZYKA ZWIĄZANEGO Z PRZEJŚCIEM (TRANSFORMACYJNEGO)</span> </div></div><div class="c x1 yc35 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E1<span class="ls0">-9<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybd1 ff1 fs0 fc1 sc0 ls0 ws0">Skutki <span class="_ _1"></span>ryzy<span class="_ _1"></span>ka <span class="_ _1"></span>obejmują <span class="_ _6"></span>kwestie <span class="_ _6"></span>re<span class="_ _1"></span>putacji, <span class="_ _1"></span>technologii, <span class="_ _6"></span>polityki <span class="_ _6"></span>i <span class="_ _6"></span>regulacji, <span class="_ _6"></span>a <span class="_ _6"></span>także <span class="_ _6"></span>kwe<span class="_ _1"></span>stie <span class="_ _1"></span>rynkowe. <span class="_ _6"></span>Poniżej <span class="_ _6"></span>zostały </div><div class="t m0 x1 h2 yc36 ff1 fs0 fc1 sc0 ls0 ws0">zaprezentowane skutki ryzyka związanego z p<span class="_ _0"></span>rzejście<span class="_ _1"></span>m w podzia<span class="_ _8"></span>le<span class="_ _1"></span> na <span class="ff2">cztery <span class="_ _1"></span>kategorie.   </span></div><div class="t m0 x1 h2 y105 ff2 fs0 fc1 sc0 lsa ws0">W <span class="_ _b"> </span><span class="ff1 ls0">perspektywie <span class="_ _c"> </span>średnioterminowej <span class="_ _c"> </span>Grupa <span class="_ _b"> </span>UNIMOT <span class="_ _b"> </span>przepro<span class="_ _1"></span>wadzi <span class="_ _b"> </span>bardziej <span class="_ _b"> </span>szczegóło<span class="_ _1"></span>wą <span class="_ _b"> </span>analizę <span class="_ _c"> </span>antycypowanych </span></div><div class="t m0 x1 h2 yc37 ff1 fs0 fc1 sc0 ls0 ws0">skutków finansowych, która pozwoli na ich skwanty<span class="_ _0"></span>fikowanie.<span class="ff2"> </span></div><div class="t m0 x1 h2 yc38 ff2 fs0 fc5 sc0 ls0 ws0">Rynkowe </div><div class="t m0 xa h11 y108 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Trendy <span class="_ _10"> </span>konsume<span class="_ _1"></span>nckie <span class="_ _10"> </span>polegające <span class="_ _10"> </span>na <span class="_ _24"> </span>ograniczaniu <span class="_ _10"> </span>nadmierne<span class="_ _1"></span>j <span class="_ _10"> </span>konsumpcji <span class="_ _10"> </span>i <span class="_ _24"> </span>wzrost <span class="_ _24"> </span>świadomości<span class="_ _8"></span> </span></span></div><div class="t m0 xc h2 y109 ff1 fs0 fc1 sc0 ls0 ws0">ekologicznej, a w efekcie spadek wolumenu sprzedaży <span class="_ _0"></span>podstawowych produktów Grupy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y73c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Niemożność <span class="_ _6"></span>zaspokojenia <span class="_ _6"></span>ocz<span class="_ _1"></span>ekiwań <span class="_ _6"></span>rynku <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>wyniku <span class="_ _a"></span>braku <span class="_ _6"></span>produktów <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>portfelu, <span class="_ _a"></span>co <span class="_ _6"></span>mo<span class="_ _1"></span>że <span class="_ _6"></span>spowodować </span></span></div><div class="t m0 xc h2 y73d ff1 fs0 fc1 sc0 ls0 ws0">zmniejszenie efektywności działania Grupy UNIMOT.<span class="ff2"> </span></div><div class="t m0 xa h11 yc39 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Spadek wartości Grupy.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yc3a ff2 fs0 fc5 sc0 ls0 ws0">Regulacyjne </div><div class="t m0 xa h11 yc3b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Utrudnienia lu<span class="_ _1"></span>b <span class="_ _1"></span>wzrost <span class="_ _1"></span>kosztów <span class="_ _6"></span>pozyskania <span class="_ _1"></span>kapitału <span class="_ _1"></span>do <span class="_ _1"></span>finans<span class="_ _1"></span>owania <span class="_ _1"></span>działalności <span class="_ _1"></span>niespełniającej kryteriów </span></span></div><div class="t m0 xc h2 y3f1 ff1 fs0 fc1 sc0 ls0 ws0">wynikających z unijnych regulacji dotyczących zrównoważonego rozwoju.<span class="ff2"> </span></div><div class="t m0 xa h11 y3f2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zmniejszenie <span class="_ _a"></span>przychodów <span class="_ _a"></span>wynikające <span class="_ _6"></span>z<span class="_ _1"></span> <span class="_ _a"></span>wprowadzenia <span class="_ _6"></span>un<span class="_ _1"></span>ijnych <span class="_ _a"></span>lub <span class="_ _a"></span>krajowych <span class="_ _a"></span>regulacji <span class="_ _a"></span>wpływających <span class="_ _a"></span>na </span></span></div><div class="t m0 xc h2 y3f3 ff1 fs0 fc1 sc0 ls0 ws0">ograniczenie zużycie paliw.<span class="ff2"> </span></div><div class="t m0 xa h11 yc3c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Ryzyko sporów sądowych.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y744 ff2 fs0 fc5 sc0 ls0 ws0">Technologiczne </div><div class="t m0 xa h11 yc3d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Brak zakładanych <span class="_ _1"></span>zwrotów z <span class="_ _1"></span>inwestycji w <span class="_ _1"></span>innowacyjne <span class="_ _1"></span>technologie oraz nie<span class="_ _1"></span>pewność co <span class="_ _1"></span>do niezawodności <span class="_ _1"></span>i </span></span></div><div class="t m0 xc h2 yc3e ff1 fs0 fc1 sc0 ls0 ws0">skalowalności nowych rozwiązań technologicznych.<span class="ff2"> </span></div><div class="t m0 xa h11 yc3f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Konieczność <span class="_ _24"> </span>ponoszenia <span class="_ _10"> </span>dodatkowych <span class="_ _24"> </span>nakładów <span class="_ _24"> </span>spowodowane <span class="_ _24"> </span>realizowaniem <span class="_ _24"> </span>trwającej <span class="_ _24"> </span>aktualnie </span></span></div><div class="t m0 xc h2 yc40 ff2 fs0 fc1 sc0 ls0 ws0">transformacji energetycznej. </div><div class="t m0 x1 h2 y8 ff2 fs0 fc5 sc0 ls0 ws0">Reputacji </div><div class="t m0 xa h11 yc41 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Strajki <span class="_ _b"> </span>i <span class="_ _b"> </span>spadek <span class="_ _b"> </span>zaangażowan<span class="_ _1"></span>ia <span class="_ _b"> </span>pracowników <span class="_ _b"> </span>spowodowane <span class="_ _b"> </span>koniec<span class="_ _1"></span>znością <span class="_ _5"> </span>res<span class="_ _1"></span>trukturyzacji <span class="_ _b"> </span>zatrudnienia </span></span></div><div class="t m0 xc h2 yc42 ff1 fs0 fc1 sc0 ls0 ws0">wynikającą ze zmiany profilu działalności.<span class="ff2"> </span></div><div class="t m0 xa h11 y1f9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">W  przypadku <span class="_ _9"> </span>niedostateczne<span class="_ _1"></span>go  tempa<span class="_ _0"></span>  transformacji  może  nastąpić  utra<span class="_ _0"></span>ta  zaufania  społecznego  i <span class="_ _9"> </span>w </span></span></div><div class="t m0 xc h2 yc43 ff1 fs0 fc1 sc0 ls0 ws0">konsekwencji <span class="_ _6"></span>trudności <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>pozyskiwaniu <span class="_ _6"></span>pracowników <span class="_ _1"></span>o<span class="_ _1"></span>raz <span class="_ _1"></span>mogą <span class="_ _1"></span>w<span class="_ _1"></span>ystąpić <span class="_ _1"></span>niepokoje, <span class="_ _6"></span>protesty <span class="_ _6"></span>społeczne <span class="_ _6"></span>i </div><div class="t m0 xc h2 yc5 ff1 fs0 fc1 sc0 ls0 ws0">zwiększone obawy interesariuszy co do odpowiedzialności sekt<span class="ff2">ora. </span></div><div class="t m0 x1 h2 y3b0 ff1 fs0 fc5 sc0 ls0 ws0">REAKCJA NA RYZYKO KLIMATYCZNE ZWIĄZANE Z PRZEJŚCIEM<span class="ff2"> </span></div><div class="t m0 xa h11 yc44 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Aktualizacja i realizacja Stra<span class="_ _0"></span>tegii Grupy.<span class="_ _1"></span> </span></span></div><div class="t m0 xa h11 y36d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dostosowanie strategii inwestycyjnej do wytycznych wynikających ze Strategii<span class="ff2">. </span></span></span></div><div class="t m0 xa h11 yc45 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Bieżąca analiza projektów przepisów prawnych<span class="ff2">. </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf6f" class="pf w0 h0" ><div class="pc pc6f w0 h0"><img class="bi x7 y11 w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">111<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y85 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Stopniowe dostosowywanie koszyka produkt<span class="_ _0"></span>ów i usług<span class="_ _1"></span><span class="ff2">. </span></span></span></div><div class="t m0 xa h11 yc2c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozwój <span class="_ _4"></span><span class="ff2">energetyki <span class="_ _4"></span>odnawialnej <span class="_ _4"></span>oraz <span class="_ _4"></span>zero <span class="_ _4"></span>i <span class="_ _4"></span>niskoe<span class="_ _1"></span>misyjnych <span class="_ _a"></span>tec<span class="_ _1"></span>hnologii <span class="_ _a"></span>wytwarzania <span class="_ _4"> </span>ene<span class="_ _1"></span>rgii <span class="_ _a"></span>elektrycznej </span></span></span></div><div class="t m0 xc h2 yc46 ff1 fs0 fc1 sc0 ls0 ws0">oraz produktów<span class="ff2">. </span></div><div class="t m0 xa h11 yc47 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Aktywne <span class="_ _8"></span>poszukiwanie <span class="_ _8"></span>rozwiązań <span class="_ _8"></span>technicznych <span class="_ _8"></span>i <span class="_ _8"></span>organizacyjnych <span class="_ _8"></span>minimalizujących <span class="_ _8"></span>wpływ <span class="_ _0"></span>działalności <span class="_ _8"></span>Grupy </span></span></div><div class="t m0 xc h2 yc48 ff2 fs0 fc1 sc0 ls0 ws0">na zmiany klimatu. </div><div class="t m0 xa h11 y42d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Współpraca z partnerami biznesowymi i społecznymi w za<span class="_ _0"></span>kresie przystosowania się do zmian klimatu<span class="ff2">. </span></span></span></div><div class="t m0 x1 h2 yc49 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko fizyczne </div><div class="t m0 x1 h2 yc4a ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko związane jest z ekstremalnymi zja<span class="_ _0"></span>wiskami pogodowymi, w tym przede wszystkim: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yc4b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Częstym wystę<span class="_ _1"></span>powaniem ekstremalnych temperatur, <span class="_ _1"></span>większą intens<span class="_ _1"></span>ywnością opadów mogącą <span class="_ _1"></span>powodować </span></span></div><div class="t m0 xc h2 yc4c ff1 fs0 fc1 sc0 ls0 ws0">powodzie <span class="_ _4"></span>o <span class="_ _4"></span>każdej<span class="_ _1"></span> <span class="_ _4"></span>porze <span class="_ _4"></span>rok<span class="_ _1"></span>u, <span class="_ _4"></span>opadami <span class="_ _4"></span>o<span class="_ _1"></span> <span class="_ _4"></span>nierównomiernym <span class="_ _4"></span>charakterze, <span class="_ _5"> </span>skutkującymi <span class="_ _4"> </span>powo<span class="_ _1"></span>dziami <span class="_ _a"></span>lub </div><div class="t m0 xc h2 y1e ff1 fs0 fc1 sc0 ls0 ws0">dłuższymi okresami bezopadowymi, przerywanymi g<span class="_ _0"></span>wałtownymi opadam<span class="ff2">i (nawalne deszcze<span class="_ _1"></span>).  </span></div><div class="t m0 xa h11 yb48 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wzrostem <span class="_ _a"></span>częstotliwości <span class="_ _a"></span>i <span class="_ _a"></span>intensywności <span class="_ _a"></span>huraganów, <span class="_ _a"></span>silnymi<span class="_ _1"></span> <span class="_ _a"></span>wiatrami <span class="_ _a"></span>z <span class="_ _a"></span>towarzyszącymi <span class="_ _a"></span>im <span class="_ _a"></span>incydentalnie </span></span></div><div class="t m0 xc h2 ya8 ff1 fs0 fc1 sc0 ls0 ws0">trąbami <span class="_ _d"> </span>powietrznymi <span class="_ _d"> </span>i <span class="_ _19"> </span>wyładowaniami <span class="_ _d"> </span>atmosfe<span class="_ _1"></span>rycznymi <span class="_ _d"> </span>powodującymi <span class="_ _d"> </span>awarie <span class="_ _19"> </span>maszyn <span class="_ _d"> </span>i <span class="_ _d"> </span>urządzeń,<span class="_ _1"></span> </div><div class="t m0 xc h2 yc4d ff1 fs0 fc1 sc0 ls0 ws0">częstszym <span class="_ _c"> </span>występowaniem <span class="_ _c"> </span>susz <span class="_ _c"> </span>oraz <span class="_ _c"> </span>związanych <span class="_ _9"> </span>z <span class="_ _b"> </span>t<span class="_ _1"></span>ym <span class="_ _c"> </span>ograniczeni<span class="_ _1"></span>ami <span class="_ _c"> </span>w <span class="_ _c"> </span>dostę<span class="_ _1"></span>pie <span class="_ _c"> </span>do <span class="_ _c"> </span>wody, <span class="_ _c"> </span>a <span class="_ _c"> </span>także </div><div class="t m0 xc h2 yc4e ff1 fs0 fc1 sc0 ls0 ws0">zwiększonym ryzykiem pożarów.<span class="ff2"> </span></div><div class="t m0 x1 h2 y4aa ff1 fs0 fc5 sc0 ls0 ws0">RYZYKO FIZYCZNE KRÓTKOTERMINOWE –<span class="ff2"> </span>WPŁYW NA DZIAŁALNOŚĆ<span class="ff2"> I ANTYCYPOWANE SKUTKI FINANSOWE </span></div><div class="t m0 xa h11 yc4f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wzrost <span class="_ _c"> </span>nakładów <span class="_ _c"> </span>i <span class="_ _c"> </span>kosztów <span class="_ _c"> </span>wynikających <span class="_ _c"> </span>z <span class="_ _c"> </span>konieczności <span class="_ _c"> </span>usuwania <span class="_ _c"> </span>awarii <span class="_ _c"> </span>oraz <span class="_ _c"> </span>utrzymania <span class="_ _c"> </span>sprawności </span></span></div><div class="t m0 xc h2 y7c8 ff1 fs0 fc1 sc0 ls0 ws0">technicznej infrastruktury, w tym w szczególności logistycznej (terminale pali<span class="_ _0"></span>w, rurociągi przesyłowe).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yc50 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Pogorszenie <span class="_ _a"></span>wskaźników <span class="_ _a"></span>terminowości <span class="_ _a"></span>dostaw <span class="_ _a"></span>produktów <span class="_ _a"></span>i <span class="_ _a"></span>us<span class="_ _1"></span>ług <span class="_ _a"></span>do <span class="_ _6"></span>klientów<span class="_ _1"></span> <span class="_ _a"></span>spowodowany <span class="_ _6"></span>przerwami <span class="_ _a"></span>i </span></span></div><div class="t m0 xc h2 yc51 ff1 fs0 fc1 sc0 ls0 ws0">opóźnieniami w transporcie w związk<span class="_ _0"></span>u z wystąpieniem ekstremalnych zjawisk pogodowych. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yc52 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Utrata kontrahentów hurtowych skutkująca spadk<span class="_ _0"></span>iem wolumenu<span class="_ _1"></span> sprzedaży<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc53 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Konsekwencje prawne <span class="_ _1"></span>i <span class="_ _1"></span>kary u<span class="_ _1"></span>mowne <span class="_ _1"></span>wynikające z <span class="_ _1"></span>niedotrzymania za<span class="_ _1"></span>kontraktowanych dostaw <span class="_ _1"></span>produktów </span></span></div><div class="t m0 xc h2 yc54 ff1 fs0 fc1 sc0 ls0 ws0">i usług dla klientów końcowych. <span class="ff2"> </span></div><div class="t m0 xa h11 y504 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Utrata <span class="_ _7"></span>zaufania <span class="_ _8"></span>klientów <span class="_ _8"></span>detalicznych <span class="_ _8"></span>w <span class="_ _7"></span>zwią<span class="_ _1"></span>zku <span class="_ _7"></span>z <span class="_ _8"></span>koniecznośc<span class="_ _1"></span>ią <span class="_ _7"></span>wyłączenia <span class="_ _8"></span>dystrybutorów <span class="_ _7"></span>n<span class="_ _1"></span>a <span class="_ _7"></span>stacjach <span class="_ _8"></span>paliw </span></span></div><div class="t m0 xc h2 yc55 ff1 fs0 fc1 sc0 ls0 ws0">i spadek wolumenu sprzedaży.<span class="ff2"> </span></div><div class="t m0 xa h11 yc56 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zwiększenie kosztów spowodowane zakłóceniami w transporcie morskim.<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y32d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wzrost nakładów finansowych spowodowanych przestojami w dzia<span class="_ _0"></span>łalności. <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc57 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wzrost kosztów ubezpieczenia ak<span class="_ _0"></span>tywów. <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc58 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Brak dostępności mediów (woda, energia <span class="_ _8"></span>e<span class="_ _1"></span>lektryczna) dla potrzeb infrastruktury.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y6af ff1 fs0 fc5 sc0 ls0 ws0">RYZYKO FIZYCZNE DŁUGOTRWAŁE –<span class="ff2"> </span>WPŁYW NA DZIAŁALNOŚĆ<span class="ff2"> I ANTYCYPOWANE SKUTKI FINANSOWE </span></div><div class="t m0 xa h11 y483 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wzrost kosztów prowadzonej działalności. <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y313 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Ograniczona podaż surowców i brak <span class="_ _0"></span>możliwości zaspokojenia potrzeb rynku, spadek przychodów.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yc59 ff1 fs0 fc5 sc0 ls0 ws0">REAKCJA NA RYZYKO FIZYCZNE KRÓTKO I DŁUGOTRWAŁE<span class="ff2"> </span></div><div class="t m0 xa h11 yc22 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Stosowanie Polityki Środowiskowej Grupy UNIMOT. <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc5a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Planowanie i wdrażanie projektów wpisujących się w dzia<span class="_ _0"></span>łania na rzecz zrównoważonego rozwoju. <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y195 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wpieranie innowacyjnych technologii o potencjale znacznych redukcji emisji gazów cieplarnianych. <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y424 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Prowadzenie  d<span class="_ _8"></span>zi<span class="_ _1"></span>ałalności  b<span class="_ _0"></span>iznesowej  oddzia<span class="_ _0"></span>ływującej  na <span class="_ _9"> </span>klimat  zgodnie  z<span class="_ _0"></span>  zasada<span class="_ _8"></span>m<span class="_ _1"></span>i  z<span class="_ _0"></span>równow<span class="_ _1"></span>ażonego<span class="_ _8"></span> </span></span></div><div class="t m0 xc h2 y197 ff2 fs0 fc1 sc0 ls0 ws0">rozwoju.  </div><div class="t m0 xa h11 yc5b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Częsta ocena zgodności działań z wymaga<span class="_ _0"></span>niami prawnymi w zakresie wpływu na klimat. <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc5c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Aktywne <span class="_ _8"></span>poszukiwanie <span class="_ _8"></span>rozwiązań <span class="_ _8"></span>technicznych <span class="_ _8"></span>i <span class="_ _8"></span>organizacyjnych <span class="_ _8"></span>minimalizujących <span class="_ _8"></span>wpływ <span class="_ _0"></span>działalności <span class="_ _8"></span>Grupy </span></span></div><div class="t m0 xc h2 yc5d ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _f"> </span>zmiany <span class="_ _10"> </span>klimatu, <span class="_ _10"> </span>stopniowe<span class="_ _1"></span> <span class="_ _f"> </span>dostosowywanie <span class="_ _10"> </span>majątku <span class="_ _10"> </span>do <span class="_ _f"> </span>konse<span class="_ _1"></span>kwencji <span class="_ _f"> </span>e<span class="_ _1"></span>kstrema<span class="_ _0"></span>lnych <span class="_ _f"> </span>zjawisk </div><div class="t m0 xc h2 yc5e ff1 fs0 fc1 sc0 ls0 ws0">pogodowych <span class="_ _5"> </span>oraz <span class="_ _b"> </span>zmienności <span class="_ _5"> </span>warunków <span class="_ _b"> </span>pogodowych <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>szczególności<span class="_ _1"></span><span class="ff2"> <span class="_ _b"> </span></span>w <span class="_ _5"> </span>segmentach <span class="_ _b"> </span>wrażliwych <span class="_ _5"> </span>na <span class="_ _b"> </span>te </div><div class="t m0 xc h2 yc5f ff2 fs0 fc1 sc0 ls0 ws0">czynniki. </div><div class="t m0 xa h11 yc60 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Optymalizacja <span class="_ _4"></span>nakładów <span class="_ _5"> </span>inwes<span class="_ _1"></span>tycyjnych <span class="_ _4"></span>na <span class="_ _5"> </span>odtworzenie <span class="_ _5"> </span>majątku, <span class="_ _4"></span>cz<span class="_ _1"></span>ynne <span class="_ _4"> </span>mo<span class="_ _1"></span>nitorowanie <span class="_ _4"></span>stanu <span class="_ _5"> </span>maszyn, </span></span></div><div class="t m0 xc h2 yc61 ff1 fs0 fc1 sc0 ls0 ws0">urządzeń i instalacji. <span class="ff2"> </span></div><div class="t m0 xa h11 yc62 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Podnoszenie <span class="_ _19"> </span>kwalifika<span class="_ _0"></span>cji <span class="_ _d"> </span>z<span class="_ _1"></span>awodowych <span class="_ _d"> </span>i <span class="_ _19"> </span>kultury <span class="_ _d"> </span>pracy <span class="_ _19"> </span>poprzez <span class="_ _d"> </span>org<span class="_ _1"></span>anizowanie <span class="_ _d"> </span>kursów <span class="_ _19"> </span>i <span class="_ _d"> </span>szkoleń <span class="_ _19"> </span>dla </span></span></div><div class="t m0 xc h2 yc63 ff1 fs0 fc1 sc0 ls0 ws0">pracowników. <span class="ff2"> </span></div><div class="t m0 x1 h2 yc64 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf70" class="pf w0 h0" ><div class="pc pc70 w0 h0"><img class="bi x9 yc65 w9 h15c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">112<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0">Podejście do zarządzania ryzykiem klimatycznym i cele w obszarze<span class="ff2"> </span></div><div class="t m0 x1 h2 y7 ff2 fs0 fc1 sc0 ls0 ws0">Zidentyfikowane <span class="_ _6"></span>kluczowe <span class="_ _a"></span>ryzyk<span class="_ _0"></span>a <span class="_ _6"></span><span class="ff1 ls16">są</span> <span class="_ _6"></span>wy<span class="_ _1"></span>korzystywane <span class="_ _6"></span><span class="ff1">do <span class="_ _a"></span>przygotowania <span class="_ _1"></span>od<span class="_ _1"></span>powiednich <span class="_ _6"></span>inicjatyw <span class="_ _6"></span>mitygujących <span class="_ _6"></span>o<span class="_ _1"></span>raz </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _c"> </span>o<span class="_ _1"></span>pracowania <span class="_ _c"> </span>przyszłych <span class="_ _9"> </span>strategii <span class="_ _9"> </span>i <span class="_ _9"> </span>adaptacji <span class="_ _c"> </span>do <span class="_ _9"> </span>zmieniającego <span class="_ _9"> </span>się <span class="_ _9"> </span>klimatu. <span class="_ _9"> </span>Wobec <span class="_ _c"> </span>no<span class="_ _1"></span>wych <span class="_ _c"> </span>działalności <span class="_ _9"> </span>lub </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">inwestycji, ryzyka związane ze zmianą<span class="_ _0"></span> klimatu będą również uwzględnianie, jako dodatkowe <span class="_ _1"></span><span class="ff2">kryterium ich oceny.  </span></div><div class="t m0 x1 h2 y11b ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>202<span class="_ _1"></span>5 <span class="_ _6"></span><span class="ff1">roku <span class="_ _a"></span>Grupa <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>będzie <span class="_ _6"></span>prowadziła <span class="_ _a"></span>działania <span class="_ _6"></span>m<span class="_ _1"></span>ające <span class="_ _6"></span>na <span class="_ _a"></span>celu <span class="_ _a"></span>zapewnienie <span class="_ _6"></span>zgodności <span class="_ _a"></span>z <span class="_ _6"></span>Rekomendacją </span></div><div class="t m0 x1 h2 y794 ff2 fs0 fc1 sc0 ls0 ws0">TCFD <span class="_ _1"></span>(Task <span class="_ _1"></span>Forc<span class="_ _1"></span>e <span class="_ _1"></span>on <span class="_ _6"></span>Climate-<span class="ff1">Related <span class="_ _1"></span>Financial <span class="_ _1"></span>Dis<span class="_ _1"></span>closures). <span class="_ _1"></span>Zostaną <span class="_ _1"></span>również <span class="_ _6"></span>przygotowane <span class="_ _1"></span>analizy <span class="_ _1"></span>sc<span class="_ _1"></span>enariuszowe </span></div><div class="t m0 x1 h2 y795 ff2 fs0 fc1 sc0 ls0 ws0">w <span class="_ _e"> </span>ryzykach <span class="_ _d"> </span>klimaty<span class="_ _0"></span>cznych <span class="_ _d"> </span>na <span class="_ _e"> </span>podstawie <span class="_ _e"> </span>wytyczny<span class="_ _1"></span><span class="ff1">ch <span class="_ _e"> </span>Międzyrządowego <span class="_ _d"> </span>Zespołu <span class="_ _e"> </span>ds.<span class="_ _1"></span> <span class="_ _e"> </span>Zmian <span class="_ _e"> </span>Klimatu <span class="_ _e"> </span>(IPCC) <span class="_ _e"> </span>i </span></div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">Międzynarodowej <span class="_ _8"></span>Agencji <span class="_ _8"></span>Ene<span class="_ _1"></span>rgetycznej <span class="_ _8"></span>(IEA). Będą <span class="_ _7"></span>one<span class="_ _1"></span> <span class="_ _8"></span>podstawą <span class="_ _8"></span>do analizy <span class="_ _7"></span>wpływu zmian <span class="_ _8"></span>klimatycznych <span class="_ _8"></span>na <span class="_ _8"></span>Gru<span class="_ _1"></span>pę </div><div class="t m0 x1 h2 y754 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT. </div><div class="t m0 x1 h2 y120 ff1 fs0 fc1 sc0 ls0 ws0">Poza <span class="_ _5"> </span>analizą <span class="_ _b"> </span>scenariuszową, <span class="_ _5"> </span>zos<span class="_ _1"></span>tanie <span class="_ _5"> </span>przeprowadzona <span class="_ _5"> </span>an<span class="_ _1"></span>aliza <span class="_ _5"> </span>odporności <span class="_ _b"> </span>strategii <span class="_ _5"> </span>i <span class="_ _b"> </span>modelu <span class="_ _b"> </span>biznesowego <span class="_ _b"> </span>Grupy<span class="_ _8"></span> </div><div class="t m0 x1 h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _8"></span>przez <span class="_ _8"></span>pryzmat <span class="_ _7"></span>r<span class="_ _1"></span>yzyk <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _8"></span>szans. <span class="_ _8"></span>Analiza <span class="_ _8"></span>zostanie <span class="_ _8"></span>przeprowadzona <span class="_ _8"></span>w <span class="_ _8"></span>oparciu <span class="_ _8"></span>o <span class="_ _8"></span>kr<span class="_ _1"></span>yteria <span class="_ _7"></span>j<span class="_ _1"></span>akościowe <span class="_ _8"></span>oraz <span class="_ _8"></span>ilościowe </div><div class="t m0 x1 h2 y122 ff1 fs0 fc1 sc0 ls0 ws0">dla wybranych etapów łańcucha wartości.<span class="ff2"> </span></div><div class="t m0 x1 h2 y123 ff1 fs0 fc1 sc0 ls0 ws0">Analiza <span class="_ _c"> </span>ry<span class="_ _1"></span>zyk <span class="_ _9"> </span>klimatycznych <span class="_ _9"> </span>została <span class="_ _9"> </span>przeprowadzona <span class="_ _9"> </span>również <span class="_ _9"> </span>w <span class="_ _c"> </span>r<span class="_ _1"></span>amach <span class="_ _9"> </span>procesu <span class="_ _9"> </span>analizy <span class="_ _9"> </span>podwójnej <span class="_ _9"> </span>istotności, </div><div class="t m0 x1 h2 y124 ff1 fs0 fc1 sc0 ls0 ws0">zaprezentowanej w części 1.6.2. niniejszego raportu, w ramach ujawnienia IRO<span class="ff2">-<span class="ls1">1.</span> </span></div><div class="t m0 xc h85 yc66 ff1 fs1 fc7 sc0 ls0 ws0">2.1.2. Emisje gaz<span class="_ _8"></span>ów cieplarnianych<span class="ff2"> </span></div></div><div class="c x1 yc67 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E1<span class="ls0">-6   E1-7   E1-8<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y30a ff1 fs0 fc1 sc0 ls0 ws0">W Sprawozdaniu Grupa UNIMOT po raz pierwszy zap<span class="_ _0"></span>rezentowała poziom emisji gazów cieplarnianych  w zakresie 1, </div><div class="t m0 x1 h2 y238 ff2 fs0 fc1 sc0 ls0 ws0">2 <span class="_ _6"></span>oraz <span class="_ _a"></span>3 <span class="_ _a"></span>obliczonych <span class="_ _a"></span>zgodnie <span class="_ _a"></span>z <span class="_ _6"></span>The <span class="_ _a"></span>Greenhouse<span class="_ _1"></span> <span class="_ _6"></span>Gas <span class="_ _a"></span>Protocol <span class="_ _6"></span>Corporate <span class="_ _a"></span>Accounting <span class="_ _a"></span>and <span class="_ _a"></span>Reporting <span class="_ _6"></span>S<span class="_ _1"></span>tandard. <span class="_ _6"></span>Rok </div><div class="t m0 x1 h2 y95 ff1 fs0 fc1 sc0 ls0 ws0">2024 został zatem uznany za rok bazowy (base year) dla raportowania emisji dla całej Grup<span class="_ _0"></span>y Kapitałowej. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yc68 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Zakres konsolidacji </span></span></div><div class="t m0 x1 h2 yc69 ff2 fs0 fc1 sc0 ls0 ws0">Zgodnie  z <span class="_ _e"> </span>wytycznymi <span class="_ _e"> </span>ESRS <span class="_ _e"> </span>E1-<span class="ff1">6 <span class="_ _e"> </span>jako  kryterium <span class="_ _e"> </span>konsolidacji <span class="_ _e"> </span>emisji  g<span class="_ _1"></span>azów  cie<span class="_ _1"></span>plarnianych  przyjęto <span class="_ _e"> </span>kontrolę </span></div><div class="t m0 x1 h2 yc6a ff1 fs0 fc1 sc0 ls0 ws0">operacyjną. <span class="_ _e"> </span>Dlatego <span class="_ _d"> </span>analizą <span class="_ _d"> </span>śladu <span class="_ _d"> </span>węglowego <span class="_ _d"> </span>objęte <span class="_ _d"> </span>są <span class="_ _d"> </span>Spółki <span class="_ _d"> </span><span class="ff2">Gru<span class="_ _1"></span>py <span class="_ _d"> </span></span>Kapitałowej <span class="_ _d"> </span>objęte <span class="_ _e"> </span>s<span class="_ _1"></span>konsolidowanym<span class="_ _8"></span> </div><div class="t m0 x1 h2 y4c8 ff2 fs0 fc1 sc0 ls0 ws0">sprawozdaniem <span class="_ _8"></span>finansowym <span class="_ _0"></span><span class="ff1">(z <span class="_ _8"></span>w<span class="_ _1"></span>łączeniami <span class="_ _8"></span>określonymi <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>częś<span class="_ _1"></span>ci <span class="_ _8"></span>1.1. <span class="_ _0"></span>Sprawozdania)<span class="ff2">, <span class="_ _8"></span>pr<span class="_ _1"></span>zy <span class="_ _8"></span>czym <span class="_ _8"></span>e<span class="_ _1"></span>misje <span class="_ _8"></span>raportowane </span></span></div><div class="t m0 x1 h2 yc6b ff1 fs0 fc1 sc0 ls0 ws0">są <span class="_ _8"></span>w <span class="_ _0"></span>ujęciu <span class="_ _8"></span>peł<span class="_ _1"></span>nym, <span class="_ _8"></span>tj. <span class="_ _8"></span>obejmującym <span class="_ _8"></span>100 %<span class="_ _0"></span> <span class="_ _8"></span>emisji p<span class="_ _0"></span>oszczególnych Spółek. <span class="_ _8"></span>Oznacza <span class="_ _8"></span>to <span class="_ _8"></span>równie<span class="_ _1"></span>ż, <span class="_ _8"></span>że <span class="_ _8"></span>emis<span class="_ _1"></span>je <span class="_ _8"></span>wynikające </div><div class="t m0 x1 h2 yc6c ff1 fs0 fc1 sc0 ls0 ws0">ze <span class="_ _0"></span>spalania <span class="_ _8"></span>paliw i <span class="_ _8"></span>zużycia energii <span class="_ _8"></span>elektrycznej w <span class="_ _8"></span>wynajmowanych aktywach <span class="_ _8"></span>na niższym <span class="_ _0"></span>i <span class="_ _8"></span>w<span class="_ _1"></span>yższym <span class="_ _8"></span>szc<span class="_ _1"></span>zeblu <span class="_ _8"></span>łańcuc<span class="_ _1"></span>ha </div><div class="t m0 x1 h2 yc6d ff1 fs0 fc1 sc0 ls0 ws0">wartości, <span class="_ _1"></span>zaliczono <span class="_ _6"></span>do <span class="_ _1"></span>odpowiednio <span class="_ _1"></span>pierwsze<span class="_ _1"></span>go <span class="_ _1"></span>i <span class="_ _1"></span>drugiego <span class="_ _1"></span>zakresu <span class="_ _1"></span>ś<span class="_ _1"></span>ladu <span class="_ _1"></span>węglowego. <span class="_ _1"></span>Wszystkie <span class="_ _1"></span>Spółki <span class="_ _a"></span>zastosowały<span class="ff2"> </span></div><div class="t m0 x1 h2 ya7a ff1 fs0 fc1 sc0 ls0 ws0">jednolitą <span class="_ _b"> </span>metodologię <span class="_ _c"> </span>obliczania <span class="_ _c"> </span>emisji, <span class="_ _c"> </span>zgodną <span class="_ _c"> </span>z <span class="_ _c"> </span>wytycznymi <span class="_ _c"> </span>ESRS <span class="_ _b"> </span>E1<span class="_ _6"></span><span class="ff2">-6 <span class="_ _c"> </span>i <span class="_ _c"> </span>GHG <span class="_ _c"> </span>Protocol. <span class="_ _c"> </span>Konsolidacja <span class="_ _c"> </span>danych </span></div><div class="t m0 x1 h2 yc6e ff1 fs0 fc1 sc0 ls0 ws0">uwzględnia <span class="_ _8"></span>przepływ<span class="ff2">y <span class="_ _8"></span><span class="ff1">pomiędzy <span class="_ _0"></span>Spółkami, <span class="_ _8"></span>tak <span class="_ _8"></span>a<span class="_ _1"></span>by <span class="_ _8"></span>uniknąć <span class="_ _8"></span>podwójnego nali<span class="_ _0"></span>czania <span class="_ _8"></span>emisji. <span class="_ _8"></span>Do<span class="_ _1"></span>tyczy <span class="_ _8"></span>to <span class="_ _8"></span>w szczególności </span></span></div><div class="t m0 x1 h2 yc6f ff1 fs0 fc1 sc0 ls0 ws0">przepływu <span class="_ _6"></span>ene<span class="_ _1"></span>rgii <span class="_ _6"></span>elektrycznej <span class="_ _a"></span>i <span class="_ _6"></span>p<span class="_ _1"></span>aliw, <span class="_ _6"></span>co <span class="_ _a"></span>omówione <span class="_ _a"></span>zostało <span class="_ _6"></span>odpowiednio <span class="_ _a"></span>w <span class="_ _a"></span>założeniach <span class="_ _6"></span>do <span class="_ _a"></span>zakresu <span class="_ _a"></span>2 <span class="_ _6"></span>i <span class="_ _a"></span>zakresu <span class="_ _a"></span>3 </div><div class="t m0 x1 h2 yc70 ff2 fs0 fc1 sc0 ls0 ws0">kategoria 1. </div><div class="t m0 xa h11 yc71 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Metodologia i założenia<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y6b2 ff1 fs0 fc1 sc0 ls0 ws0">Ślad <span class="_ _1"></span>węglowy <span class="_ _1"></span>GK <span class="_ _6"></span>UNIMOT <span class="_ _1"></span>oblic<span class="_ _1"></span>zony <span class="_ _1"></span>został <span class="_ _1"></span>wg <span class="_ _1"></span>w<span class="_ _1"></span>ytycznych <span class="_ _1"></span>przedstawionych <span class="_ _1"></span>w <span class="_ _6"></span>„GHG <span class="_ _1"></span>Proto<span class="_ _1"></span>col <span class="_ _1"></span>Corporate <span class="_ _1"></span>Standard” </div><div class="t m0 x1 h2 yae3 ff1 fs0 fc1 sc0 ls0 ws0">(Standard <span class="_ _6"></span>korporacyjny <span class="_ _a"></span>w <span class="_ _a"></span>ramach <span class="_ _a"></span>Protokołu <span class="_ _a"></span>w <span class="_ _6"></span>sprawie <span class="_ _a"></span>emisji <span class="_ _a"></span>gazów <span class="_ _6"></span>c<span class="_ _1"></span>ieplarnianych) <span class="_ _6"></span>z <span class="_ _a"></span>roku <span class="_ _a"></span>2004. <span class="_ _a"></span>W <span class="_ _6"></span>obliczeniach </div><div class="t m0 x1 h2 y1f5 ff1 fs0 fc1 sc0 ls0 ws0">uwzględniono gazy cieplarniane<span class="_ _1"></span> regulowane<span class="ff2"> <span class="_ _1"></span></span>Protokołem z Kioto, tj.:<span class="_ _1"></span> CO</div><div class="t m0 x37 h5d yc72 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x80 h2 y1f5 ff2 fs0 fc1 sc0 ls0 ws0">, CH</div><div class="t m0 x81 h5d yc72 ff2 fs6 fc1 sc0 ls0 ws0">4</div><div class="t m0 x82 h2 y1f5 ff2 fs0 fc1 sc0 ls0 ws0">, N</div><div class="t m0 x83 h5d yc72 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x84 h2 y1f5 ff2 fs0 fc1 sc0 ls0 ws0">O, HFC, <span class="_ _1"></span>PFC, SF</div><div class="t m0 x85 h5d yc72 ff2 fs6 fc1 sc0 ls0 ws0">6</div><div class="t m0 x86 h2 y1f5 ff2 fs0 fc1 sc0 ls0 ws0"> oraz NF</div><div class="t m0 x87 h5d yc72 ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x88 h2 y1f5 ff2 fs0 fc1 sc0 ls0 ws0">. W ce<span class="_ _1"></span>lu </div><div class="t m0 x1 h2 yc73 ff1 fs0 fc1 sc0 ls0 ws0">obliczenia <span class="_ _7"></span>emisji <span class="_ _8"></span>ekwiwalentu <span class="_ _7"></span>dwutlenku <span class="_ _8"></span>węgla <span class="_ _7"></span>gazów <span class="_ _8"></span>innych <span class="_ _7"></span>niż <span class="_ _8"></span>CO</div><div class="t m0 x89 h5d yc74 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x8a h2 yc73 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _8"></span><span class="ff1">zastosowano <span class="_ _7"></span>najnowsze <span class="_ _8"></span>wartości <span class="_ _8"></span>współczynnika </span></div><div class="t m0 x1 h2 yc75 ff2 fs0 fc1 sc0 ls0 ws0">globalnego <span class="_ _9"> </span>ocieplenia <span class="_ _9"> </span>(GWP <span class="_ _9"> </span>100)  op<span class="_ _0"></span>ublikowane <span class="_ _9"> </span>przez <span class="_ _9"> </span>IPCC <span class="_ _9"> </span>na <span class="_ _9"> </span>podstawie <span class="_ _9"> </span>100<span class="_ _1"></span>-letniej  p<span class="_ _8"></span>e<span class="_ _1"></span>rspektywy. <span class="_ _9"> </span>Dokonano </div><div class="t m0 x1 h2 yc76 ff1 fs0 fc1 sc0 ls0 ws0">dezagregacji emisji gazów cieplarnianych na trz<span class="_ _0"></span>y zakresy przewidziane Protokołem GHG:<span class="ff2"> </span></div><div class="t m0 x1 h2 ybca ff2 fs0 fc5 sc0 ls0 ws0">Zakres <span class="_ _1"></span>1 <span class="_ _1"></span><span class="ff1">–</span> <span class="_ _1"></span><span class="ff1 fc1">emisje <span class="_ _1"></span>bezpośrednie<span class="_ _1"></span> <span class="_ _1"></span>będące w<span class="_ _1"></span>ynikiem s<span class="_ _1"></span>palania <span class="_ _1"></span>paliw, <span class="_ _1"></span>emisje <span class="_ _1"></span>procesowe <span class="_ _1"></span>i <span class="_ _1"></span>niezorganizowane <span class="_ _1"></span>w <span class="_ _1"></span>źródłach </span></div><div class="t m0 x1 h2 y49d ff1 fs0 fc1 sc0 ls0 ws0">stacjonarnych <span class="_ _b"> </span>i <span class="_ _c"> </span>mobilnych <span class="_ _b"> </span>będących <span class="_ _c"> </span>własnością <span class="_ _b"> </span>lub <span class="_ _c"> </span>pod <span class="_ _b"> </span>kontrolą <span class="_ _c"> </span>operacyjną <span class="_ _b"> </span>GK. <span class="_ _c"> </span>Źródła <span class="_ _b"> </span>mobilne <span class="_ _c"> </span>emisji <span class="_ _b"> </span>gazów<span class="_ _1"></span> </div><div class="t m0 x1 h2 yc77 ff2 fs0 fc1 sc0 ls0 ws0">cieplarnianych <span class="_ _7"></span>w <span class="_ _8"></span>GK <span class="_ _7"></span>UNIMOT<span class="_ _1"></span> <span class="_ _7"></span>t<span class="_ _1"></span>o: <span class="_ _7"></span>samoc<span class="_ _1"></span>hody <span class="_ _7"></span>osobowe <span class="_ _7"></span>i <span class="_ _8"></span><span class="ff1">c<span class="_ _1"></span>iężarowe, <span class="_ _8"></span>lokomotywy <span class="_ _7"></span>spalinowe <span class="_ _8"></span>i <span class="_ _8"></span>wózki <span class="_ _7"></span>widłowe <span class="_ _8"></span>napędzane </span></div><div class="t m0 x1 h2 yc78 ff1 fs0 fc1 sc0 ls0 ws0">olejem <span class="_ _4"></span>napędowym, <span class="_ _4"> </span>benzyną <span class="_ _4"> </span>i <span class="_ _5"> </span>LPG. <span class="_ _4"></span>Źródła <span class="_ _4"></span>stacjonarne <span class="_ _5"> </span>emisji <span class="_ _4"></span>gazów <span class="_ _4"></span>cieplarnianych <span class="_ _4"></span>w <span class="_ _4"> </span>Grupie <span class="_ _5"> </span>UNIMOT <span class="_ _4"></span>to: <span class="_ _4"> </span>kotły </div><div class="t m0 x1 h2 yc79 ff1 fs0 fc1 sc0 ls0 ws0">gazowe, <span class="_ _4"> </span>w<span class="_ _1"></span>ęglowe <span class="_ _4"> </span>i <span class="_ _5"> </span>olejowe <span class="_ _5"> </span>służące <span class="_ _5"> </span>do <span class="_ _5"> </span>produkcji <span class="_ _4"></span>ene<span class="_ _1"></span>rgii <span class="_ _4"></span>ele<span class="_ _1"></span>ktrycznej <span class="_ _4"></span>i <span class="_ _5"> </span>ciepła, <span class="_ _5"> </span>zar<span class="_ _1"></span>ówno <span class="_ _5"> </span>na <span class="_ _4"> </span>potrzeb<span class="_ _1"></span>y <span class="_ _4"></span>własne<span class="_ _1"></span>, <span class="_ _4"> </span>jak </div><div class="t m0 x1 h2 yc7a ff1 fs0 fc1 sc0 ls0 ws0">również <span class="_ _8"></span>do sprz<span class="_ _0"></span>edaży <span class="_ _8"></span>n<span class="_ _1"></span>a <span class="_ _8"></span>rynek<span class="_ _1"></span>. <span class="_ _8"></span>Paliwa wykorzy<span class="_ _8"></span>s<span class="_ _1"></span>tywane <span class="_ _8"></span>do<span class="_ _1"></span> <span class="_ _8"></span>tego <span class="_ _0"></span>celu, <span class="_ _0"></span>to <span class="_ _0"></span>gaz <span class="_ _8"></span>ziemny, węgiel <span class="_ _8"></span>kamienny <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>olej<span class="_ _1"></span> <span class="_ _8"></span>opałowy. </div><div class="t m0 x1 h2 yae8 ff1 fs0 fc1 sc0 ls0 ws0">Ponadto <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>2024 <span class="_ _b"> </span>roku <span class="_ _b"> </span>zidentyfikowano <span class="_ _b"> </span>emisje <span class="_ _b"> </span>niezorganizowane <span class="_ _b"> </span>metanu <span class="_ _5"> </span>przy <span class="_ _b"> </span>przeładunku <span class="_ _b"> </span>LNG <span class="_ _b"> </span>oraz <span class="_ _b"> </span>czynników </div><div class="t m0 x1 h2 yc7b ff1 fs0 fc1 sc0 ls0 ws0">chłodniczych  (HFC  i <span class="_ _9"> </span>PFC).  Ujawniono  również <span class="_ _9"> </span>biogeniczne  emisje  CO</div><div class="t m0 x8b h5d yc7c ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x8c h2 yc7b ff2 fs0 fc1 sc0 ls0 ws0">  <span class="ff1">ze  spa<span class="_ _0"></span>lania  dodatku <span class="_ _9"> </span>biokomponentó<span class="_ _1"></span>w </span></div><div class="t m0 x1 h2 yc7d ff1 fs0 fc1 sc0 ls0 ws0">zawartych w<span class="_ _1"></span> o<span class="_ _1"></span>leju <span class="_ _1"></span>napędowym i <span class="_ _1"></span>benzynie <span class="_ _1"></span>(wynikających <span class="_ _1"></span>z <span class="_ _1"></span>realizacji <span class="_ _1"></span>Narodowych <span class="_ _1"></span>Celów <span class="_ _1"></span>Wskaźnikowych) <span class="_ _1"></span>oddzielnie </div><div class="t m0 x1 h2 ya55 ff1 fs0 fc1 sc0 ls0 ws0">od emisji gazów cieplarnia<span class="_ _8"></span>nyc<span class="_ _1"></span>h zakresu 1, ale uwzględniono emisje innych rodzajów g<span class="_ _8"></span>azów<span class="_ _1"></span> cieplarnianych (tj.: CH</div><div class="t m0 x8d h5d yc7e ff2 fs6 fc1 sc0 ls0 ws0">4</div><div class="t m0 x8e h2 ya55 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="ls34">i </span></div></div></div><div class="pi" ></div></div><div id="pf71" class="pf w0 h0" ><div class="pc pc71 w0 h0"><img class="bi x1 y7ec w18 he2" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">113<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0">N</div><div class="t m0 x60 h5d yc7f ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x8f h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">O). <span class="_ _1"></span>Zastosowane <span class="_ _1"></span>do <span class="_ _1"></span>obliczeń <span class="_ _1"></span>wartości <span class="_ _1"></span>ws<span class="_ _1"></span>kaźników emisji <span class="_ _6"></span>zaczerpnięto <span class="_ _1"></span>z <span class="_ _1"></span>najnowszej <span class="_ _1"></span>bazy <span class="_ _1"></span>danych <span class="_ _1"></span>wskaźników <span class="_ _1"></span>na </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">rok  2024  sporządzonej  przez  brytyjski  De<span class="_ _1"></span>partament  Środowiska,  Żywności  i  Spraw  Wie<span class="_ _1"></span>jskich  i  Departament </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwa <span class="_ _5"> </span>Energetycznego <span class="_ _4"> </span>i <span class="_ _5"> </span>Neutralnośc<span class="_ _1"></span>i <span class="_ _4"></span>K<span class="_ _1"></span>limatycznej <span class="_ _4"> </span>(<span class="_ _1"></span>DEFRA). <span class="_ _5"> </span>Wartości <span class="_ _5"> </span>wskaźników <span class="_ _4"> </span>zebrano <span class="_ _5"> </span>w <span class="_ _5"> </span>poniższej </div><div class="t m0 x1 h2 y1a2 ff2 fs0 fc1 sc0 ls0 ws0">tabeli. </div></div><div class="c x1 yc80 w6f h15d"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xe yc80 w70 h15d"><div class="t m0 xd h2 y0 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x2f yc80 w71 h15d"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">Zakres 1 </div></div><div class="c x1 yc81 w6f h16"><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">GHG źródło emisji<span class="ff2"> </span></div></div><div class="c xe yc81 w70 h16"><div class="t m0 xd h2 ye2 ff2 fs0 fc2 sc0 ls0 ws0">Jednostka </div></div><div class="c x2f yc81 w72 h16"><div class="t m0 xd h2 ye2 ff2 fs0 fc2 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d yc82 ff2 fs6 fc7 sc0 ls0 ws0">2</div><div class="t m0 x1f h2 ye2 ff2 fs0 fc7 sc0 ls0 ws0">e<span class="fc2"> </span></div></div><div class="c x1b yc81 w73 h16"><div class="t m0 xd h2 yde ff2 fs0 fc2 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d yc83 ff2 fs6 fc2 sc0 ls0 ws0">2</div><div class="t m0 x1f h2 yde ff2 fs0 fc2 sc0 ls0 ws0">e of CO</div><div class="t m0 x90 h5d yc83 ff2 fs6 fc2 sc0 ls0 ws0">2</div><div class="t m0 x1 h2 yde ff2 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 xd h2 ye2 ff1 fs0 fc2 sc0 ls0 ws0">na jednostkę<span class="ff2"> </span></div></div><div class="c x91 yc81 w74 h16"><div class="t m0 xd h2 yde ff2 fs0 fc2 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d yc83 ff2 fs6 fc2 sc0 ls0 ws0">2</div><div class="t m0 x1f h2 yde ff2 fs0 fc2 sc0 ls0 ws0">e of CH</div><div class="t m0 x90 h5d yc83 ff2 fs6 fc2 sc0 ls0 ws0">4</div><div class="t m0 x92 h2 yde ff2 fs0 fc2 sc0 ls0 ws0">  </div><div class="t m0 xd h2 ye2 ff1 fs0 fc2 sc0 ls0 ws0">na jednostkę<span class="ff2"> </span></div></div><div class="c x4a yc81 w75 h16"><div class="t m0 xd h2 yde ff2 fs0 fc2 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d yc83 ff2 fs6 fc2 sc0 ls0 ws0">2</div><div class="t m0 x1f h2 yde ff2 fs0 fc2 sc0 ls0 ws0">e of N</div><div class="t m0 x93 h5d yc83 ff2 fs6 fc2 sc0 ls0 ws0">2</div><div class="t m0 x33 h2 yde ff2 fs0 fc2 sc0 ls35 ws0">O </div><div class="t m0 xd h2 ye2 ff1 fs0 fc2 sc0 ls0 ws0">na jednostkę<span class="ff2"> </span></div></div><div class="c x1 yc84 w6f h15e"><div class="t m0 xd h2 yc85 ff2 fs0 fc1 sc0 ls0 ws0">Gaz ziemny  </div><div class="t m0 xd h2 yc86 ff2 fs0 fc1 sc0 ls0 ws0">(100% kopalny) </div></div><div class="c xe y475 w70 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x2f y475 w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2590,46441 </div></div><div class="c x1b y475 w73 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2585,42000 </div></div><div class="c x91 y475 w74 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">3,85280 </div></div><div class="c x4a y475 w75 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1,19161 </div></div><div class="c xe yc87 w70 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">M</div><div class="t m0 x94 h5d yc88 ff2 fs6 fc1 sc0 ls0 ws0">3 </div></div><div class="c x2f yc87 w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2,06318 </div></div><div class="c x1b yc87 w73 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2,05916 </div></div><div class="c x91 yc87 w74 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00307 </div></div><div class="c x4a yc87 w75 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00095 </div></div><div class="c xe yc84 w70 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kWh (Net CV) </div></div><div class="c x2f yc84 w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,20440 </div></div><div class="c x1b yc84 w73 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,20399 </div></div><div class="c x91 yc84 w74 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00031 </div></div><div class="c x4a yc84 w75 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00010 </div></div><div class="c x1 yc89 w6f h160"><div class="t m0 xd h2 yc8a ff2 fs0 fc1 sc0 ls5 ws0">LPG<span class="ls0"> </span></div></div><div class="c xe y17a w70 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x2f y17a w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2939,36095 </div></div><div class="c x1b y17a w73 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2935,18000 </div></div><div class="c x91 y17a w74 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2,55360 </div></div><div class="c x4a y17a w75 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1,62735 </div></div><div class="c xe yc89 w70 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">litry </div></div><div class="c x2f yc89 w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1,55713 </div></div><div class="c x1b yc89 w73 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1,55491 </div></div><div class="c x91 yc89 w74 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00136 </div></div><div class="c x4a yc89 w75 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00086 </div></div><div class="c x1 yc8b w6f h161"><div class="t m0 xd h2 yc8c ff1 fs0 fc1 sc0 ls0 ws0">Diesel (średnia </div><div class="t m0 xd h2 y12f ff2 fs0 fc1 sc0 ls0 ws0">mieszanka biopaliw) </div></div><div class="c xe yc8d w70 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x2f yc8d w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">3014,09462 </div></div><div class="c x1b yc8d w73 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2974,86000 </div></div><div class="c x91 yc8d w74 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,34720 </div></div><div class="c x4a yc8d w75 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">38,88742 </div></div><div class="c xe yc8b w70 h162"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c x2f yc8b w72 h162"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2,51279 </div></div><div class="c x1b yc8b w73 h162"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2,47960 </div></div><div class="c x91 yc8b w74 h162"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00029 </div></div><div class="c x4a yc8b w75 h162"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,03290 </div></div><div class="c x1 yc8e w6f h160"><div class="t m0 xd h2 y916 ff2 fs0 fc1 sc0 ls0 ws0">Benzyna <span class="ff1">(średnia </span></div><div class="t m0 xd h2 y12f ff2 fs0 fc1 sc0 ls0 ws0">mieszanka biopaliw) </div></div><div class="c xe yc8f w70 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x2f yc8f w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2778,52935 </div></div><div class="c x1b yc8f w73 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2759,80000 </div></div><div class="c x91 yc8f w74 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">10,84160 </div></div><div class="c x4a yc8f w75 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">7,88775 </div></div><div class="c xe yc8e w70 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c x2f yc8e w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2,08440 </div></div><div class="c x1b yc8e w73 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2,07047 </div></div><div class="c x91 yc8e w74 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00806 </div></div><div class="c x4a yc8e w75 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00587 </div></div><div class="c x1 yc90 w6f h160"><div class="t m0 xd h2 yc8a ff1 fs0 fc1 sc0 ls0 ws0">Olej opałowy<span class="ff2"> </span></div><div class="t m0 xd h2 y3e6 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xe y399 w70 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x2f y399 w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">3228,89019 </div></div><div class="c x1b y399 w73 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">3216,38000 </div></div><div class="c x91 y399 w74 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">5,38720 </div></div><div class="c x4a y399 w75 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">7,12299 </div></div><div class="c xe yc90 w70 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c x2f yc90 w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">3,17493 </div></div><div class="c x1b yc90 w73 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">3,16262 </div></div><div class="c x91 yc90 w74 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00530 </div></div><div class="c x4a yc90 w75 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00701 </div></div><div class="c x1 yc91 w6f h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Węgiel (produkcja </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">energii elektrycznej) </div></div><div class="c xe yc91 w70 h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x2f yc91 w72 h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2262,11448 </div></div><div class="c x1b yc91 w73 h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2250,22000 </div></div><div class="c x91 yc91 w74 h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,67200 </div></div><div class="c x4a yc91 w75 h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">11,22248 </div></div><div class="c x1 yc92 w6f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Metan* </div></div><div class="c xe yc92 w70 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c x2f yc92 w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">29,80000 </div></div><div class="c x1b yc92 w73 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x91 yc92 w74 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4a yc92 w75 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yc93 w6f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">R404A** </div></div><div class="c xe yc93 w70 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c x2f yc93 w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">3943,00000 </div></div><div class="c x1b yc93 w73 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x91 yc93 w74 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4a yc93 w75 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yc94 w6f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">R410A** </div></div><div class="c xe yc94 w70 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c x2f yc94 w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1924,00000 </div></div><div class="c x1b yc94 w73 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x91 yc94 w74 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4a yc94 w75 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yc95 w6f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">R32** </div></div><div class="c xe yc95 w70 h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c x2f yc95 w72 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">677,00000 </div></div><div class="c x1b yc95 w73 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x91 yc95 w74 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4a yc95 w75 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yc97 ff2 fs0 fc1 sc0 ls0 ws0">*IPCC AR 6 </div><div class="t m0 x1 h2 yc98 ff1 fs0 fc1 sc0 ls0 ws0">**Czynniki chłodnicze<span class="ff2"> </span>używane w urządzeniach klimatyzacyjnych<span class="ff2">. </span></div><div class="t m2 x1 h1d yc99 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _e"> </span>2-1.</div><div class="t m0 x95 h2 yc99 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x2b h1d yc99 ff1 fs5 fc1 sc0 ls0 ws0">Wskaźniki <span class="_ _e"> </span>emisji <span class="_ _d"> </span>gazów <span class="_ _e"> </span>cie<span class="_ _1"></span>plarnianych <span class="_ _e"> </span>związane <span class="_ _d"> </span>ze <span class="_ _e"> </span>zużytymi <span class="_ _d"> </span>paliwami <span class="_ _d"> </span>w <span class="_ _e"> </span>źródłach <span class="_ _d"> </span>mobilnych <span class="_ _e"> </span>i </div><div class="t m2 x1 h1d yc9a ff1 fs5 fc1 sc0 ls0 ws0">stacjonarnych oraz emisjami niezorganizowanymi metanu <span class="_ _0"></span>i czynników chło<span class="_ _1"></span>dniczych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y743 ff2 fs0 fc5 sc0 ls0 ws0">Zakres <span class="_ _0"></span>2<span class="fc1"> <span class="_ _0"></span><span class="ff1">–<span class="ff2"> </span>emisje <span class="_ _8"></span>pośre<span class="_ _1"></span>dnie <span class="_ _8"></span>z<span class="_ _1"></span>wiązane <span class="_ _8"></span>z energią, tj. <span class="_ _8"></span>emisje wynikające <span class="_ _0"></span>z nabytej <span class="_ _8"></span>i wykorzystanej <span class="_ _8"></span>e<span class="_ _1"></span>nergii <span class="_ _8"></span>ele<span class="_ _1"></span>ktrycznej, </span></span></div><div class="t m0 x1 h2 yc20 ff1 fs0 fc1 sc0 ls0 ws0">cieplnej, chłodniczej i pary. <span class="_ _0"></span>Emisje w zakresie 2 obli<span class="_ _0"></span>czone zostały wg metody <span class="_ _0"></span>opartej na lokali<span class="_ _8"></span>zacji (location<span class="_ _1"></span><span class="ff2">-based) i </span></div><div class="t m0 x1 h2 yc9b ff2 fs0 fc1 sc0 ls0 ws0">metody <span class="_ _8"></span>opartej <span class="_ _8"></span>na<span class="_ _1"></span> <span class="_ _8"></span>rynku <span class="_ _8"></span>(marke<span class="_ _1"></span>t-<span class="ff1">based). <span class="_ _8"></span>W <span class="_ _8"></span>przypadku <span class="_ _0"></span>energii <span class="_ _8"></span>elektrycznej wartość <span class="_ _8"></span>współczynnika <span class="_ _8"></span>emisji d<span class="_ _8"></span>la<span class="_ _1"></span> <span class="_ _8"></span>metody </span></div><div class="t m0 x1 h2 yc9c ff1 fs0 fc1 sc0 ls0 ws0">opartej na lokalizacji za<span class="_ _0"></span>czerpnięta została z Krajowego Ośrodka Bilansowania i Za<span class="_ _0"></span>rządzania Emisjami</div></div><div class="c x0 y0 w76 h0"><div class="t m0 x96 h5d yc9d ff2 fs6 fc1 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x97 h2 yc9c ff2 fs0 fc1 sc0 ls0 ws0">, natomiast dla </div><div class="t m0 x1 h2 y79 ff1 fs0 fc1 sc0 ls0 ws0">metody <span class="_ _1"></span>opartej na <span class="_ _1"></span>r<span class="_ _1"></span>ynku wart<span class="_ _1"></span>ości <span class="_ _1"></span>wskaźników zaczerpnięte<span class="_ _1"></span> zos<span class="_ _1"></span>tały z <span class="_ _1"></span>ośw<span class="_ _1"></span>iadczeń s<span class="_ _1"></span>przedawców <span class="_ _1"></span>energii <span class="_ _1"></span>elektrycznej </div><div class="t m0 x1 h2 yc9e ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _7"></span>te<span class="_ _1"></span>mat <span class="_ _8"></span>struktury <span class="_ _8"></span>paliw <span class="_ _8"></span>i <span class="_ _8"></span>o<span class="_ _1"></span>ddziaływania <span class="_ _7"></span>na <span class="_ _8"></span>środowisko. <span class="_ _8"></span>Dla <span class="_ _8"></span>e<span class="_ _1"></span>nergii <span class="_ _8"></span>cieplnej <span class="_ _8"></span>wartość <span class="_ _8"></span>współ<span class="_ _1"></span>czynnika <span class="_ _7"></span>emisji <span class="_ _8"></span>dla <span class="_ _8"></span>metody </div><div class="t m0 x1 h2 yc9f ff2 fs0 fc1 sc0 ls0 ws0">opartej <span class="_ _a"></span>na <span class="_ _4"></span>l<span class="ff1">okalizacji <span class="_ _a"></span>zaczerpnię<span class="_ _1"></span>ta <span class="_ _a"></span>została <span class="_ _a"></span>z <span class="_ _4"></span>Urzędu <span class="_ _a"></span>Regulac<span class="_ _1"></span>ji <span class="_ _a"></span>Energetyki</span></div></div><div class="c x0 y0 w76 h0"><div class="t m0 x8b h5d yca0 ff2 fs6 fc1 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x8c h2 yc9f ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _a"></span>natomiast <span class="_ _a"></span>d<span class="_ _1"></span>la <span class="_ _a"></span>metody <span class="_ _a"></span>opartej <span class="_ _4"></span>na <span class="_ _a"></span>ryn<span class="_ _1"></span>ku </div><div class="t m0 x1 h2 yca1 ff1 fs0 fc1 sc0 ls0 ws0">wartości <span class="_ _4"></span>ws<span class="_ _1"></span>kaźników <span class="_ _a"></span>zaczerpnięte <span class="_ _5"> </span>zostały <span class="_ _4"></span>z <span class="_ _4"></span>ośw<span class="_ _1"></span>iadczeń <span class="_ _4"></span>sprzedawców <span class="_ _4"></span>energii <span class="_ _4"></span>cieplnej <span class="_ _5"> </span>na <span class="_ _4"></span>temat <span class="_ _4"></span>struktury <span class="_ _5"> </span>paliw <span class="_ _4"> </span>i </div><div class="t m0 x1 h2 y74a ff1 fs0 fc1 sc0 ls0 ws0">oddziaływania na środowisko. <span class="ff2"> </span></div><div class="t m0 x1 h2 yca2 ff2 fs0 fc1 sc0 lsa ws0">W <span class="_ _1"></span><span class="ls0">raportowanym <span class="_ _1"></span>okresie <span class="_ _6"></span>ramach <span class="_ _1"></span>GK <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>funkcjon<span class="ff1">owały</span> <span class="_ _1"></span>S<span class="ff1">półki <span class="_ _1"></span>(Tradea, <span class="_ _6"></span></span>RCEkoenergia <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>Energia <span class="_ _1"></span>i <span class="_ _6"></span>Gaz </span></div><div class="t m0 x1 h2 yca3 ff2 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _a"></span>UNIMOT <span class="_ _6"></span>Infrastruktura<span class="_ _1"></span> <span class="_ _6"></span><span class="ff1">(<span class="_ _1"></span>od <span class="_ _6"></span>11<span class="_ _1"></span> <span class="_ _6"></span>gru<span class="_ _1"></span>dnia <span class="_ _6"></span>2024 <span class="_ _a"></span>r. <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _6"></span>strukturach <span class="_ _a"></span>Spółki <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>Terminale)<span class="_ _1"></span>), <span class="_ _a"></span>które <span class="_ _6"></span>zajmuj<span class="_ _1"></span>ą <span class="_ _6"></span>się </span></div><div class="t m0 x1 h2 yca4 ff1 fs0 fc1 sc0 ls0 ws0">obrotem energią <span class="_ _8"></span>elektryczną, <span class="_ _8"></span>przy czym <span class="_ _8"></span>handel energią <span class="_ _8"></span>elektryczną odbywa <span class="_ _8"></span>się zarówno <span class="_ _8"></span>w ramach <span class="_ _8"></span>GK jak <span class="_ _8"></span>i poza <span class="_ _8"></span>nią. </div><div class="t m0 x1 h2 yca5 ff1 fs0 fc1 sc0 ls0 ws0">Energia będąca <span class="_ _0"></span>w obrocie pomiędzy niektórymi <span class="_ _8"></span>Spół<span class="_ _1"></span>kami GK może <span class="_ _8"></span>być<span class="_ _1"></span> z<span class="_ _0"></span>używana przez te Spółki alb<span class="_ _8"></span>o<span class="_ _1"></span> stanowić d<span class="_ _0"></span>alej </div><div class="t m0 x1 h2 yca6 ff2 fs0 fc1 sc0 ls0 ws0">przedmiot <span class="_ _1"></span>h<span class="ff1">andlu. <span class="_ _6"></span>Ponadto, <span class="_ _6"></span>nie<span class="_ _1"></span>które <span class="_ _1"></span>Spółki <span class="_ _6"></span>na <span class="_ _6"></span>potrzeby <span class="_ _6"></span>własne<span class="_ _1"></span> <span class="_ _1"></span>zaopatrują <span class="_ _1"></span>się<span class="_ _1"></span> <span class="_ _1"></span>dodatkowo <span class="_ _6"></span>w <span class="_ _6"></span>ene<span class="_ _1"></span>rgię <span class="_ _1"></span>ele<span class="_ _1"></span>ktryczną <span class="_ _1"></span>z </span></div><div class="t m0 x1 h2 y31e ff2 fs0 fc1 sc0 ls0 ws0">rynku. <span class="_ _5"> </span>W <span class="_ _b"> </span>zakresie <span class="_ _b"> </span>2, <span class="_ _b"> </span>zgodnie <span class="_ _5"> </span>z<span class="_ _1"></span> <span class="_ _5"> </span>wyt<span class="_ _1"></span><span class="ff1">ycznymi <span class="_ _5"> </span>GH<span class="_ _1"></span>G <span class="_ _b"> </span>Protocol, <span class="_ _5"> </span>ujęty <span class="_ _b"> </span>został <span class="_ _5"> </span>w<span class="_ _1"></span>yłącznie <span class="_ _5"> </span>wolu<span class="_ _1"></span>men <span class="_ _b"> </span>energii <span class="_ _5"> </span>ele<span class="_ _1"></span>ktrycznej </span></div><div class="t m0 x1 h2 yca7 ff1 fs0 fc1 sc0 ls0 ws0">zakupionej <span class="_ _a"></span>i <span class="_ _a"></span>zużytej <span class="_ _a"></span>(pochodzące<span class="_ _1"></span>j <span class="_ _a"></span>zarówno <span class="_ _a"></span>z <span class="_ _a"></span>rynku <span class="_ _a"></span>jaki<span class="_ _1"></span> <span class="_ _a"></span>i <span class="_ _a"></span>od <span class="_ _a"></span>Spółek <span class="_ _a"></span>GK), <span class="_ _a"></span>natomi<span class="_ _1"></span>ast <span class="_ _a"></span>wolumen <span class="_ _a"></span>energii <span class="_ _a"></span>elektrycznej </div><div class="t m0 x98 h3 y905 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w76 h0"><div class="t m0 x1 h163 y7db ff2 fs7 fc1 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x99 h164 y662 ff2 fs8 fc1 sc0 ls0 ws0">https://www.k<span class="_ _0"></span>obize.pl/pl/fil<span class="_ _0"></span>e/wskazniki-emi<span class="_ _0"></span>syjnosci/id/211/wskazni<span class="_ _0"></span>ki-emisyjnosci-<span class="_ _0"></span>dla-energii-e<span class="_ _0"></span>lektrycznej-<span class="ls36">za</span>-rok-2023-</div><div class="t m0 x1 h164 yca8 ff2 fs8 fc1 sc0 ls0 ws0">opubliko<span class="_ _8"></span>w<span class="_ _1"></span>ane-w-grudn<span class="_ _8"></span>iu-<span class="ls37">2024</span>-r </div></div><div class="c x0 y0 w76 h0"><div class="t m0 x1 h163 y4ad ff2 fs7 fc1 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x99 h164 yca9 ff2 fs8 fc1 sc0 ls0 ws0"> https://www.u<span class="_ _0"></span>re.gov.pl/pl/ciepl<span class="_ _8"></span>o/energetyka-cieplna-w-l </div></div><a class="l" href="#pf71" ><span class="d m1" style="border-style:none;position:absolute;left:919.620000px;bottom:548.880000px;width:7.770000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf71" ><span class="d m1" style="border-style:none;position:absolute;left:710.000000px;bottom:473.920000px;width:7.780000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf72" class="pf w0 h0" ><div class="pc pc72 w0 h0"><img class="bi x92 y51f w43 h8b" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">114<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">będący <span class="_ _6"></span>przedmiotem <span class="_ _6"></span>handlu <span class="_ _a"></span>z <span class="_ _6"></span>podmiotami <span class="_ _6"></span>spoza <span class="_ _a"></span>GK <span class="_ _6"></span>wykazany <span class="_ _6"></span>został <span class="_ _a"></span>w <span class="_ _6"></span>zakresie <span class="_ _a"></span>3 <span class="_ _6"></span>kategoria <span class="_ _6"></span>3 </div><div class="t m2 x4f h1d y6 ff1 fs5 fc1 sc0 ls0 ws0">Emisje <span class="_ _6"></span>związane <span class="_ _a"></span>z </div><div class="t m2 x1 h1d y118 ff1 fs5 fc1 sc0 ls0 ws0">paliwami <span class="_ _c"> </span>i <span class="_ _c"> </span>e<span class="_ _1"></span>nergia <span class="_ _c"> </span>nieujęte <span class="_ _c"> </span>w <span class="_ _9"> </span>zakresie <span class="_ _c"> </span>1 <span class="_ _9"> </span>i <span class="_ _c"> </span>2. </div><div class="t m0 x67 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">Schemat <span class="_ _c"> </span>przepływu <span class="_ _c"> </span>energii <span class="_ _c"> </span>elektrycznej <span class="_ _c"> </span>w <span class="_ _c"> </span>ramach <span class="_ _c"> </span>GK <span class="_ _c"> </span>UNIMOT </div><div class="t m0 x1 h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">przedstawia <span class="_ _1"></span>gr<span class="_ _1"></span>afika <span class="_ _1"></span>nr<span class="_ _1"></span> <span class="_ _6"></span>2-1<span class="ff1">. <span class="_ _1"></span>Z<span class="_ _1"></span>decydowana <span class="_ _6"></span>większość <span class="_ _6"></span>wolumenu <span class="_ _6"></span>ene<span class="_ _1"></span>rgii <span class="_ _1"></span>elektrycznej <span class="_ _6"></span>zużytej <span class="_ _6"></span>w <span class="_ _6"></span>r<span class="_ _1"></span>amach <span class="_ _1"></span>GK <span class="_ _6"></span>UNIMOT </span></div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">została <span class="_ _1"></span>wyznaczona <span class="_ _6"></span>na <span class="_ _6"></span>podstawie<span class="_ _1"></span> <span class="_ _1"></span>faktur <span class="_ _6"></span>(ok. <span class="_ _6"></span>99,9 <span class="_ _6"></span>%), <span class="_ _6"></span>natomiast <span class="_ _6"></span>pozostała <span class="_ _1"></span>c<span class="_ _1"></span>zęść <span class="_ _6"></span>(ok <span class="_ _1"></span>0,<span class="_ _1"></span>1 <span class="_ _1"></span>%), <span class="_ _6"></span>ze <span class="_ _6"></span>względu <span class="_ _1"></span>na <span class="_ _6"></span>brak </div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">danych <span class="_ _4"></span>pierwotnych <span class="_ _4"></span>(faktur, <span class="_ _5"> </span>odczytów <span class="_ _4"> </span>z <span class="_ _4"> </span>liczników),<span class="_ _1"></span> <span class="_ _4"></span>oszacowana <span class="_ _4"></span>została <span class="_ _4"> </span>na <span class="_ _5"> </span>podstawie <span class="_ _4"> </span>w<span class="_ _1"></span>ielkości <span class="_ _4"></span>wynajmowanych </div><div class="t m0 x1 h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">powierzchni <span class="_ _9"> </span>i <span class="_ _c"> </span>ś<span class="_ _1"></span>redniego <span class="_ _9"> </span>współczynnika <span class="_ _c"> </span>e<span class="_ _1"></span>nergochłonności <span class="_ _c"> </span>biur <span class="_ _9"> </span>(159 <span class="_ _9"> </span>kWh/m</div><div class="t m0 x9a h5d ycaa ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x9b h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">rok) <span class="_ _9"> </span>zaczerpniętego <span class="_ _9"> </span>z <span class="_ _c"> </span>opracowania </div><div class="t m0 x1 h2 y762 ff2 fs0 fc1 sc0 ls0 ws0">SKANSKA</div></div><div class="c x0 y0 w76 h0"><div class="t m0 x29 h5d ycab ff2 fs6 fc1 sc0 ls0 ws0">3</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h2 y762 ff2 fs0 fc1 sc0 ls0 ws0">. </div><div class="t m0 x2 h2 ycac ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y448 ff1 fs0 fc1 sc0 ls0 ws0">Linia <span class="_ _5"> </span>przerywana <span class="_ _5"> </span>prezentuje <span class="_ _b"> </span>granice <span class="_ _5"> </span>organizacyjne <span class="_ _5"> </span>Grupy <span class="_ _5"> </span>Kapitałowe<span class="_ _1"></span>j. <span class="_ _5"> </span>Linia <span class="_ _5"> </span>ciągła <span class="_ _4"> </span>o<span class="_ _1"></span>znacza <span class="_ _5"> </span>przepływy <span class="_ _5"> </span>i <span class="_ _5"> </span>kie<span class="_ _1"></span>runki </div><div class="t m0 x1 h2 ycad ff1 fs0 fc1 sc0 ls0 ws0">przepływów <span class="_ _9"> </span>energii <span class="_ _c"> </span>e<span class="_ _1"></span>lektrycznej <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>Grupie <span class="_ _9"> </span>UNIMOT. <span class="_ _9"> </span>Rynek, <span class="_ _9"> </span>z <span class="_ _9"> </span>którego <span class="_ _c"> </span>Spółki <span class="_ _9"> </span>Grupy <span class="_ _9"> </span>kupują <span class="_ _9"> </span>energię <span class="_ _9"> </span>to <span class="_ _c"> </span>źródła<span class="_ _1"></span> </div><div class="t m0 x1 h2 y316 ff1 fs0 fc1 sc0 ls0 ws0">zaopatrzenia. Rynek, do którego wychodzą produkty i usługi to klienci.<span class="ff2"> </span></div><div class="t m2 x1 h1d ycae ff2 fs5 fc1 sc0 ls0 ws0">Grafika 2-1<span class="ff1">. Przepływ energii elektrycznej w ramach Grupy <span class="_ _0"></span>Kapitałowej UNIMOT w 2024 r.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 yb74 ff2 fs0 fc5 sc0 ls0 ws0">Zakres <span class="_ _4"> </span>3 <span class="_ _b"> </span><span class="fc1">- <span class="_ _5"> </span><span class="ff1">pozostałe <span class="_ _5"> </span>emisje <span class="_ _5"> </span>pośre<span class="_ _1"></span>dnie <span class="_ _4"></span>w <span class="_ _5"> </span>łańcuchu<span class="_ _1"></span> <span class="_ _4"></span>wartości <span class="_ _5"> </span>sklasyfikowane <span class="_ _5"> </span>w <span class="_ _5"> </span>15 <span class="_ _5"> </span>kategoriach.<span class="_ _1"></span> <span class="_ _4"></span>Analizie <span class="_ _5"> </span>poddano </span></span></div><div class="t m0 x1 h2 ycaf ff1 fs0 fc1 sc0 ls0 ws0">wszystkie <span class="_ _6"></span>dotyczące <span class="_ _6"></span>GK <span class="_ _a"></span>UNIMOT <span class="_ _6"></span>kategorie, <span class="_ _6"></span>a <span class="_ _6"></span>nastę<span class="_ _1"></span>pnie <span class="_ _6"></span>zidentyfikowano <span class="_ _6"></span>najistotniejsze <span class="_ _6"></span>przyjmując <span class="_ _6"></span>jako <span class="_ _6"></span>kryterium </div><div class="t m0 x1 h2 ycb0 ff1 fs0 fc1 sc0 ls0 ws0">wielkość <span class="_ _1"></span>e<span class="_ _1"></span>misji <span class="_ _1"></span>gazów <span class="_ _6"></span>cieplarnianych. <span class="_ _6"></span>Standard<span class="ff2"> <span class="_ _6"></span></span>ESRS <span class="_ _6"></span>E1 <span class="_ _6"></span>nie <span class="_ _6"></span>definiuje <span class="_ _6"></span>progu <span class="_ _6"></span>odcięcia <span class="_ _6"></span>emisji, <span class="_ _6"></span>natomiast <span class="_ _1"></span>ze <span class="_ _6"></span>względu </div><div class="t m0 x1 h2 ycb1 ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _1"></span>dążenie <span class="_ _1"></span>przez Grupę<span class="_ _1"></span> do <span class="_ _1"></span>j<span class="_ _1"></span>ak <span class="_ _1"></span>najpełniejszego <span class="_ _1"></span>uwzględnienia emisji <span class="_ _1"></span>we<span class="_ _1"></span> <span class="_ _1"></span>wszystkich <span class="_ _1"></span>trzech zakresach,<span class="_ _1"></span> c<span class="_ _1"></span>o <span class="_ _1"></span>przyczynia </div><div class="t m0 x1 h2 ycb2 ff1 fs0 fc1 sc0 ls0 ws0">się d<span class="_ _0"></span>o <span class="_ _0"></span>dokładniejszego <span class="_ _8"></span>i bardziej <span class="_ _8"></span>transparentnego raportowania, <span class="_ _8"></span>w ostateczny<span class="ff2">m R</span>aporcie <span class="_ _8"></span>uwzględniono <span class="_ _8"></span>nie<span class="_ _1"></span>mal <span class="_ _8"></span>99 % </div><div class="t m0 x1 h2 ycb3 ff1 fs0 fc1 sc0 ls0 ws0">emisji <span class="_ _7"></span>stanow<span class="_ _1"></span>iących <span class="_ _7"></span>zakres <span class="_ _7"></span>3. <span class="_ _8"></span>Wszystkie <span class="_ _7"></span>aktywności <span class="_ _8"></span>generujące <span class="_ _7"></span>bezpośre<span class="_ _1"></span>dnie <span class="_ _7"></span>i <span class="_ _7"></span>pośre<span class="_ _1"></span>dnie, <span class="_ _7"></span>wynikające <span class="_ _7"></span>ze <span class="_ _7"></span>zużycia <span class="_ _8"></span>paliw </div><div class="t m0 x1 h2 ycb4 ff1 fs0 fc1 sc0 ls0 ws0">i energii, emisje gazów cieplarnianych związane z leasing<span class="_ _0"></span>ami i wynajmem zostały zaklasyfikowane do zak<span class="_ _0"></span>resu <span class="_ _1"></span><span class="ff2">1 i 2. </span></div><div class="t m0 x98 h3 ycb5 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w76 h0"><div class="t m0 x1 h163 ycb6 ff2 fs7 fc1 sc0 ls0 ws0">3</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x99 h164 ycb7 ff2 fs8 fc1 sc0 ls0 ws0"> https://www.skan<span class="_ _8"></span>ska.pl/4a2b98/sit<span class="_ _0"></span>eassets/oferta/biu<span class="_ _0"></span>ra/raporty-i-standardy/rapo<span class="_ _0"></span>rt-zuycia-en<span class="_ _0"></span>ergii-w-budynkach<span class="_ _8"></span>-</div><div class="t m0 x1 h164 ycb8 ff2 fs8 fc1 sc0 ls0 ws0">biurowych/zuzycie-<span class="_ _0"></span>energii-w-bu<span class="_ _8"></span>dynkach-biurowych-rapo<span class="_ _8"></span>rt.pdf </div></div><a class="l" href="#pf72" ><span class="d m1" style="border-style:none;position:absolute;left:197.922000px;bottom:1347.140000px;width:7.779000px;height:22.490000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf73" class="pf w0 h0" ><div class="pc pc73 w0 h0"><img class="bi x1 ycb9 w12 h45" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">115<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 1 Zakupione towary i usługi<span class="ff2"> </span></div><div class="t m0 x1 h2 ycba ff1 fs0 fc1 sc0 ls0 ws0">Kategoria <span class="_ _6"></span>obejmuje <span class="_ _a"></span>wszystkie <span class="_ _6"></span>emisje <span class="_ _a"></span>pośrednie <span class="_ _6"></span>(tzn. <span class="_ _6"></span>o<span class="_ _1"></span>d <span class="_ _6"></span>etapu <span class="_ _a"></span>pozyskania <span class="_ _6"></span>surowcó<span class="_ _1"></span>w <span class="_ _6"></span>do <span class="_ _a"></span>bram <span class="_ _6"></span>fabryki) <span class="_ _a"></span>związane <span class="_ _6"></span>z </div><div class="t m0 x1 h2 yc09 ff1 fs0 fc1 sc0 ls0 ws0">produkcją <span class="_ _8"></span>dó<span class="_ _1"></span>br i <span class="_ _8"></span>usług zakupionych lub <span class="_ _8"></span>nabytych przez <span class="_ _8"></span>s<span class="_ _1"></span>prawozdającą jednostkę <span class="_ _8"></span>w roku spra<span class="_ _0"></span>wozdawczym. P<span class="_ _0"></span>rodukty </div><div class="t m0 x1 h2 ycbb ff1 fs0 fc1 sc0 ls0 ws0">obejmują zarówno dobra materialne (towary), jak i usługi niematerialne. Kategoria <span class="_ _8"></span>1 o<span class="_ _1"></span>bejmuje emisje ze wszystkich </div><div class="t m0 x1 h2 ycbc ff1 fs0 fc1 sc0 ls0 ws0">zakupionych towarów <span class="_ _1"></span>i <span class="_ _1"></span>usług, <span class="_ _1"></span>które nie<span class="_ _1"></span> zostały <span class="_ _1"></span>uwzględnione <span class="_ _1"></span>w innych <span class="_ _1"></span>kategoriach <span class="_ _1"></span>emisji <span class="_ _1"></span>pośrednich <span class="_ _1"></span>zakresu 3 <span class="_ _1"></span>(tj. </div><div class="t m0 x1 h2 ycbd ff1 fs0 fc1 sc0 ls0 ws0">od kategorii 2 do <span class="_ _0"></span>8). Szczegółowe kategorie emisji pośrednich są <span class="ff2">raportowane oddzielnie w ka<span class="_ _0"></span>tegoriach od 2 do 8 w </span></div><div class="t m0 x1 h2 ycbe ff1 fs0 fc1 sc0 ls0 ws0">celu zwiększenia<span class="_ _8"></span> przejrzystości <span class="_ _8"></span>i spójności <span class="_ _0"></span>sprawozdań <span class="_ _8"></span>z <span class="ff2">z</span>akresu 3. <span class="_ _8"></span>Dokonano p<span class="_ _0"></span>ełnej a<span class="_ _8"></span>nalizy wydatków <span class="_ _8"></span>w ramach <span class="_ _8"></span>GK </div><div class="t m0 x1 h2 ycbf ff1 fs0 fc1 sc0 ls0 ws0">poniesionych na nabyte w 2024 roku towary i usługi, z <span class="_ _0"></span>wyłączeniem:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y1de ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">paliw zużytych w ramach GK (uwzględnione w zak<span class="_ _0"></span>resie 1 i zakresie 3 kategoria 3), <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y432 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">energii elektrycznej i ciepła (uwzględnione w zak<span class="_ _0"></span>resie 2 i zakresie 3 kategoria 3),<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y344 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">usług transportowych (uwzględnione w zakresie 3 ka<span class="_ _0"></span>tegoria 4),<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc0f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">usług zagospodarowania odpadów (uwzględnione w zakresie 3 kategoria 5),<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ycc0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">usług związanych z podróżami służbowymi (uwzględnione w zak<span class="_ _0"></span>resie 3 kategoria 6).<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 ycc1 ff1 fs0 fc1 sc0 ls0 ws0">Przeprowadzona <span class="_ _7"></span>przy <span class="_ _8"></span>powyższ<span class="_ _1"></span>ych <span class="_ _7"></span>założeniach <span class="_ _8"></span>analiza <span class="_ _8"></span>wydatków <span class="_ _8"></span>za <span class="_ _8"></span>2024 <span class="_ _8"></span>rok <span class="_ _8"></span>wykazała, <span class="_ _7"></span>że <span class="_ _8"></span>o<span class="_ _1"></span>k. <span class="_ _7"></span>97 <span class="_ _8"></span>% <span class="_ _8"></span>stanow<span class="_ _1"></span>ią <span class="_ _7"></span>wydatki </div><div class="t m0 x1 h2 ycc2 ff1 fs0 fc1 sc0 ls0 ws0">poniesione <span class="_ _a"></span>na <span class="_ _6"></span>paliwa <span class="_ _a"></span>będące <span class="_ _6"></span>przedmiotem <span class="_ _a"></span>handlu, <span class="_ _a"></span>a <span class="_ _6"></span>pozost<span class="_ _1"></span>ałe <span class="_ _a"></span>3 <span class="_ _6"></span>% <span class="_ _a"></span>stanowią <span class="_ _6"></span>wyd<span class="_ _1"></span>atki <span class="_ _6"></span>na <span class="_ _a"></span>inne <span class="_ _a"></span>towary <span class="_ _6"></span>i <span class="_ _a"></span>usługi. <span class="_ _a"></span>W </div><div class="t m0 x1 h2 ycc3 ff1 fs0 fc1 sc0 ls0 ws0">związku z powyższy<span class="_ _0"></span>m w analizie emisji<span class="ff2"> </span>gazów cieplarnianych w tej kategorii<span class="_ _0"></span> uwzględniono wyłącznie zakup <span class="_ _8"></span>p<span class="_ _1"></span>aliw, tj. </div><div class="t m0 x1 h2 yc8f ff1 fs0 fc1 sc0 ls0 ws0">zakup <span class="_ _7"></span>towarów <span class="_ _8"></span>stanowiących <span class="_ _7"></span>trzon <span class="_ _8"></span>działalności <span class="_ _8"></span>GK <span class="_ _8"></span><span class="ff2">UNIMOT. <span class="_ _8"></span><span class="ff1">Ponieważ <span class="_ _7"></span>handel <span class="_ _8"></span>paliwami <span class="_ _8"></span>odbywa <span class="_ _7"></span>s<span class="_ _1"></span>ię <span class="_ _7"></span>również <span class="_ _8"></span>pomiędzy </span></span></div><div class="t m0 x1 h2 y3e3 ff1 fs0 fc1 sc0 ls0 ws0">spółkami <span class="_ _c"> </span>w <span class="_ _9"> </span>GK <span class="_ _c"> </span>docho<span class="_ _1"></span>wano <span class="_ _c"> </span>szczególnej <span class="_ _9"> </span>staranności, <span class="_ _c"> </span>tak <span class="_ _9"> </span>aby <span class="_ _c"> </span>nie <span class="_ _9"> </span>naliczy<span class="_ _1"></span>ć <span class="_ _c"> </span>kilkukrotnie <span class="_ _9"> </span>zakupionych <span class="_ _c"> </span>paliw.<span class="_ _1"></span> <span class="_ _c"> </span>Przy </div><div class="t m0 x1 h2 y3e7 ff1 fs0 fc1 sc0 ls0 ws0">określeniu <span class="_ _1"></span>w<span class="_ _1"></span>olumenu <span class="_ _1"></span>zakupionych <span class="_ _6"></span>paliw <span class="_ _1"></span>w<span class="_ _1"></span>zięto <span class="_ _6"></span>pod <span class="_ _1"></span>uw<span class="_ _1"></span>agę <span class="_ _1"></span>te<span class="_ _1"></span>, <span class="_ _1"></span>które <span class="_ _6"></span>wc<span class="_ _1"></span>hodzą <span class="_ _1"></span>z <span class="_ _6"></span>rynku <span class="_ _6"></span>w <span class="_ _6"></span>granice <span class="_ _6"></span>G<span class="_ _1"></span><span class="ff2">rupy, <span class="_ _6"></span>natomi<span class="_ _1"></span>ast </span></div><div class="t m0 x1 h2 ycc4 ff1 fs0 fc1 sc0 ls0 ws0">wykluczono <span class="_ _24"> </span>przepływy <span class="_ _10"> </span>w<span class="_ _1"></span>ewnętrzne, <span class="_ _24"> </span>co <span class="_ _24"> </span>zapewniło <span class="_ _24"> </span>uniknięcie <span class="_ _24"> </span>multiplikowania <span class="_ _24"> </span>w <span class="_ _10"> </span>n<span class="_ _1"></span>aliczeniu <span class="_ _24"> </span>emisji <span class="_ _24"> </span>gazów </div><div class="t m0 x1 h2 ycc5 ff1 fs0 fc1 sc0 ls0 ws0">cieplarnianych. <span class="_ _4"></span>Informacje <span class="_ _4"> </span>o<span class="_ _1"></span>dnośni<span class="_ _0"></span>e <span class="_ _4"></span>do <span class="_ _4"> </span>typu <span class="_ _4"> </span>paliw <span class="_ _5"> </span><span class="ff2">o<span class="_ _1"></span>raz <span class="_ _a"></span>w<span class="_ _1"></span>yliczonych <span class="_ _4"></span>emisji <span class="_ _5"> </span></span>zostały <span class="_ _4"></span>zebrane <span class="_ _5"> </span>w <span class="_ _4"> </span>poniższej <span class="_ _5"> </span>tabeli<span class="ff2">, <span class="_ _4"></span>a </span></div><div class="t m0 x1 h2 ycc6 ff1 fs0 fc1 sc0 ls0 ws0">schemat przepływu paliw w G<span class="ff2">rupie UNIMOT przestawiono na grafice nr 2-<span class="ls1">2.</span> </span></div></div><div class="c x1 y129 w6f h165"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">Pozycja </div></div><div class="c xe y129 w77 h165"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">Wolumen </div></div><div class="c x9c y129 w78 h165"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x9d y129 w13 h165"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">Emisja GHG, Mg CO</div><div class="t m0 xa h5d yc82 ff2 fs6 fc5 sc0 ls0 ws0">2(eq)</div><div class="t m0 x9e h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x71 y129 w79 h165"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">Emisja GHG, % </div></div><div class="c x1 ycc7 w6f h52"><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Paliwa ciekłe*<span class="ff2"> </span></div></div><div class="c xe ycc7 w77 h52"><div class="t m0 xd h2 y638 ff2 fs0 fc1 sc0 ls0 ws0">2 388 596,56  </div></div><div class="c x9c ycc7 w78 h52"><div class="t m0 xd h2 y638 ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d y519 ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 y638 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x9d ycc7 w13 h52"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1 <span class="ls1">440</span> 304,20 </div></div><div class="c x71 ycc7 w79 h52"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">82,6% </div></div><div class="c x1 ybc1 w6f h5f"><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Węgiel kamienny<span class="ff2"> </span></div></div><div class="c xe ybc1 w77 h5f"><div class="t m0 xd h2 ycc8 ff2 fs0 fc1 sc0 ls1 ws0">351<span class="ls0"> 643,36 </span></div></div><div class="c x9c ybc1 w78 h5f"><div class="t m0 xd h2 ycc8 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x9d ybc1 w13 h5f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">137 164,28 </div></div><div class="c x71 ybc1 w79 h5f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">7,9% </div></div><div class="c x1 ycc9 w6f h52"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls5 ws0">LPG<span class="ls0"> </span></div></div><div class="c xe ycc9 w77 h52"><div class="t m0 xd h2 y638 ff2 fs0 fc1 sc0 ls1 ws0">552<span class="ls0"> 031,14 </span></div></div><div class="c x9c ycc9 w78 h52"><div class="t m0 xd h2 y638 ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d y519 ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 y638 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x9d ycc9 w13 h52"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">102 407,30 </div></div><div class="c x71 ycc9 w79 h52"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">5,9% </div></div><div class="c x1 ycca w6f h60"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c xe ycca w77 h60"><div class="t m0 xd h2 yccb ff2 fs0 fc1 sc0 ls0 ws0">1 904,91 </div></div><div class="c x9c ycca w78 h60"><div class="t m0 xd h2 yccb ff2 fs0 fc1 sc0 ls0 ws0">GWh </div></div><div class="c x9d ycca w13 h60"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">63 757,36 </div></div><div class="c x71 ycca w79 h60"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">3,7% </div></div><div class="c x1 yccc w6f h5c"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Oleje </div></div><div class="c xe yccc w77 h5c"><div class="t m0 xd h2 y35a ff2 fs0 fc1 sc0 ls0 ws0">317,98 </div></div><div class="c x9c yccc w78 h5c"><div class="t m0 xd h2 y35a ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d yb15 ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 y35a ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x9d yccc w13 h5c"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">300,96 </div></div><div class="c x71 yccc w79 h5c"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,0% </div></div><div class="c x1 y18d w6f h5f"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">SUMA<span class="fc1"> </span></div></div><div class="c xe y18d w77 h5f"><div class="t m0 xd h2 ycc8 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x9c y18d w78 h5f"><div class="t m0 xd h2 ycc8 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x9d y18d w13 h5f"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">1 <span class="ls1">743</span> 934,11 </div></div><div class="c x71 y18d w79 h5f"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yccd ff1 fs0 fc1 sc0 ls0 ws0">*W tym: olej napędowy, benzyna, estry do blending<span class="_ _0"></span>u, olej opałowy, HVO, biopaliwa oraz p<span class="_ _1"></span><span class="ff2">aliwo lotnicze JET A1. </span></div><div class="t m2 x1 h1d ycce ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-2<span class="ls1d">. <span class="_ _0"></span><span class="ls0">Emisje GHG z paliw zakupionych do handlu w Grupie UNIMOT w 2024 roku.  </span></span></div></div></div><div class="pi" ></div></div><div id="pf74" class="pf w0 h0" ><div class="pc pc74 w0 h0"><img class="bi x92 ya6a w43 h12c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">116<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yccf ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ycd0 ff1 fs0 fc1 sc0 ls0 ws0">Linia <span class="_ _5"> </span>przerywana <span class="_ _5"> </span>prezentuje <span class="_ _b"> </span>granice <span class="_ _5"> </span>organizacyjne <span class="_ _5"> </span>Grupy <span class="_ _5"> </span>Kapitałowe<span class="_ _1"></span>j. <span class="_ _5"> </span>Linia <span class="_ _5"> </span>ciągła <span class="_ _4"> </span>o<span class="_ _1"></span>znacza <span class="_ _5"> </span>przepływy <span class="_ _5"> </span>i <span class="_ _5"> </span>kie<span class="_ _1"></span>runki </div><div class="t m0 x1 h2 y465 ff1 fs0 fc1 sc0 ls0 ws0">przepływów <span class="_ _8"></span>paliw w <span class="_ _8"></span>Grupie UNIMOT. Rynek, <span class="_ _8"></span>z <span class="_ _8"></span>które<span class="_ _1"></span>go <span class="_ _8"></span>Spółki Grupy <span class="_ _8"></span>kupują paliwa <span class="_ _8"></span>to źródła <span class="_ _8"></span>zaopatrzenia. Rynek, <span class="_ _8"></span>do </div><div class="t m0 x1 h2 ycd1 ff1 fs0 fc1 sc0 ls0 ws0">którego wychodzą produkty to klie<span class="ff2">nci.  </span></div><div class="t m2 x1 h1d ycd2 ff2 fs5 fc1 sc0 ls0 ws0">Grafika 2-2<span class="ff1">. Przepływ paliw w ramach Grupy Kapita<span class="_ _0"></span>łowej UNIMOT w 2024 roku.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 ycd3 ff1 fs0 fc1 sc0 ls0 ws0">Obliczenia emisji gazów cieplarnianych dokonano na podsta<span class="_ _1"></span>wie wolumenu zakupionych paliw i średnich wskaźników </div><div class="t m0 x1 h2 ycd4 ff1 fs0 fc1 sc0 ls0 ws0">przemysłowych <span class="_ _8"></span>zaczerpniętych <span class="_ _8"></span>z <span class="_ _8"></span>brytyjskiego <span class="_ _8"></span>De<span class="_ _1"></span>partamentu <span class="_ _8"></span>Środowiska, <span class="_ _8"></span>Żywności <span class="_ _8"></span>i <span class="_ _8"></span>Spraw Wiejskich <span class="_ _7"></span>i <span class="_ _8"></span>Departamentu </div><div class="t m0 x1 h2 y4e8 ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwa Energetyczneg<span class="_ _0"></span>o <span class="_ _0"></span>i Neutralności Kl<span class="_ _0"></span>imatycznej (DEFRA). <span class="_ _8"></span>Wartości wskaźnik<span class="_ _0"></span>ów emisji <span class="_ _8"></span>zebrane z<span class="_ _0"></span>ostały <span class="_ _0"></span>w </div><div class="t m0 x1 h2 y4e9 ff1 fs0 fc1 sc0 ls0 ws0">poniższej tabeli.<span class="ff2"> </span></div></div><div class="c x1 ycd5 w7a h166"><div class="t m0 xd h2 y86f ff2 fs0 fc5 sc0 ls0 ws0">Paliwo </div></div><div class="c x54 ycd5 w7b h166"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x9f ycd5 w7c h166"><div class="t m0 xd h2 y86f ff2 fs0 fc5 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d ycd6 ff2 fs6 fc5 sc0 ls0 ws0">2</div><div class="t m0 x1f h2 y86f ff2 fs0 fc5 sc0 ls0 ws0">e </div></div><div class="c x1 yea w7a h160"><div class="t m0 xd h2 yc8a ff2 fs0 fc1 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c x54 ycd7 w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d yc88 ff2 fs6 fc1 sc0 ls0 ws0">3 </div></div><div class="c x9f ycd7 w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,33660 </div></div><div class="c x54 yea w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kWh (Net CV) </div></div><div class="c x9f yea w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,03347 </div></div><div class="c x1 ycd8 w7a h160"><div class="t m0 xd h2 yc8a ff2 fs0 fc1 sc0 ls5 ws0">LPG<span class="ls0"> </span></div></div><div class="c x54 ycd9 w7b h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x9f ycd9 w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">349,29282 </div></div><div class="c x54 ycd8 w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c x9f ycd8 w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,18551 </div></div><div class="c x1 ycda w7a h160"><div class="t m0 xd h2 yc8a ff1 fs0 fc1 sc0 ls0 ws0">Diesel (średnia mieszanka biopaliw)<span class="ff2"> </span></div></div><div class="c x54 y364 w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x9f y364 w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">733,64436 </div></div><div class="c x54 ycda w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c x9f ycda w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,61101 </div></div><div class="c x1 y7ed w7a h160"><div class="t m0 xd h2 y916 ff1 fs0 fc1 sc0 ls0 ws0">Benzyna (średnia mieszanka </div><div class="t m0 xd h2 y12f ff2 fs0 fc1 sc0 ls0 ws0">biopaliw) </div></div><div class="c x54 yc23 w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x9f yc23 w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">777,33392 </div></div><div class="c x54 y7ed w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c x9f y7ed w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,58094 </div></div><div class="c x1 y804 w7a h161"><div class="t m0 xd h2 ycdb ff2 fs0 fc1 sc0 ls0 ws0">Olej <span class="ff1">opałowy</span> </div></div><div class="c x54 yc5b w7b h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x9f yc5b w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">714,86545 </div></div><div class="c x54 y804 w7b h162"><div class="t m0 xd h2 ycdc ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c x9f y804 w7c h162"><div class="t m0 xd h2 ycdd ff2 fs0 fc1 sc0 ls0 ws0">0,69539 </div></div><div class="c x1 ycde w7a h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Węgiel (produkcja energii </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">elektrycznej) </div></div><div class="c x54 ycde w7b h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x9f ycde w7c h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">390,06647 </div></div><div class="c x1 ycdf w7a h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">Biodiesel ME </div></div><div class="c x54 ycdf w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c x9f ycdf w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,48103 </div></div><div class="c x1 yce0 w7a h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">Biodiesel HVO </div></div><div class="c x54 yce0 w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c x9f yce0 w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,55900 </div></div><div class="c x1 yce1 w7a h160"><div class="t m0 xd h2 y916 ff1 fs0 fc1 sc0 ls0 ws0">Oleje opałowe przetworzone <span class="ff2">- olej </span></div><div class="t m0 xd h2 y12f ff2 fs0 fc1 sc0 ls0 ws0">destylowany </div></div><div class="c x54 yce2 w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x9f yce2 w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">1123,49881 </div></div><div class="c x54 yce1 w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c x9f yce1 w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,94650 </div></div><div class="c x1 yce3 w7a h160"><div class="t m0 xd h2 yc8a ff2 fs0 fc1 sc0 ls0 ws0">Paliwo do turbin lotniczych </div></div><div class="c x54 y80c w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x9f y80c w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">661,79468 </div></div><div class="c x54 yce3 w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c x9f yce3 w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,52817 </div></div></div><div class="pi" ></div></div><div id="pf75" class="pf w0 h0" ><div class="pc pc75 w0 h0"><img class="bi x1 yce4 w12 h167" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">117<span class="ls0"> </span></div></div><div class="c x1 yce5 w7a h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">Bioetanol </div></div><div class="c x54 yce5 w7b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c x9f yce5 w7c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,51906 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yce6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _a"></span>2-3<span class="ff1">. <span class="_ _5"></span>Wartości <span class="_ _4"></span>wskaźników <span class="_ _4"></span>e<span class="_ _1"></span>misji <span class="_ _4"></span>pochodzące <span class="_ _4"></span>z <span class="_ _4"></span>brytyjskiego <span class="_ _4"></span>Departamentu <span class="_ _4"></span>Środo<span class="_ _1"></span>wiska, <span class="_ _4"></span>Żywności <span class="_ _4"></span>i <span class="_ _4"></span>Spraw </span></div><div class="t m2 x1 h1d yce7 ff1 fs5 fc1 sc0 ls0 ws0">Wiejskich i Departamentu Bezpieczeństwa Energetycznego i Neutralności <span class="ff2">Klimatycznej (DEFRA). </span></div><div class="t m0 x1 h2 yce8 ff1 fs0 fc1 sc0 ls0 ws0">Emisje <span class="_ _b"> </span>gazów <span class="_ _b"> </span>cieplarnianych <span class="_ _b"> </span>wynikające <span class="_ _5"> </span>z <span class="_ _b"> </span>na<span class="_ _1"></span>bycia <span class="_ _b"> </span>pozostałych <span class="_ _b"> </span>3% <span class="_ _b"> </span>towarów <span class="_ _b"> </span>i <span class="_ _b"> </span>usług <span class="_ _b"> </span>oszacowano <span class="_ _b"> </span>na <span class="_ _b"> </span>podstawie </div><div class="t m0 x1 h2 yb46 ff1 fs0 fc1 sc0 ls0 ws0">wydatków. Oszacowanie to wykazało, że emisje te stanowią ok. <span class="ff2">0,<span class="_ _1"></span>96</span>% całkowitej emisji gazów cieplarnianych w tej </div><div class="t m0 x1 h2 yc0c ff1 fs0 fc1 sc0 ls0 ws0">kategorii i w związku z tym uznane zostały za<span class="_ _0"></span> nieistotne.<span class="ff2"> </span></div><div class="t m0 x1 h2 yce9 ff2 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 2 Dobra inwestycyjne </div><div class="t m0 x1 h2 ycea ff1 fs0 fc1 sc0 ls0 ws0">Kategoria <span class="_ _7"></span>obejmuje <span class="_ _7"></span>w<span class="_ _1"></span>szystkie <span class="_ _7"></span>emisje <span class="_ _8"></span>z <span class="_ _7"></span>produkcji <span class="_ _8"></span>dóbr <span class="_ _7"></span>kapitałow<span class="_ _1"></span>ych <span class="_ _7"></span>(tj. <span class="_ _8"></span>od <span class="_ _7"></span>momentu <span class="_ _8"></span>powstania <span class="_ _7"></span>do <span class="_ _7"></span>mome<span class="_ _1"></span>ntu <span class="_ _7"></span>&quot;bramy&quot;, </div><div class="t m0 x1 h2 yceb ff2 fs0 fc1 sc0 ls0 ws0">ang.  cradle-<span class="ls38">to</span>-<span class="ff1">gate)  nabytych  lub  zakupionych <span class="_ _e"> </span>przez  firmę  raportującą  w  ro<span class="_ _1"></span>ku  sprawozdawczym.  Zgodnie  z </span></div><div class="t m0 x1 h2 ycec ff2 fs0 fc1 sc0 ls0 ws0">wytycznymi <span class="_ _0"></span>GHG Protocol </div><div class="t m2 xa0 h1d ycec ff2 fs5 fc1 sc0 ls0 ws0">Corporate Value Cha<span class="_ _0"></span>in (Scope 3) <span class="_ _8"></span>Ac<span class="_ _1"></span>counting and<span class="_ _0"></span> Reporting <span class="_ _8"></span>Stan<span class="_ _1"></span>dard</div><div class="t m0 xa1 h2 ycec ff2 fs0 fc1 sc0 ls0 ws0"> <span class="ff1">dla celów <span class="_ _8"></span>ro<span class="_ _1"></span>zliczania </span></div><div class="t m0 x1 h2 yced ff1 fs0 fc1 sc0 ls0 ws0">emisji z tej kategorii nie amortyzowano, nie dyskontowano ani nie umarza<span class="_ _0"></span>no emisji z produkcji dóbr kapitałowych w </div><div class="t m0 x1 h2 ycee ff1 fs0 fc1 sc0 ls0 ws0">czasie. <span class="_ _1"></span>Zamiast <span class="_ _1"></span>tego, <span class="_ _1"></span>rozliczono <span class="_ _1"></span>całkowite <span class="_ _1"></span>emisje <span class="_ _1"></span>&quot;od <span class="_ _1"></span>kołyski <span class="_ _1"></span>do <span class="_ _1"></span>bramy&quot;<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>zakupionych <span class="_ _1"></span>dóbr <span class="_ _6"></span>kapitałowych <span class="_ _1"></span>w <span class="_ _1"></span>roku <span class="_ _1"></span>ich </div><div class="t m0 x1 h2 y233 ff1 fs0 fc1 sc0 ls0 ws0">nabycia, <span class="_ _7"></span>w <span class="_ _7"></span>taki <span class="_ _8"></span>sam <span class="_ _7"></span>s<span class="_ _1"></span>posób, <span class="_ _7"></span>w <span class="_ _8"></span>jaki <span class="_ _7"></span>rozliczone <span class="_ _7"></span>zostały <span class="_ _7"></span>e<span class="_ _1"></span>misje <span class="_ _7"></span>z <span class="_ _8"></span>innych <span class="_ _7"></span>zakupionych <span class="_ _7"></span>produktów <span class="_ _8"></span>w <span class="_ _8"></span>kategorii <span class="_ _7"></span>1. <span class="_ _7"></span>W<span class="_ _1"></span> <span class="_ _7"></span>związku </div><div class="t m0 x1 h2 ycef ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _1"></span>powyższym <span class="_ _1"></span>nie <span class="_ _6"></span>uwzględniono <span class="_ _6"></span>środków <span class="_ _1"></span>trwałych <span class="_ _6"></span>w <span class="_ _1"></span>budowi<span class="_ _1"></span>e, <span class="_ _1"></span>a <span class="_ _1"></span>jedynie <span class="_ _6"></span>nabycia <span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _1"></span>inwestycje <span class="_ _6"></span>sfinalizo<span class="_ _1"></span><span class="ff2">w<span class="_ _1"></span>ane <span class="_ _1"></span>w <span class="_ _1"></span>2024 </span></div><div class="t m0 x1 h2 ycf0 ff1 fs0 fc1 sc0 ls0 ws0">roku. Wydatki <span class="_ _1"></span>na <span class="_ _1"></span>dobra inwe<span class="_ _1"></span>stycyjne zostały <span class="_ _1"></span>uszeregowane <span class="_ _1"></span>w <span class="_ _1"></span>malejącej kolejnośc<span class="_ _1"></span>i i <span class="_ _1"></span>w <span class="_ _1"></span>analizie uwzględniono <span class="_ _1"></span>około </div><div class="t m0 x1 h2 y62f ff1 fs0 fc1 sc0 ls0 ws0">90% <span class="_ _a"></span>wydatku <span class="_ _4"></span>skumulowanego, <span class="_ _a"></span>na <span class="_ _4"></span>który <span class="_ _a"></span>s<span class="_ _1"></span>kłada <span class="_ _a"></span>się <span class="_ _4"></span>106 <span class="_ _a"></span>z<span class="_ _1"></span> <span class="_ _a"></span>1587 <span class="_ _4"></span>pozycji. <span class="_ _a"></span>Do<span class="_ _1"></span> <span class="_ _a"></span>najważniejszych <span class="_ _4"></span>dóbr <span class="_ _5"> </span><span class="ff2">inwestycyjnych </span></div><div class="t m0 x1 h2 ycf1 ff1 fs0 fc1 sc0 ls0 ws0">należą: <span class="_ _1"></span>cysterny <span class="_ _6"></span>kolejowe <span class="_ _6"></span>i <span class="_ _1"></span>lo<span class="_ _1"></span>komotywy, <span class="_ _1"></span>samochody <span class="_ _1"></span>cię<span class="_ _1"></span>żarowe, <span class="_ _1"></span>autoc<span class="_ _1"></span>ysterny, <span class="_ _1"></span>naczepy <span class="_ _1"></span>oraz <span class="_ _6"></span>instalacja <span class="_ _1"></span>cyr<span class="_ _1"></span>kulacyjna </div><div class="t m0 x1 h2 ycf2 ff1 fs0 fc1 sc0 ls0 ws0">asfaltu, które zostały skategoryzowane w trzy grupy:<span class="ff2"> </span></div><div class="t m0 xa h11 ycf3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">lokomotywy i wagony <span class="ff1">–</span> <span class="ls1">167</span><span class="ff1">,2 mln zł</span>, </span></span></div><div class="t m0 xa h11 ycf4 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">samochody ciężarowe i naczepy<span class="ff2"> </span>–<span class="ff2"> <span class="ls1">34</span></span>,1 mln zł,<span class="ff2">  </span></span></span></div><div class="t m0 xa h11 ycf5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">rozbudowa infrastruktury <span class="ff1">–</span> <span class="ls1">16</span>,4 mln <span class="ff1">zł.</span> </span></span></div><div class="t m0 x1 h2 ycf6 ff1 fs0 fc1 sc0 ls0 ws0">Emisja  gazów <span class="_ _9"> </span>cieplarnianych  związana  z  tą  k<span class="_ _0"></span>ategorią  obliczona  została <span class="_ _9"> </span>metodą  wydatków  z  wykorzystaniem<span class="_ _0"></span> </div><div class="t m0 x1 h2 ycf7 ff1 fs0 fc1 sc0 ls0 ws0">współczynników <span class="_ _c"> </span>z <span class="_ _9"> </span>bazy <span class="_ _c"> </span>dany<span class="_ _1"></span>ch <span class="_ _c"> </span>EXIOBASE <span class="_ _9"> </span>oraz <span class="_ _c"> </span>amerykańs<span class="_ _1"></span>kiej <span class="_ _c"> </span>agencji <span class="_ _c"> </span>oc<span class="_ _1"></span>hrony <span class="_ _c"> </span>środowiska <span class="_ _9"> </span>US <span class="_ _c"> </span>EPA</div></div><div class="c x0 y0 w76 h0"><div class="t m0 xa2 h5d ycf8 ff2 fs6 fc1 sc0 ls0 ws0">4</div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa3 h2 ycf7 ff1 fs0 fc1 sc0 ls0 ws0">. <span class="_ _c"> </span>Wartośc<span class="_ _1"></span>i </div><div class="t m0 x1 h2 ycf9 ff1 fs0 fc1 sc0 ls0 ws0">współczynników oraz zastosowane do przeliczeń średnie kursy <span class="_ _0"></span>walut zaprezentowano w poniższej tabeli.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y98a w7d h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc5 sc0 ls0 ws0">Pozycja </div></div><div class="c xa4 y98a w7e h15f"><div class="t m0 xa5 h2 yc96 ff1 fs0 fc5 sc0 ls0 ws0">Wartość<span class="ff2"> </span></div></div><div class="c x7a y98a w7f h15f"><div class="t m0 xa6 h2 yc96 ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c xa7 y98a w80 h15f"><div class="t m0 xd h2 yc96 ff1 fs0 fc5 sc0 ls0 ws0">Źródło<span class="ff2"> </span></div></div><div class="c x1 ycfa w7d h17"><div class="t m0 xd h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">Lokomotywy / tabor kolejowy i urządzenia szybk<span class="_ _0"></span>iego </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">transportu </div></div><div class="c xa4 ycfa w7e h17"><div class="t m0 xd h2 ycfb ff2 fs0 fc1 sc0 ls0 ws0">0,358 </div></div><div class="c x7a ycfa w7f h17"><div class="t m0 xd h2 ycfb ff2 fs0 fc1 sc0 ls0 ws0">kgCO</div><div class="t m0 xa8 h5d yb8f ff2 fs6 fc1 sc0 ls0 ws0">2eq</div><div class="t m0 xa9 h2 ycfb ff2 fs0 fc1 sc0 ls0 ws0">/cad </div></div><div class="c xa7 ycfa w80 h17"><div class="t m0 xd h2 ycfb ff2 fs0 fc1 sc0 ls0 ws0">Exiobase </div></div><div class="c x1 ycfc w7d h16"><div class="t m0 xd h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Produkcja maszyn do transportu przemysłowego, ciągników, </div><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">przyczep i układarek<span class="ff2"> </span></div></div><div class="c xa4 ycfc w7e h16"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">0,256 </div></div><div class="c x7a ycfc w7f h16"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">kgCO</div><div class="t m0 xa8 h5d yb8f ff2 fs6 fc1 sc0 ls0 ws0">2eq</div><div class="t m0 xa9 h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0"> /usd </div></div><div class="c xa7 ycfc w80 h16"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">US EPA </div></div><div class="c x1 ycfd w7d h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Budowa rurociągów naftowych i gazowych oraz powiązanych </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">konstrukcji </div></div><div class="c xa4 ycfd w7e h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">0,277 </div></div><div class="c x7a ycfd w7f h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">kgCO</div><div class="t m0 xa8 h5d yb8f ff2 fs6 fc1 sc0 ls0 ws0">2eq</div><div class="t m0 xa9 h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0"> /usd </div></div><div class="c xa7 ycfd w80 h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">US EPA </div></div><div class="c x1 y2ca w7d h20"><div class="t m0 xd h2 ycfe ff2 fs0 fc1 sc0 ls0 ws0">Kurs eur/cad </div></div><div class="c xa4 y2ca w7e h20"><div class="t m0 xd h2 ydc ff2 fs0 fc1 sc0 ls0 ws0">1,4825 </div></div><div class="c x7a y2ca w7f h20"><div class="t m0 xd h2 ycfe ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xa7 y2ca w80 h20"><div class="t m0 xd h2 ydc ff2 fs0 fc1 sc0 ls0 ws0">exchange-</div><div class="t m0 xd h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">rates.org/exchange</div><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls0 ws0">-rate-history/eur-</div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">cad-<span class="ls1">2024</span> </div></div><div class="c x1 ycff w7d h22"><div class="t m0 xd h2 yd00 ff2 fs0 fc1 sc0 ls0 ws0">Kurs pln/cad </div></div><div class="c xa4 ycff w7e h22"><div class="t m0 xd h2 y115 ff2 fs0 fc1 sc0 ls0 ws0">0,3441 </div></div><div class="c x7a ycff w7f h22"><div class="t m0 xd h2 yd00 ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xa7 ycff w80 h22"><div class="t m0 xd h2 y115 ff2 fs0 fc1 sc0 ls0 ws0">exchange-</div><div class="t m0 xd h2 yec ff2 fs0 fc1 sc0 ls0 ws0">rates.org/exchange</div><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">-rate-history/pln-</div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">cad-<span class="ls1">2024</span> </div></div><div class="c x1 yd01 w7d h168"><div class="t m0 xd h2 yd00 ff2 fs0 fc1 sc0 ls0 ws0">Kurs pln/usd </div></div><div class="c xa4 yd01 w7e h168"><div class="t m0 xd h2 yd02 ff2 fs0 fc1 sc0 ls0 ws0">0,2512 </div></div><div class="c x7a yd01 w7f h168"><div class="t m0 xd h2 yd00 ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xa7 yd01 w80 h168"><div class="t m0 xd h2 yd02 ff2 fs0 fc1 sc0 ls0 ws0">exchange-</div><div class="t m0 xd h2 y94c ff2 fs0 fc1 sc0 ls0 ws0">rates.org/exchange</div><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">-rate-history/pln-</div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">usd-<span class="ls1">2024</span> </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y1fa ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-4<span class="ff1">. Wartości współczynników oraz zastosowane do przeliczeń średnie kursy walut. </span> </div><div class="t m0 x1 h2 yd03 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yd04 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x98 h3 y3c9 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w76 h0"><div class="t m0 x1 h163 y4ad ff2 fs7 fc1 sc0 ls0 ws0">4</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x99 h169 yca9 ff2 fs8 fc1 sc0 ls0 ws0"> https://www.epa<span class="_ _0"></span>.gov/climate<span class="_ _0"></span>leadership/ghg-em<span class="_ _0"></span>ission-fact<span class="_ _0"></span>ors-<span class="ls39">hub</span><span class="fs9"> </span></div></div><a class="l" href="#pf75" ><span class="d m1" style="border-style:none;position:absolute;left:953.640000px;bottom:859.560000px;width:7.780000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf76" class="pf w0 h0" ><div class="pc pc76 w0 h0"><img class="bi x1 yce4 w18 h167" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">118<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 3 Działalność związana z paliwem i <span class="_ _0"></span>energią (nieujęte<span class="_ _1"></span> w Z1 lub <span class="_ _8"></span>Z2)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ycba ff1 fs0 fc1 sc0 ls0 ws0">Kategoria <span class="_ _9"> </span>obejmuje  emisje <span class="_ _9"> </span>związane <span class="_ _9"> </span>z <span class="_ _9"> </span>produkcją  pali<span class="_ _0"></span>w <span class="_ _9"> </span>i  energii <span class="_ _c"> </span>z<span class="_ _1"></span>akupionych <span class="_ _9"> </span>i <span class="_ _9"> </span>skonsumow<span class="_ _1"></span>anych <span class="_ _9"> </span>przez <span class="_ _9"> </span>firmę </div><div class="t m0 x1 h2 yc09 ff1 fs0 fc1 sc0 ls0 ws0">raportującą w roku sprawozdawczym, które nie są ujęte w zakresie 1 lub<span class="_ _0"></span> zakresie 2. W kategorii tej ujęto: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yd05 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Emisje z paliw zakupionych, powstałe przed <span class="_ _0"></span>ich spaleniem (upstream). <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yd06 ff1 fs0 fc1 sc0 ls0 ws0">Obejmują <span class="_ _1"></span>one <span class="_ _1"></span>w<span class="_ _1"></span>ydobycie, <span class="_ _1"></span>produkcję <span class="_ _1"></span>i <span class="_ _1"></span>transport <span class="_ _1"></span>paliw <span class="_ _6"></span>zużywanych <span class="_ _1"></span>przez <span class="_ _1"></span>firmę<span class="_ _1"></span> <span class="_ _1"></span>raportującą, <span class="_ _1"></span>tj. <span class="_ _6"></span>paliw <span class="_ _1"></span>wykazanych <span class="_ _1"></span>w </div><div class="t m0 x1 h2 y18 ff2 fs0 fc1 sc0 ls0 ws0">Zakresie1 </div><div class="t m0 xa h11 yd07 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Emisje z produkcji zakupionej i zużytej <span class="_ _0"></span>energii elektrycznej<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 ya5 ff1 fs0 fc1 sc0 ls0 ws0">Ekstrakcja, produkcja <span class="_ _1"></span>i tr<span class="_ _1"></span>ansport <span class="_ _1"></span>paliw zużytych <span class="_ _1"></span>do <span class="_ _1"></span>wytwarzania energii <span class="_ _1"></span>elektrycznej, p<span class="_ _1"></span>ary, c<span class="_ _1"></span>iepła i c<span class="_ _1"></span>hłodu, które<span class="_ _1"></span> są </div><div class="t m0 x1 h2 ya6 ff1 fs0 fc1 sc0 ls0 ws0">konsumowane przez firmę raportującą, tj. energii wykazanej w Zakresie <span class="ff2"> </span></div><div class="t m0 xa h11 yd08 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Straty przesyłu i dystrybucji (T&amp;D)<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y48e ff1 fs0 fc1 sc0 ls0 ws0">Wytwarzanie <span class="_ _c"> </span>energii <span class="_ _c"> </span>elektrycz<span class="_ _1"></span>nej, <span class="_ _c"> </span>pary, <span class="_ _c"> </span>ciepła <span class="_ _c"> </span>i<span class="_ _1"></span> <span class="_ _c"> </span>chłodu, <span class="_ _c"> </span>kt<span class="_ _1"></span>óre <span class="_ _c"> </span>są <span class="_ _c"> </span>tracone <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>systemie <span class="_ _c"> </span>przes<span class="_ _1"></span>yłu <span class="_ _c"> </span>i <span class="_ _c"> </span>dystrybucji  –<span class="ff2"> </span></div><div class="t m0 x1 h2 ybd1 ff1 fs0 fc1 sc0 ls0 ws0">raportowane przez użytkownika końcowego<span class="ff2"> </span></div><div class="t m0 xa h11 yd09 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Wytwarzanie zakupionej energii elektrycznej, która <span class="_ _0"></span>jest sprzedawana użytkownikom końcowym.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y75c ff1 fs0 fc1 sc0 ls0 ws0">Wytwarzanie <span class="_ _1"></span>ene<span class="_ _1"></span>rgii <span class="_ _1"></span>elektryczne<span class="_ _1"></span>j, <span class="_ _1"></span>pary, <span class="_ _6"></span>ciepła <span class="_ _6"></span>i <span class="_ _6"></span>chł<span class="_ _1"></span>odu, <span class="_ _1"></span>któr<span class="_ _1"></span>e <span class="_ _6"></span>są <span class="_ _1"></span>ku<span class="_ _1"></span>powane <span class="_ _6"></span>przez <span class="_ _6"></span>firmę <span class="_ _6"></span>raportującą <span class="_ _6"></span>i <span class="_ _6"></span>sprzedawane </div><div class="t m0 x1 h2 yd0a ff1 fs0 fc1 sc0 ls0 ws0">użytkownikom końcowym –<span class="ff2"> </span>raportowane przez przedsiębiorstwo użyteczności publicznej lub sprz<span class="_ _0"></span>edawcę energii.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yd0b ff1 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _6"></span>obliczenia <span class="_ _1"></span>tej <span class="_ _6"></span>kategorii <span class="_ _6"></span>użyto <span class="_ _6"></span>średnich <span class="_ _6"></span>wskaźników <span class="_ _1"></span>przemysło<span class="_ _1"></span>wych <span class="_ _1"></span>zaczerpniętych <span class="_ _6"></span>z <span class="_ _6"></span>brytyjskiego <span class="_ _1"></span>De<span class="_ _1"></span>partamentu </div><div class="t m0 x1 h2 ye3 ff1 fs0 fc1 sc0 ls0 ws0">Środowiska, <span class="_ _0"></span>Żywności <span class="_ _0"></span>i <span class="_ _8"></span>Spraw Wiejskich i <span class="_ _8"></span>Departamentu <span class="_ _8"></span>Be<span class="_ _1"></span>zpieczeństwa <span class="_ _8"></span>Energetycznego i <span class="_ _8"></span>Neutralnośc<span class="_ _1"></span>i <span class="_ _8"></span>Klimatycznej </div><div class="t m0 x1 h2 yd0c ff2 fs0 fc1 sc0 ls0 ws0">(DEFRA)</div><div class="t m0 xaa h5d yd0d ff2 fs6 fc1 sc0 ls3a ws0">, </div><div class="t m0 xab h2 yd0c ff1 fs0 fc1 sc0 ls0 ws0">a <span class="_ _6"></span>także <span class="_ _a"></span>baz <span class="_ _a"></span>danych <span class="_ _a"></span><span class="ff2">Exiobase</span></div><div class="t m0 xac h5d yd0d ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 h2 yd0c ff2 fs0 fc1 sc0 ls4 ws0">i </div><div class="t m0 xad h5d yd0d ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 xae h2 yd0c ff2 fs0 fc1 sc0 ls0 ws0">European <span class="_ _6"></span>data</div></div><div class="c x0 y0 w76 h0"><div class="t m0 xaf h5d yd0d ff2 fs6 fc1 sc0 ls0 ws0">5</div></div><div class="c x0 y0 w2 h0"><div class="t m0 xb0 h2 yd0c ff1 fs0 fc1 sc0 ls0 ws0">. <span class="_ _6"></span>W<span class="_ _1"></span>artości <span class="_ _6"></span>w<span class="_ _1"></span>skaźników <span class="_ _6"></span>użytych <span class="_ _a"></span>do <span class="_ _a"></span>obliczenia <span class="_ _6"></span>tej <span class="_ _a"></span>kategorii </div><div class="t m0 x1 h2 yd0e ff2 fs0 fc1 sc0 ls0 ws0">zestawiono <span class="_ _6"></span>w <span class="_ _a"></span><span class="ff1">poniższej <span class="_ _6"></span>tabeli. <span class="_ _6"></span>W <span class="_ _6"></span>przypadku <span class="_ _6"></span>ppkt. <span class="_ _a"></span>4) <span class="_ _6"></span>zastosowano <span class="_ _6"></span>w<span class="_ _1"></span>skaźnik <span class="_ _1"></span>odnos<span class="_ _1"></span>zący <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _6"></span>do <span class="_ _6"></span>pełnego <span class="_ _a"></span>cyklu <span class="_ _6"></span>życia </span></div><div class="t m0 x1 h2 yd0f ff2 fs0 fc1 sc0 ls0 ws0">energii elektrycznej. </div></div><div class="c x21 yd10 w41 h166"><div class="t m0 xd h2 y86f ff2 fs0 fc1 sc0 ls0 ws0">Paliwo </div></div><div class="c xad yd10 w81 h166"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Jednostka </div></div><div class="c xb1 yd10 w82 h166"><div class="t m0 xd h2 y86f ff2 fs0 fc1 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d ycd6 ff2 fs6 fc1 sc0 ls12 ws0">2e</div><div class="t m0 x5 h2 y86f ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 yd11 w41 h16a"><div class="t m0 xd h2 yd12 ff2 fs0 fc1 sc0 ls0 ws0">Gaz ziemny  </div><div class="t m0 xd h2 yc86 ff2 fs0 fc1 sc0 ls0 ws0">(100% kopalny) </div></div><div class="c xad y68d w81 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xb1 y68d w82 h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">423,16368 </div></div><div class="c xad yd13 w81 h162"><div class="t m0 xd h2 yd14 ff2 fs0 fc1 sc0 ls0 ws0">M</div><div class="t m0 x94 h5d yd15 ff2 fs6 fc1 sc0 ls0 ws0">3 </div></div><div class="c xb1 yd13 w82 h162"><div class="t m0 xd h2 yd16 ff2 fs0 fc1 sc0 ls0 ws0">0,33660 </div></div><div class="c xad yd11 w81 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kWh (Net CV) </div></div><div class="c xb1 yd11 w82 h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,03347 </div></div><div class="c x21 y79e w41 h160"><div class="t m0 xd h2 yc8a ff2 fs0 fc1 sc0 ls5 ws0">LPG<span class="ls0"> </span></div></div><div class="c xad yd17 w81 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xb1 yd17 w82 h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">349,29282 </div></div><div class="c xad y79e w81 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c xb1 y79e w82 h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,18551 </div></div><div class="c x21 yd18 w41 h160"><div class="t m0 xd h2 yc8a ff1 fs0 fc1 sc0 ls0 ws0">Diesel (średnia mieszanka <span class="ff2">biopaliw) </span></div></div><div class="c xad yd19 w81 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xb1 yd19 w82 h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">733,64436 </div></div><div class="c xad yd18 w81 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c xb1 yd18 w82 h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,61101 </div></div><div class="c x21 ycad w41 h160"><div class="t m0 xd h2 y916 ff1 fs0 fc1 sc0 ls0 ws0">Benzyna (średnia mieszanka </div><div class="t m0 xd h2 y12f ff2 fs0 fc1 sc0 ls0 ws0">biopaliw) </div></div><div class="c xad yd1a w81 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xb1 yd1a w82 h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">777,33392 </div></div><div class="c xad ycad w81 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c xb1 ycad w82 h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,58094 </div></div><div class="c x21 yd1b w41 h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Węgiel (produkcja energii </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">elektrycznej) </div></div><div class="c xad yd1b w81 h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xb1 yd1b w82 h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">390,06647 </div></div><div class="c x21 yd1c w41 h160"><div class="t m0 xd h2 yc8a ff1 fs0 fc1 sc0 ls0 ws0">Olej opałowy<span class="ff2"> </span></div></div><div class="c xad y7a6 w81 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xb1 y7a6 w82 h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">714,86545 </div></div><div class="c xad yd1c w81 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c xb1 yd1c w82 h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,69539 </div></div><div class="c x21 yc41 w41 h15f"><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Elektryczność<span class="ff2"> </span></div></div><div class="c xad yc41 w81 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Jednostka </div></div><div class="c xb1 yc41 w82 h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d ye2 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x1f h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">e </div></div><div class="c x21 yc3 w41 h17"><div class="t m0 xd h2 y94d ff2 fs0 fc1 sc0 ls0 ws0">Energia <span class="ff1">elektryczna Polska, podejście </span></div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">LC</div><div class="t m0 xb2 h5d yc88 ff2 fs6 fc1 sc0 ls0 ws0">1 </div></div><div class="c xad yc3 w81 h17"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kWh </div></div><div class="c xb1 yc3 w82 h17"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">0,877 </div></div><div class="c x21 yd1d w41 h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Energia elektryczna Polska, straty </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">T&amp;D</div><div class="t m0 x77 h5d yc88 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x78 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xad yd1d w81 h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kWh </div></div><div class="c xb1 yd1d w82 h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">0,01082 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yd1e ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5d yd1f ff2 fs6 fc1 sc0 ls0 ws0">1</div><div class="t m0 x99 h2 yd20 ff2 fs0 fc1 sc0 ls0 ws0"> https://data.europa.eu/data/datasets/919df040-<span class="ls1">0252</span>-4e4e-ad82-c054896e1641?locale=en </div><div class="t m0 x1 h5d yd21 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x99 h2 y9d4 ff2 fs0 fc1 sc0 ls0 ws0"> https://www.climatiq.io/data/explorer?region=PL&amp;search=t%26d+losses&amp;data_version=%5E18 </div><div class="t m0 x98 h3 y3c9 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w76 h0"><div class="t m0 x1 h163 y4ad ff2 fs7 fc1 sc0 ls0 ws0">5</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x99 h164 yca9 ff2 fs8 fc1 sc0 ls0 ws0"> https://data.euro<span class="_ _8"></span>pa.eu/data/datasets/919df<span class="_ _0"></span>040-0252-4e4e-ad82-c<span class="_ _8"></span>054896e1641?locale=en </div></div><a class="l" href="#pf76" ><span class="d m1" style="border-style:none;position:absolute;left:572.300000px;bottom:912.300000px;width:7.780000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf77" class="pf w0 h0" ><div class="pc pc77 w0 h0"><img class="bi x1 yd22 w12 h16b" alt="" 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vTYw5oF4nYGllkktAG1utY4AK0fTz73x29Nxkvil4t+66Q7MZ7MuaTIYZEwyRALEKEPOECpRWjw0CP3/sc3z4yXzl1c4Y9e/4VX/7re/QDFKrCBMF3KrcCrYHz9liLnPAFtSFG9UQ8yaLVwxfpoRd1KgvfZdBfSdO/RWrqqE7KZucgusVdyVRuTGjuJiqoOzpPLiH2/CTQu1WhoNqxqgcwurLa/+wf/x4Gjp1gKEFSj92SGqm3Ktk6gSBzIB7iAPBoGfR8TQNMoSQpEQ5uoUa6NG5PROCbzSjCIiDMYWI6cWFDzTcxWJgw3N2q4SVmiYmUc/+I9HwFDwQZe26JIcA6PHjt1+913L41LyQdR/agMkF4wH42XJ1WcHrKvHTgy4nGV3vWXn3jtz//6ztsemNSubNEmBx6wGxoNYsyrWnrDzcvjOKp5EuSjn/zCq1/7G5/81B0KGGPSNs47n3k1mUwCrCcyq8mZQQ0JLsEFZC1lAVmAT3BxWh9vebQ8WZ6QqWXJXEimBO9BgrUy93+gy7KdTqfTeTIYaNsWgqixxSrGq8cefqhAhLUJtSuolLTU47In49SKEGvcir47vhx3Hywa3hxppkFCP7r8mh/6oYVJlXOvD8nqlIXkVH1CHpGdWk337o7WqCckdQoQWtGM6K4/f885nHsOqQ1Jk5ll4NwYCcO5DflZOxogQ08NMNByeXTX7g01zbdEbZknc03KgjnjUVkPzzhj85az4IpWBOAhBssHH62OnHAhDYo+EUVVgE4M6MFZ2jMMp/p6qq+nspSJ8ANH+MRKC01AVO1OjCdDbRq9AjAGGoIaPNAPAQ/uv+dNf9K7b/+spvV1OKdBf++h3W97F9rktQUDDpE0IhIYf2+ehRmALBOfFUFNSdjlMVgyEueJnujWtAGeJ2Xp8yxZgjAJ9Wd6MTbCGM54UAIQWvVZnzgjOJKMKG8jZuc2+mzmS1++qdZpb4UWiCxIqZmdG4INRMZmTEbkMlkdld5DATCMjBwlSy4TRWInYMp7QxafEpxjJibQaFRmvjA44qyJFE0Gw7nRpBXXB/kvXH9jVWPSBAOqpgYhRlXg7t33RFMSMhgJ5UVhUIiR8EMPP2gMSwpVbVu16Yop/V9v/i+v+4M31K2WVUjmimKgamaYTCaqMaXoMxmNRps3n9Gulgm+ibSwOPnt/+1199xzXISFPYCmaURoMOiRoRyvEsXh0DuPkOomtgo1JhUS74IGsPmC6WtAZESUF3lKUEXbRgBE1GXZTqfT6XxzCEC5JGeizRkhO/DOj+5YrNe37caYzhnZBctWBHeCaZk8+5426kEEG0LXH14df/CLbkRoYHCJMlx15eZnXbnquOAij8zqFE7BWXBn1Lj7Q3/t6kmJBkyoLQrGYD62EG+5d2PdNDQm56JzLblQgUoJMjhEtO05z4UWfaCnQMKpr+we7Dt1vvbyqtzs5xB1zg3z4BEz2XxGc/mlmQxRYhBlk/GmST2+6YEzV3UuohfQa2nQSg8SqLea59H3XZSQYutpto3POo7wuXs2quuH1O/eVZ/khZEA4hSSFMCIk3IbVxbaXfff/Nr/dfUjnzs3YLDazijWKba1KXz+qw/+xuv40SMpTVYxrtlcsH4K+gTJdFo4QApOELK1RAnjr98P//gQHEABSLZWdjC9855suqkfLQCYTPfiG5mRJbK86JdVXB23737vx1KCpYYdN6lVi1nhmlBOSwuABCRQC2qVgxFAEZRACkqgZJSm99zx+MZVNg1sIpKtjscGSmzkyQgpocgHqmTmlpcnu3c/mHtvBhEBlIUicNvtdzvv86IIqeUMTarhTBxHi2VZrYxSGyoIQRyRK2t7/wc/+f4PfGJpsfF+GJXMUI1H6+ZmLVVzMz6FlSJrtFoc9PjQoUfmt2yNtQ36G+ogpxbLn//3v/bQvqPOcZsSETlK9WSxX8RBEZ2M2+ZE0mVClecwis4xoE1bZbkAbdOMPVeOKie1o1Y4CAWNjUZlRuZFTQlPkGW7etlOp9PpPBn9pC2jJuslxqHle97z0afWsQYMFEiIXUtZ4GLS6ix5hNA4LFEIxnEy2vWhv77uB79/PJsXIM08nvHUp7zixTftvm1QCZlUGRohmPSCzATc+7kvnnvL7cV1L4QjlIgAAfG+g/zAQdaqytvAM2MXRPKheG3dwszcA3PZlc99ZslZH5QMkuHkV3ata9IMOEHHOUaggknJl1n/QJZd+qIXTqsGo6AHYJJWP//VuZBa0tojMgeWMjnf5vNtMwvLYrNogQrLweuVDl//le0/9qIyRfODrmD2SQhEFOEIM+AGWlOTtTXacNuv/f66nXvOnp0brZzKLG+QSmsz5nVHjp5814dObN28+ddfXeRUw6dxPTOcS5Iev9g7XUMFWNmUoWYMZcDMCDq9WX26OdT0QWDQWu1mIjgG6VqvKALBoARlAzCtjE6gCCMzbdokzs0NNt111973f/CGX3jF81NqvWQtZDwZD/uDSaWgxDYtD00EMyJ7rDXV2g5KY5gaMRlgRhF0emuUCYEt2nh1As7VAmeiFmIbB8WgLWvPWdtMdu68+5pnXpDUcucNICYBbvzircKF2rQpWUiaMk8gM6XQWlVqtt6BrWmSZ+fEvf3PP3Dy+GQw2ESUp9SImKN24fjB2ZnBC59/+aWXXLy0tPTFG770yKNHtm3atLQ0dr5fj9vZ3szS6gk+tvDxj13/c//ux4d9ufSiC/70j/6wbgjUN3VO6jwPo9L+65+9e8/eR4V6o3JERLkjaLNxw/wv/9IvrJ+fAUBQMmMzUNq4fraX82OduJi6LNvpdDqdb5YaKLQVcWry1Tvbw6fGooeGiCJJvLKkKGfOb28WVopx5Y0j4gQtiR/EsPjQPqwslXNb1wNCBG/FlZfabD8tnxwYaiMlsFEeqWe6qQ5Hbrjpqdc9D5yQCQEFtNx7bD5KQIDnmUhVVM/SN5e1PEnYfNml2LiuB6YWIMAj2/3gVhCXK33wYrnqcgmTpoei1WylDtsuuBAZaodVtvWITuPCowf7Li5RGheaIAmkxmnDen/keB9mwsmZOW1dTNosHnlke1O6mV4F7ZZmnwQhhATngBQtVXOZYlwd+uO3pvsf3u6KcvlUTW2JrGFukQSYZZbQHnz/hzc/74rsOVch1tn8HCoz/7ggCyUzo+m2JjVSgzlLbJSgjPTYwuxaliWbpkoxsBGM2RjTRVwYjM0AmnZABhutRS4kEMSJmhJRXcfY0p+/7d0vfd7528/argAMmohIyKYpzGA2TahrnakgMAaUjWntb5w+kCgyEtvplAu0Va2qDFVrQWwGiwlqMBNi77OH9z7y2M/PgJk2LR89vKRJ2ja5LE8aaJrLkxIJEaXICY2DgAiM23YdfHDPgaKYB1zTtGyaUrVxfvbIkUOv+93f+8mffEmvQNPYvn3/6ud//lePLVSDXtY0Otubq8J43fpNdbN645e/+mu/+uMA5ubmvv/7XyinSz9UoxNXBrzvAx+pypGJOXIxJs4yAfey/Mdf/r3DYu33R6crB8jAhJSM2czsiZZlu5dcp9PpdJ6cJiVDjeRWq3v/4mPnLNNMw4FY4X2QohZFdsZLXrzjWVe1zgGWJI59Ax8219WOR0+NbrrZI8zWyCJUAi4+84ynPTVZk8HYLBEUyBUe4WylU3/7JTp2KrFNhyj0Ril9+Z5eSK2wka5rtBfNR+QlZWAbzD7nla+o+wWFiEmLWD56eM/4nt3DshSUkDCyEhkxUh/iEj31kssHF5xvqVaJEQ1Nllc/+ZmZQyf6sVEOZKlImicQkF56bTY758AVWehzRLPM4xNFuXTgQey8fRBqQejOiyeBIyQgEUJGhYPeu/f2n/qlA29//+a6brQcc4PMH87zcZZ78V4VYeLDuDhw8NZff8PiW96XrWitabHA6QYGp7MpJUw7JFAypETKltiCWGRLbJHsdCOutcfaKq4kIZ0+PMxDM6xNFGOFJwMMbEbUghqixlB5TwCqsun15vftPfbGN75lYWE1Jpihn89WZSBzrMLKbGAlMjZ4AGu9p5SgQsZsjlVk+pkIQCScrnRQnDh2NBNnlkCt+CCcPBQpOubQtt65O++4Y2GxmobAqElh733nV8sxx8YxcoKYGQtMVRVCvdi41aWmjbUCvsgmZXrDG95cVmyaxZaFXdHLvbN69dT/8kuvfcW//Z7CBYeYS3n+OXOvf92vTpaPN+MlThrqyD4bTWpAHtiz75H9iwzkArGWtGE0ZDVZraEsnFlsc8eOqF8MvPMWNfdFqJpBBo/GI3hEZyqmYqZRCWAyAjQp0NXLdjqdTuebJYTAuoqSDx0fffneCyZyVktnjuT8Fb5gxOePmXOPl13nvu+awxvc0SwszmJpDuOBEjcbmnDk7jsNFRImLi5nDrPcv/L8ccFj0ZUcyz1b6WHs0SDmk9IfPDk+cDhO0wQBLVX37ivjKvVz1TS2ui647vkJaSr6w4vP7T/76YsiwQM+TcLCB27+xMQmI67ccHjCNyuzdDKLbT+P/XzZ2dNf/D26bkgR/bqcR5DF0e53vP8pVbshpfVN2ljplnHa2ujGCP2B5/TWrQe4hTonRUq5GElwh47hcztxdCnv9n49ORFOEAWrlIB015/+ud5099njKKGZuJDyrI5heX5YMktCYUSi+VDmLck9D+18w1uWPnUDRBZ4LfXh8elvOsEKNq1uZaTpg5DwdTWzBkyrCdbqCcSYTMgczMHWxihMF5HX/gYYwQiRKPT6WYht27bD4Uw5Caryzr9474N7DotAGG2rg2IIMEEIxEYMwvQ7fw0RHKuQspiQCZuAptd0p58gcPLkSeecmRKrz8x78t4JLHe+rqoU0769+44dPTb9hskUhrf+t3cK+ppcvz+fomXiSM0UMBHK6lqXFiZZ7sfNBMC+/SdvueU273pOCpFMk1aTcYz1OWef+Tu/+Yu9XHIHRg2b9At81zWXP/2yC+aGfQblzoWkLsvKqi3L+sYbv2oGGESMqUlxGWnZSSBNDGurUlPMvC/H454vGIQEIQktGA2jZjRMgUiJjBBTiKGtAfPeP/G1UPcK6nQ6nc6TMd+35C+EW7j11u02NkwWeu7RoT+W8RiTEqfauRlceiVe+oPHvb+k2LJ9OXKJo14ODfIRmvGdd6+vRw8PICrrmz4mubvyux4eDhb6ReHkvBFdcQr9fOZAVnJWn1naeOfRPLhWUHKLpbt1703nQvoNNWnd6qDXNnHbWLdoOuKaLa98cdw430NvFVnIaHDQrnvdp7YvL58fxcZ2Kp/d0KzfvoBzh4PF8tED21zv3/2bhBmLWhZDJOALd+R3PVw6frjngvltsmlsdrCXjg3CzNkXyIu/+7Z+vpL1siBgGYnONHpVJYfe+2kkqzkCEY2iARKCWYQaArRFBBKsy7pPpPRAgVw1YjHuuYM/8slnjMeDZol12YuWWRoXhnrPgE6UFA4o1+6sdnzG4WLz/vmhBS3f+bHioYe3YDxCtYjQJkJyLfIxhFoUpTG09ESaT6xoeBC4iPB2uvKS1lIvf61lP2nipBKia4wblRrcEOAAQUiM5MZqQ02zBm9w9aQgne0Nabl+xBUpKzYMt1z0wU98bhQRgKwfJtUJQiADTAxsgBGUVAFwNGnBqoiJ2cipkEmTZEJp1qwwAgTw0RxayKi0pL2c58vl2IakPV2KJ0a6VMysW1rN1LZ/9GPXM6th4sUfOrC6t1wYZ9HydjQ5lrnAYnA+sJ8kSxJ7WTiw/05Y39FQgYf2379+24aW2pV6BU6DxuHMvHDvR17+IhJ1mZhx28DJnNkgywbXfvf3jdqqlTr42lOrbTPoDcTyT3/qenosY1Lu/Cb2W03XcT6TKPle7mRjWxc+U5MFoya2npgpBzALzAADIAccwM5n4l1e9Inc9CNdlu10Op3ONwkjE0LUlbvuappJQJNim01vBrpekP7Gs8+BMOZm1m3bOpqUvSAbo58rddikTeaa+/fjwSMEOCUYIS82X/zU/MytrORWmtTEMdukGvUoq9o6pTh54Bz3mqUAACAASURBVEEECKPQeOD6G2MMCUk1MYFDM+jlK/WqIc82bNp8zVWNc5Q0B5TT4sc/4hZXyEiBRCZqBHjIeFSSDLZdeiE750Rotm+W0LY7P/Y3BLMUKAXyMq4mjvOUFXbGls1n7Fj3jCt669Z7Za7NWgVRYykA+xeP7P+bjzqNAOAYAgUI9LWVP9K1OfSdf6APKOH++kTW4K7ff9tZK+lAHB2cR1vkRcBsQxtjdn49UCuOz/ZWnrKhftGV9Lsvv/zNv/Kv/+/f/YE//r11L712+dQRp3WR2nzaDiudPkdP7+0iA6t9U5/1136XzjlmaZvGCYtDORmXZf25z37h8KGTBtRVW/SGpxPXP+lqJsYwbUqlqswMEIG898wkIt77lPTTn/rsalkqKCbbtetODSGG4ER6RaGaYoxmCTBmNoMRxuOJmXkvBhw5cnxxcZF4LRwyc0pJVa+44opejwEimn6hEYEYl156cZ57FlaLIJr+UUxxZWWlrr+V/yvqdDqdTucbVzk4KEbloVt3OQnsVK0tQKxU+95Crzd/2cXo5xgW8xedv5hChmxz4zZNsC5iLsSZwyfw7r+ZByQZQoSZP3fHju95NiBnoJ8Zr/RskiY9MtfvaWiWbr8bkwnFxq+sPvDBT1mKE6RkgaBFbD3U4Fegc5ddhnPPidzvQ3pQX01u/sD755aWvfIYqJ15BRsKlbaKq0W+4TlXotcDoXIQVf/wkb233sYWPGmmqoQW1MtnViAbr3tuMZjDVU+THdtIpWjJU2ZmijQRbX3c+YlPyvIopqikJmv9FngaX6ZJqsuy/3NtCtv7G4bHFvXL981EiM/V+ZJpVaDk1zXUb+aa2TPOevH3X/vf337eT738kZN73v7W//yO//hbH3rdb3/+fW9f/vyX+w+v9pK40IgQFDGogSHT7q3T+QHfnCz79cmJDaiqyixdfvnTer2MLPWKbHZm3YGDR17/+jfHiE0bt08mAZheT/3TXnRVyczMnDQ550yhrWXimWwacx273ffueejBA0AmIl+95Y6UkqkKgQnCgCaCGsx5NjNiPnHiJDMzgYDjx5eqqnIiIjLNsqra6/XOO+8cAKrTEcMq03HBZldc8XTvhcnM0jTTA0gxnTx58tix5S7LdjqdTuc7Wk3gNjQ3fBWHDjlqaynBoUjKiZZAx/M8u+SC1HOVi3TlRScHeQuRRC4SKU2wutnJ3e/5K3foKDctTJWpdnz+y/9Vnee5FV5ROmUBh2g5t2nsHzlk9+3mVIYHHsrveliYRgUSFBaJGi6r/nD+qPN63XMb9gkealyVyw/cZwcPrm8rl3ipR7VDnowVDqyUL8wP113zDBjFFEeWCrhHvrDrLNfTUFqsCqQmRZf3YdnYFXMve0njDE/dPP/Cq4PPM/OsIhCf0Gq9ufC9ex/WXQ8IcQJqAgQEIE2nAKiRKn2TFwb/2SglFZHok1/x+089IpORw+aGNpyKrK4ZDkfOlVLcd9VVO/7o/1z67hfe/Oa33vGa38YHv/S8vcsvOhquOl5tfejIiTe/58i/eM3klnv75CgmCHLHCaZMEJCBp7f2vzns9PCptX8mTUS0bn7mR374ZdVkFamu6phnM5/+5A1fvvG2kLIYpjMIzEiN1OhJXtMsL6+uRcykzjnHAqNNGzfuOPMMYfXCZpQXMzfddLshiwk7d93jmLywphia8tyzz2IxVYWpiJgqkRw9dszUmjYBmEwmIpJURSSlZGaqOjc3Nzs7mxRurSWBAmub6mZnM+dELREBZiKiqiCMRqPV1dUuy3Y6nU7nO1oCZHV8/3s/Mrc6Ia4rmhDHLKp32YTcar8/c+lFI8ZyIYNLzzu5qb/E0oAq1pUsLZM2qaKVxXvf9l4C0OcorgL7p186c+nFQUOBzGzaDV5HTZODZheW9n7sr1GuLn35lnOWAkPLwpQh0Br1jNGobsuzz1z3/O9qKM8BJiLSk9d/+cyUMpRCvJpT4zRP6gwEaXzfX3bhuisuAQkzO2LUKX1x12C17HtmC5mZEWqzcV0PNm/HM58x8lzPujNe/LzYLwhsQTN1hZI3HayOn3psUl6/k6qamGogYjrOarp7xxJMod2y7BPqw/DIqdt+/y3Lh4/oM89e9ZrBBedyyjeeDDYKy//6uVfs/Ai//CXFU86onZ8f2SWL5WWLca5dmo+Tuclox6gaHHzk4F/9DdpEZphu0QICCEIEsBl/k6qVH1ten0ZSIxS9HiidOnnstT/702fv2IpUq5qZmxlueNe7P93L52dmN017ZK114wI94X78/08rK2Oztbv8ImIJGuLWTZsuvOAckRRTo2rODXbduhvAvfcdOXjoRC6OoKbBO372c64xXZsEIUJmRkSnTi0YjJnVUFe1c25awEBE03VZ7/1wkE9/XLXknDeYWmKiEDEYDgCbpl4imj6xEEKMscuynU6n0/mOJgBGk4W77h2kKA6csSGxmggnkZhlPD/HCAXccH6mzVzpEIRaw1hiPXSrUm9cP3v8s19BWwdncTpwVHxxyfnLoMz3C6UEQ+brth1kvV5qDt95G8YrzcP7NyWYasswNjaMGQPKlmJZbt8o524vmHu6FmPsoQPzSg1agIMgEZwaGRLcKPNy1hk6P4egylwg4tQCHTreLpzqZ7lzzpKySBXaCdrB/Bx6OSMGWO+MzRDh6a1rVYNlmeO63qqsh49gaRmqQWNaiywApm1I1bo33f+ZqHjwYHz40ZNHDl70/KvGsEW2Uz1icgP4Db1NvZ9/2QMkxyHnveD5177qx06tdwM3m6wFeWwcRJ/gkWA4dAInFyCAIUwCg9PpVlti+P/rQsKIGSkmTXHHWZvOPXvHsJ9nWVbXbdXYHbfvnpvb3DZ6usZgLU8/uafTNMHs9JowERML8br5+W1bNxeF8wIWqcr2kYPHJhV2795bVS3xtB2Z5rk/68ztKUWyRDAiMgDGbRuFxTsyWyvDJWA6RnaaZVNKAEIIamv/DliMEYQQUp7nRKS6ds/BzJi+1ad597LqdDqdzj/uLfu06X/OaLV82+2DY4vDpGXbVBoJYhotWtT49MsuY8lmR/W6Omyd2bLRZU4Y4NxnJNIi5sTl4sK6e/aG3fc0iAoMLFcVf+01+zM3Bvdry5hHFpm9kA05rtx7T/WpT9M9u701TGjNlNkZUp/bmPz67Wf84PeON87bSLkBM3DoIN9ynx+Pxk7Bjr2HqaTkQKtOjs32rv3l/9AgBztO2g+l3ntfuWfvFilSXbVQgEjJHBfZYMs5Z6FsZhcmM00DV5x35vYMVEgWiWvPqxQsg3J8eOetqBLHtmC3llkUMFJQABFAXR+DJz63wr4Pf+DcCqsfu/7pL3y+Xnvx/jmrhTm5Mhts+w+vbJ/7nC0ttjdsFeRF167/2R/e049jsoVeOtGs5imUcbTgq4U7dqOtpxcr3nkHGmuTCLl4bcM0PE7vgw8GA1UFkNLjT28ASCllWZZSmkY0ADHGtm2JkNLaJz02NszARhRSZMF4tFxPqtf8zCtSMyqbSd4rmN3Jk6O//ZvPFsXAAJAqqRIU/OTWZcfjUkSyLHPOVVXlWFgxN+y94NqnjUcnfG4htCzFoUOn9h889ZnPfTGai03DpEC6/NKLz9qxWVPNbEAKoTUDO3fixElVDdGEMTc3N82wbduGEKaHq23bldVJnmUEZhYAKaoTr4rJeDJaHQHELCJSVVVRFCGGwWCwYcOGb9np08396nQ6nc4/ynQD9WNx1k1WT3z1lnVVmxtOGYq5Im8LV4uCMtOVvXsPvOFNS0awuAMyOHCiF1KWplNCAcAnE8N5Wh+7+eb1z71InM+SkB9sevZVN2wanlFSsbRiOY3JCp3244wb2njPO97be+DoJhgbs6oSiVpINCY/2b7lyp/5icOw2YzRgIv26Odv6D9ytA93akD5xHHdUkqOhUkezfhpP/2j2HGmIYMIomJhYc8HPijLiz3GqGpc7kHOJY5sNbUrd+1a+I3fsspjfb6xjcWjhwkxpdg4NA4AGawVq5eWlj/4sflfeZVkDvApJQaBSMEKJmOkbhHpiaKs1y/fddO19dLcLQsH3/XXT/vln/r8770x3nd00jh60RXrfvXlcNn6GjjZYku2moctr3rJJ9721pnK+TblQB55JdflXLOViY6Wk5g3wOAUBRcGauu6EI+kzrnpvW9mtmghIMue4Ok0TQMwzFR1urOp1+tNT36ix9e6sj02ANeSWRoU7nu/+7nXPe+aT918cwotcZ/J/9VffnBu3RwApQTQWlvbJ7UNcDKZqKqebmPcNs3ssNiyaf3VV11OVPf7Uk+i9/l4vPL/vv0vd91xTzT2TI6YSF/96p/u9eE9gw2mpxesKSSt2zrPZwyYm59zziUl5rVuCaq6srKyvDyanx0AzOQAZfbMjg2HDh1dXh4R9Zo2OuemVbbCPD8//5SnzAHfovrw7iXV6XQ6nX/UouxjiXYtzobY3L+nnyKBOOMEvzIaK4iFfWhGBw8+/OnPnvrMDYc//MkDH/10NlkZkAPgFb1ARUSekEf0tK3uu3+glMMwHU+/deu6Ky852JYMJxEgyShD0srqdSLtQ/vztq2hZOyUFWCjGe4ve97+vKsw7PO0TtIZmvLRr+7kqnSuqEEBlEXzYAY0pdEg23Ldd2EwYBUQiwEPHTh5zz09BzFlQyAZh+jB/X5BhY2OHrzvQx9d+tQXjnz4kw/+9SdHp45HJO9FCY2b3jbm0nEMzaM37UTVeiigunbQKIHTtEQydafSE10mhRCcriAOYtz/nk9Mjpz6nle9YnjujnzDhiOSMD8cmjQ9YGuWcn1EV6qt69Y/6+mVy3zkPJIy6ozGmTpLrcW4NjIVSEpgKDiZEOvpSlNinhZ0VtXXXap9XUplBq1VlMYYnXMpgdeaVSk9LqQZkOd5SmnQy1MMsPZnXvVKksSeBoNeSgqWqqqMsDa7gTDdivYkDlTbttPV4qSJmYVJyOZn+xs2zJ+5Y0tVrYgTJhfVbv7qrhMnF4iZTDWGLVu2XP3MK4ucRQhQIhjWyltj1LqumQCg35NpUKbTPzsRhRCOHT0BQNU0TY+NhJAs4ciRY00TmGQ6UUxEzAyG9evXfyvPny7LdjqdTucbi7NmllLCnocm9z84AJLBD+ebgLneeuGsDvUM69mgLSvLZ5eTKxOfV7VnIBtpOfHaMrFRlpiMlRhSTe64G4cWqSyjICaoL6756Z841JfIuWuNWxZ1RNJ4zFjaulIPmZczkFEexCBitKHqndo0d+5rf6wqy/XKECBv4/79q1/elZtZlretVbCZQEOSRClZlAt24JkXBeJcXQoJRuU73h33PeS9moXcFa3zXMxIpKaeLNQLc1Y9J+p5qb1w3GwdT8jHCUKkRGZkvL6mjRX5RIOYxrfdbXv3OkRGckwgAlEEFAIlxO48eiKJehnpjtlG9NKxf/B/f8sDSyvP/c1f3vCTPzo3uzE9cGh97B3CeBWrFuJ5ad1ggku/7/uWhoNA+YT9qb6UDllSRtKCqmkxqoKNGDDFhnXrGJqg0735IhJj9N6fPLmQElTVYADMoLq2l38aW4mIQDHGXq+nCmaYGj8uxRoIoBijE04ptG3lmF943YW/+du/YmiqqnQ+MyVmMShIjRRGXzdx7BvRNA0RTXu+iogwV5PROWef6cle+cp/W9WrzBpNRfJHDx0BhERSjDB76Uv+5eZNKIqcSQmJGNOGA6bUtu1kPJn+ONu2bYsxrtVREAFwzhHRrl13xAgmBgRgMyESVdx1571MXpVEPE6XZBjs2c9+dvoWXrZ1WbbT6XQ630CQxekyg5N/+YFsZTUDIqiJBGSjsqk0kqNZptmy3Expvej61GZpJA6rQ1rsYzVHyxSZWqHKUZPV+j/Yu9Og27K7vu+//1pr732m5z7PnXu83Wp1a+yW1EItqSUhCYzARJKRIAxmElBAbCo2wk4IRVEVx3ZVYuM4A8E4CZWAKRwPgEUYTBgiAZKQhcwgqdWteWippzs+0zln773W+ufFeW5Lut24ynKLVKLvp2513X5x7z133/0857vXWcPHP63ffqfWZWUqQUFx+2UvvuXV9y7bFNynamyoJfvQhfFg/6aa6jjuTmSyrgQpBoX5WBd3P0d33RZi6kaVVIc4Pvzu9+ycPwg1Xhn7Vl0OYZFTU1S9tKG95SV3r0/srEOI1WITD86ff/CXf+3EmId8mEIKir3H3hXki8UszGzLhxtzabU+pXJy0R7O6uHcex+iazbqxBhO5nhqaSeLzS7tPvKH7wkqVTmYJJNZ2Sw9cjEu+2cMzPrrvvzVzfn9JoUL6me7/aWf/Bdv/1v/8PC+9z7rO74tXn9rOl9v2Dt/bKX0B5+c/91/efHv/rMb7nr5MJkXa/uQ+hhOH/hzLpetY/PZdacfH5dNFqtGcz39lqdFC4q2SbR6dS7su971rqM/X+auccyr1fDoo49telHuKaXqNYRw6tSpEFTKE5dsmaScs5lqySX3MUQv+k++9w0v/LK7+mG1WSClo92sNj/ss1sP/3u6fPnyZrg0hhhCKDmvlodnzpx01de/7i/ecuuNuQy1VrMgSxaim8Vgi/nsL3/rtwTT8Z3tWsvmRbv71Rdf16t1LjLprrvuSinVzR8R4+Yr3cze8pa3fObTF8wUQpBHeTCFhx46/7a3/W5KqRydkxCGYXD3tmnf+MY3/nke58x8WQDAF5K2D/zRH+9szv80Ww/9dLK1M9+Kh31RrTl7WY0W++pNqUm1tuFQfU4m2SQrFI1BJSjE6svl+fs/fLrWQWo37/Jd97TnPnvv199u8kkz0dBnX49efCyTZiJb56ij7TpNJrnsxC03e1Q33dJSQzdm5YsPPXTMYk1+OI5tN3O3OCpXr/JJ065vuqGXBTXqXY2df+SRfGVv5+TO6vJh27arcRirp6Yr/SrnvM7rqqaq9p7qMI6hPQx5e9o1wftamqokkzSr5lVdqVcefvh6KZdBNV3dZvZq9eDPiJFjt952fJ1j9E9PVmd9dna3Xr5w+YPlQ7/wt39M526669Qd82dM9d6HT7z9wfLRR7df+Tx94ywpRA+xKhU/OcrkO1s72p7XzZUepaoyZrNus6QphGAp1lJKKVVa9sv7778/hNeajiaCj2MehnJwsL/55CE2ijGWMsQYF4tFjCpjCU+WoG3b5tWy65pSioUcUlOlF73oRR9430P7+8Pp06d3Dy+G+BSMJC6Xy1priGbRzCzGkCbddNJKft31Z5/+9Kc9/OBH+tHdPWwKO3iKcTKd3H7bMTPNptNas+LVe9HMq0sqtZRSUozXXXe2aZpx7RbMzEqpklvwP/2T9z300MM33niqCZuz7Kxfj5cuXvroRz8Wm233ah6C2XocU2xTk+64YxH/HG8fxmUBAE9sVWlUlvcaXYNKDsUGaU/j6KvU733453/27nfef+P+/qWm7ndxHqZhKLv18GCaRxvCdHIhtH0Tc1zvT+xKTLWv5w6acxf9zEpyH1M35Enrpw5tekdtV//kLau3vXXHd5vRBw+Xjx87/T3fevnMiawxrvfcap/ablxoevaDqeu1fWZ/EjxN1e0cNqva/eub2617Xmzr2WULj840XbVbH1tNf/kdi9UVhX6na9Mwzsvhg1sHpRxOlN5683Ty1a/Z3p9vfSbsTr23g+mv/sa8i93u/g0l9OuDIRZv7cFmeGyxyLvru1fHF+P8k1vzReh3u9oHe/rh4oZLoTmwMcSDRo8lXbJ0sZlYjafLOLztPTq/vy3ba2LfSiXsrMOpXjEMvr3i5nqiagu94XUf++43fHh+7Pb1ziz75Wa3Lg6uv/Cxb37PfW/6hd956U/9r8/4oR/e+ef/y6lPvHsnPvKB21c6tr55vzXrlvP5Dct0OYV33NS973ter2HnbIm77WF/Kuem3ykx9rrnRS88c/2pdVj2XnrV3NihlaGb/8wv/Nb3/uCPv+u9D+3n6afPL3/9t//w677puy4NadCkmW25ahkOmjB0Nnzlq17qrhJSVluVqscSd92WXlMt81LGGGtZt7N0JprUHMwGfc83fc3WZDe1F/aHh7L12Sa1Hgula3zd+aWu5HZsmirzIltXG4t59Vhr47lRiaFYyeHqsQzZ61BG7e0O8kUIW0O1vvZ9HIag7eM3pBqOpfqXv/7LlR6O8zLGxbLOD4usW6Z1/+qX3VPMe1M778yaMMzb1fHJsJNqLGkvNxeHfjVtw7jO23N9x7e8sbNB41JlCCYP5grHJk//a3/l77z99z4wVO2tvJc+/OnP/P2f+OkYpylOWm/bnOoYdra2vF+99jWvsLXCqFBMHqVYVLNytV6erTaqbY2rnNaDzQY/UZVquixbhi90Bg7jsgCAP3OsI8ps83momZsaqRlH7R++4+f/2Va7+bi0Lkaf5NBJUUpqlrI61DN2alit5nHm1qxLMVlMHtLS61DKuqbSdpNlubI392EsB1vj+/7Pf/EVb3jVflOKYqNgZ7abVzz3kYc+emNWsCFJ1RUVJCW3ULyNzTqv3UIJdunMdade/PwySUspS65Du/zgfY9+5M4T7fmD5bLJtW3aVSmLZqz9LHXh+c+Y3nGLktSqT2qU33f/v7muU19k7tNctgefjT54fzouDr1vSqcS5327iFtXyqooFJtVL9vzyXK44GFMXmooNaa+eplPP/7Qx5/9/ve2r3p5tbpUUFJ3tGo8VHnk1nrSh6edxSv/+ve/9XfeMV2t2+WlMwrLmA9bXZkMyT3UktvUe/Xl5W2dvtmCLj162fdP1mGyKm0N/awb++Xdr/qKzVlcTepcofqoEE06ftz+6l/9vr/+Y3+njFlSMG+bLsoP9g9+6Zd+9dd/9TdmXXPp4mNNSk3TRJ2w6LXk4CWo5rG/47Zz3/zN31iqp2hmXo8mCVwzT8CuftmYLLaNzt105j/7m2/+0f/y7+0uD+aL42PRZoqDPErmNshUN2PCR/+xz//dgntx82CSgluUbSYzmLtMoRaLsqZJxxZzqZrCa1/72h/7r/7RY3ue8zCbzcbeVN1CeeHdz2wby15l1nXdsJZLbnILUiOrQ5/dLcYUon7ob/zAr/3r33z40SsKtlqOi8WxoZTLy/7R/U9/x/f90Au/7K67nvecT3zq4+97332PPHppXUK0ktLELHpZd5PZ3uWDb/ymr2k7+fj4sWhH31BMj++wbJ+zi8PmMgb9B5zLRssCAJ6MXX2v9iAP2TV67cwUgh58qH70EzXIqpqqrpROHmVBk4vShcnssXlbtmZ7B6mtTQmhejMJsVtdOWua9HlaSzOO0SyOJeyntVnq+/4P7599+tLq1q1G8URx1Xbr9tsPvJmWYbASqky2OWapU3QvyqWoT3FibTp36zO1fTaWMI9qJOvLhd99x/zKwZbFUMy9ZKXtwcPKvHRXQv2yl9yb1KhKpuOlNnuX8wMfi67om1Ewb1ST2yQuHot51Z22U9ufHA73o5+ynUvrtWI8lrqT0S5+6sM3zOJWro0XV1EeR4tD04XV8kNvf9edL3lxnJVeaZC6sJkpa0WBln2Sey0ElbWedv2ZFz1n+M1/sz02SXlabCj5oNUyeJvD6HURmkZtd3yhxezCn/yRYo4aPK/r9LqPafmsV73yxLmbZCYF2xyyJakWRVewl917z/Fj893dmFLymstYpGrqUozjmC8vV93kRPWSiyxWVQV5k2IIPqzLvS+75/rrF2YeTdWL7PN2IbDPji6HasHNzNNquW4nkzd83et/4qf+9/zInpcSPG425HJ5NQW3q6fAmdtmlZo2J8VdPSE3uLl79SBXkIcha8xF0tFmdNVTsKa1xVaUskld21133dnLh/tNSmbWNI3nvknl9ttvluTu8eo+DFe3EguuKG/299fDUJourtd+4ri99CUv+OVf+a3qdWs+W63XTdOFxeLkbLZeL9/+7ve++08/kPNw+fLu8Z1TVWPNmiza5bqXr/vV8NKXvOCO258tacy5beLnPRlLm0njn3v83dHf1cPVk9poWQDAUxSyshLk5kElSMpBo/vCqobxM7/39ufmcHESm1onuZRQxlKqxb1peSD4837kB1/9ja8fj2+V0k48Zfca1NZRD37iX33v900ePHx6TpPDVRPWua03HtbLbddcOlxcKvl333fslhuzqnZHdba49/mPnTh+eP6xdZM3S69NCq5cq1LNMY6TyX4dxjR+2Td9m2bHatW0ejeO+vin/+hn/ukzcrNzsLdj3RXFce0ni6W1ls304euOn/iGry8eqilENQfr+i//75s/8sjQxSFoHX2ZyjQrVl9O0/2L5qv+7g+3r7z3acfmPtvSvjep8ybV1UHcv/Ku/+5/+PRbfuWW/XUORVbMLdQm7O8+o574zP/x63e++i9OX3pXbtoq28zrLQorWcvd9SSjslanUx/7c2/+7k8+/LC95+C6sS8a5a5aovuk+Jll4038UBguNxdefs+db//Jf3Rjv+7UrBT/8Hg496bvvPX7v0vHthRTDSHLoizFxnOvmi00N5/b/q43feNP/cQv5P4ghNBYrNVns/kwDK7WQ6rWjnk0M6slRGtiGIZDq+OLXnjn33jz90lKQdXHcDTFNMjt6lqucjRtW3IP1RUtTqdyL6e247d/yzf8vX/4P6+HMXULfTZnrZpXq9WCuZlHl1Wr1TbLA/1oGD/m6tmkUhUsXr6yXPW9WZNLjtHy6NaWY1uTxVxlUNOFcZ1f/KJ7/uS+X4kxrZcHs67NQz+Z+Aue/1yvHswl77q2792turyauRpJF8/vphjNFZNy8f/0r33n/R/+wJ/+6QOTSUyxtapVqJ7zUJTSYjVUr83OiZ1hGBbHtly+d3A5xThpx1d9+b3/+d9889mz3bovk2l6/GgQO6rWIIWqzZEhLhXzKFW5SZslZV/g/cN8WQDAk9SFq0r++LuLRYUQrRb1uX/nH549XPexGUKTQywW6/hiMQAAIABJREFUSrBiWks23znznBfozLnh+A2+dZ0Wp+rJ08tTp/sz1+mOO84+7/lltjN48jRdhbRKnSnINck6MfjeO9/dmK+t1M7zPE5e+oKH7jz3yHS6jm0f2xxStpSt7auF2dZhsHxsflE+fdq57g1fvXesvdRo1Zh8/bFf+1e75x+OVS4LHs1DVGse5bqsmF7zUt125nKXHo26GKXllQ/83D8/2edQ22pp2YRla0O04F7GqsVW+4pX6pbb7OzTytb19fobx/nJcbazPHNWt91y19d+rfu0Ke0Qu4Om7WMTajhe4q175br7z+vnf73ZXU2U0+a93FXMVrztPpmqOMbZXgqLl91959//4cde+fz7jm99cmt+0EzbsV2s0vY6nNAJlen5Z960/e1fu3zsgu77zDrYx3faB59546kf+yu3/e0f1YmzCqYUi1m8msiKssbcNOv0A9//ra/9mpffetMJlcNj82A+LA+vxOBmapp21fchNZPZvE2KZTTvrfYvued5P/SDP3DDDTttkkk1j+Hql8Rmu2BTCSpB+WjrYJObyYIs1zIG6T9+w+uOTZtZG6KXoGLum3WLbkVh9KPfaXOPVFk2G03ZvJqrbat73ozWusL58xfGvLaQvQ5RruzR6g03nZSpbZI8TLp0zwvvlI+qKx8OrOYmhDe+8atPHJ82wZKpadKpU8fNsmxwy27VFVxptexjVMlqkrXRnvnMW37qJ//Bt3/r1zepKK+DFw/5YLVfVYexDOscbXKwu5qkbn2wv9q/uL2wadt/zWte+nP/5Mef+9wbY9RkGse8lurVeRWbqRfmR2Fbj66bjWFzDV3/IWsjGZcFAPw7B2ivDp1toqM88uinPvGJk+vx2f1MyuZBCmPwPoUhTA7VzG9+hsKW56PRlmSKknmQz57/3C9/72+8d2e/nHCviiv5vvVeQ1uDx/iZ9z9w4krZmmQ1naTJfOdZL3vl8AcfP3F4tOh6s4Q6yaKakBvfW1w6OLjx9pcrzSS35Xo+6fIjF977W793Ms5zP1TNBzV9TDU2+95ul3RQdNPdL16PYctCUE1JBx/91P4Dnzqr5o69pqjux1psbIuiQqnNyXNP16nr6xiHEILMgzfJFKTYaJ3nd738Jp0+0Q+5n4wWtmxypVntNlr01tb0x+9893MeeiSeOpZVjsac/POnROJznpzcQpuO7/pq9vJ77/zpG+77mX+6d//HDt79vtmF/dZqn8JH0uLkbeee9X1/6eRdt/3Rj/y3J8KpS3edPv7qF93xqldMvvxVOS5STbUpHj6765XcLSV5KcXHEk8e637qf/rRf/tH7/v5n//F3//9dx7Y/mw2X613Q2zH7N2kbZu6XF2aqG9SuOXczV/1F17xxq9/zZ3PefrY50mXTNVicK8m1Tx4WbdNlOWxjFFBIedxtdkYYCw1DIdxuhiH8dzN2z/yX7z5x//BT+wdrKsaWXj8vK2mCZvXGCx4Lea5jbUvy80JBdFKDUOwsRYlk0n7+/tjXrkULKiWSaiq/bmbTtciudfq7nrm7bcvOlvlXo1bXTfmb3rTN5c8Kng1Tdt259jC9EiwtR29juLycTh6ah1zn1KoeXzmHef+m//6x+5+wZf90i/+9n33fcTiuM598KYJM7VRebndBRv2Z3HtGu9+1tO+7g3/0Ru/4auG1TCbtl6rzEO0q989NlvTfXZLOq9jsGxeo01yv+pSikHBa/xCvzpoWQDAk0asFSmYLEpFSQql7F/ee/T+D3163de2sXAshzymcdWMy7auk12ZLdrn3KnrjuekMSmUKimHMEpuaifN/GUv7X/tNz8yfni6dnWTpWz/9OGx/Txder+YfvDw/Mm3vuOGr/4adbFKaRWe+/Kv/INfeecDn3qwKkgKm+OSahjGYdW17cnj481n7N57baljM1M3Ua4PP/DhT50/f7Zpw4md87kuGzto0xDly+Gm3aacu/Fpd75gYgv1obNSLb//Ax/4aCy7O82z946tU704q6t23AzpPdbGs3feru15TtMiLXstUlUXs7SUUteE7cXerTcP63Ed64HXRbP4TLxy2K7OLLvB2sO5Fuc/c1bPOEo1WXJNubGeTDBrXUEabXoo+a133P23flT7We/5kN72zk987COHTZl8xYvveN7LP/nxB37mZ3/xK0/f8Zy/9J36rnvLdTtZ3XlNd1ZR+6o7oV79xDlsmk9F5jGZKVSpevnye+962UvuunJl9a73/Nu3vvX3HvjgRy/v7u/uHTbt5PiJU9Pp9LVf8eqXv+Lem28+u72tYJKr7dJRkYUoaX2gNvqsC4ergyrrJvNx7KPl+fT4OCxTWFiIFjqvpenaWvVt3/L6K5cv/ff/4z+OylVhU3ipq+cvPHxsca6LUVWqVkufkuc6hhiSWzDlcW9r3varMpnHg4PxwvlHVFch1GBNrGPXhNjUra12tVxOZjOLVgc/d/ONr37Vi//kvg+ef/Ti2VPbt91y6+23nwvmMaZlP8Sol95z9/vfe1+QVRuDwmYN1rpfe5UFWXWTYnD5OJs03/2m17/x617/oQ8+/LM/95MXL17+4AMfOf/oJa8hhXbats9+9tNf97q/cM+LX/Dc5z5tOk3ZZKpSDcEljzFe/Xc4almzIGm5GtukafKah+m06/scldeHq62bTu5d1uTMF/TN6nO3vwYA4PFR2NGKyZOCSpBpDGpq1e4Vvee92l/r9HGFojgq5M0KjjJYnJ/UHXeqTQoa+rENVU08jGmQFirNat3/8Z902VWV2y6dONE359uHV5aDpuFip5N3vjCru5JSkXZK3z22Wz/8wdClo2HZzQvzIAu15N6y5l1749n+5M1VkupEHi6czx/9aFuDhlFW1Uqt5agQY3ikqpvlFz2zn3bzvvWQ95oczz+6+NRDaoMuZsWqtijWTVvIYt45nu54lkJTRkWXwlpKCnEvWFBdDKM++CldvKRp9GA2mZdxN+ZDLRv1njutnn/7+vjJpLhdYhhNSX1Sx931BHUzj7JI0rLRvhS1PtW7Dl3LtcZDHW93d45tj6aD1bi7bIYdNepvLiWFiTcr6+a9dEXD2SLFcLQLgGTVNLpcSlXJry4v2jxbuHRpd7WzPR2yxiILahtJUq+2lUzD2pvWUtDV1Ur16ihyunB+/dil3fnWzrovB4er6ayrdb06vPLCF9xextHLOJl4yYppWmqQ6dFHV5d3D13x8eRaj5efd+dtUfLRk1mWPvzpx0bXWBQV2xKsWJ4vNeS7bj+3WSB1YXf9yMXLxZI8xtqkEvtyqd3Kz7jl1nI4tF0rqQY9fHG1dXy6mRQxLrWY5XHMqZnUKg96//s/ntqpK7ka97hZT3l2vr7+hpOSimeF4jJTcoVSZUF5VNeoFF25PAzLYha6rjt1Qv2grttUqq/XB910+tlh2MefiK/+cMldOZeQ4oMPX2naaQhd3+dxHI/NO1V5ztedbe0LmoNDywIAnqxli9apZpVW3pY4Lqs3MTYeXdrb15hXZxdV1VWl0qgGWcrRclKN8li7qDwEVaU4xmZtMnlUH+tQVWvorriN1o0arsvrhWvZ5D3FrdImb/dT6qXTNbd9n1sfolUpS1WbMzQ3H9PGXl4Vl8onhi40QVbdSyxDLLUJSa4aSx/zUl5Uq/t1q0aK+7PpoHrywDWJy5R71Zk0eo4WtJnuqKP9gsY+d2kSSgyh9eIys7pUbEpIm5cUlGNemZUSm32lQU3SeFzZBjeZUtwN7kqdwqIGG01RHplm8KQt6+Ho39iUtI5a5TIJ1uWqaGMoy1BXUhrGrt1yL8f2Q1DZ38rzqrCMSk1upUF5OkS10TcrjKTgslxVXFFqTKq5jzG6K+ecUjPmYiFaMN9MTAjBq6K7zOSKobqqvIZwNGdhs6PaOGpzGpabQjAPGkc1jYLkXoLVWkYFmWIITR7dLMRwtAxqMy/UpVxzKWXStKEoyIqUo7JJm73tXCHrMIzT0FiWlxJiGL1aGzZTUJuqWNRrHDRO0yTVoCqNXprqTRxcQfLqIdeu81LcLLmb5BZsk/KbV+Ob11RzsFi9xmS5jE1qSnWZ1Wohmrss1xiDpFqquwcLFkymWr2UIUZZtGDX7FBmn/8TlVKDhTHXkMLm1OAQ1a/rpA1lGJuUxuzd5AuJWVoWAPBkA2VZy9bXGhrVrRI0NnksttVkyUpug5STTIryzc6YrjqOxZRTXFpdKjfyuRopbbbbaSTldYxWloexmyu0kl0IOjnKikrbr0OYj0HrqLg59b2oX6lrtNlYNmy2w5S5qdimous4hFmnzU6WdZSk1ByNuUkK8lSLjVV5VbS9FzVaPdGFKC1dpaj1HOsqW6umnZpVaZBcSspJg6mVNIypjYfyQ/kJ1X21VZpXTarcNMQhqcQc5I1iGINMytKgWmWmOpG1khWTTEHFxJ5cT/boNJhGKag0qunonyBoLY3ysaw7C8eGw/2muRynjdJ1Wb4aL23l7eJtH6W0nsWVNNM6qY0lHO0EEF0hF9VNHwY/mkQ79n3TNNqc6ZWSJK9ZZnb0nJFKGUsdcx6mk87s6layHuVB0nLvynQ6tabbRFopbtFyzm2jdb/q2uiea5i6q+bSNhN7/PlQkm22KVCRSzEq5IOSUlSjEpVVXDXJoicryimbh2F/PU0TJVNTixVXMYXojUrIlmv06Ga9hRBVVVL25AfDct7OSqmT0FUNwZqSTVIw5ZybNslG+ear16TNqPhm8q5KqSEEl6rnFONqfRBTSD4NIVjYrGA0qbq0HvvqllJKIUkhet7Mwzj62nv8b/z4kLZf7VpT3UxpkEoZYwxyL8NarjhZfAH3D/NlAQBP3hdVVqSk6nIrlmI7SIdSjjHJTmS5qRZJipvNKlMTTGaepImiS1kpSY3UVqlKQ9EkxclU46hcFaazTjZKWWbJOtd4tH2CWq1TVNM1fY1j3Yxo1lDlIRaXNRpdMQTrNEhxVDSFIIU6alypa7XZPtaKpeiSgs3UmTod9mOdN9sT16UDeayTdjFprdeBa1KUBqlIUXWiUeqkqEa5Ko1rDdLCpSqlKvWyRmvLMeTFEKSgqpSDjYoLhRRcajyGevUtPWq0o6rCE+SsviiFqMakMalIpqVqsnAiTlMv5X7WpEFJtfpSsWsaxUuxbM3qVLXIg5LkQXXzb/F4Pn5OUW3uCmu6iarqmGPTKo8KZhZkrlq8Vrcir20T26Zzz7UqhPZzf4/ZsblkXgevHlIbo9U6Nskkb5JqGWJKVVFWLTaPb7AlVanKi8yl6gp7+weTOO1iq83puNGCStYgpc1a/+XqYDGZTxczVUnueVSTpWIKcpc3Q+lTTDl7FyabVxeDFZV5m0y5i6mWoapa8LhZV+VqUpKPRyf81iRvpOChXLly0dRsb++kGNxlUohJytNJKxXPZmHzHOlVZaxDCLFp2iqr0rrWGELUZv6P/h07EpRh0OY04WQ5jykFr2Pfr7vZNLZXtwRmXBYA8BR0rGsoGlId1TcqM7fYRw9dTrbrJUdJOu518661OWXgaJVykFv1qFXpU2yjYpBCufomFVyhVs9uMSh6tSI1my3towYpSWmUTDnpQC55V+tUcbP70dEGP+5J5mOxGFVcwYZUi5dgUTKXxasT9MJn9w2o1YOvSpzEVdQgdfJ2HEOTRoV+0Ny016iVJpt+N9UoN8UsVcmzp9pHTUo7RrnUjlKRktapukpXPSgVs2GInUczKagmlc2OR67Nz3LyEmqnhhvsieOyVWNWkEK3GZJ180ZrKUhdldZVvq5dHFKbqqVRGvJyK+xpbGQzWXt0cFSOilYf3yvAFWo9ytBgLqtXP/TefLhuj+8R64/Hr/tmbrbXWuxosDZs9oU9mh+wGUI+yqjHBxprKWPTJMlrGT3OvdYQgtci92Ays82s0c2Pza0R3OQalmM7azy4q1SVIAse5FaDm5tVkwVp83fZzMOQeVSNxaqCqSrUaGYyuUquQ0ihek2WzINs06ZWy+YvWELcLOzcnP0VJKsqIUTJSnEpBNNmMLp6NvNSx2Qzl2otMg9HV9ezu2TBkmTV1W4eHzeXwz6bpfY5TxVe3YKNeUwpmqmUvJm6ILlqVQjSF7L/Mi0LAHiygTKpqEiDVINCUjOuaxOSNUE25NqnwCd71+oVXSnlmkLKQRfqOAvNXIq9qxY17klGywJPKVoWAPAELo1SrIpjUc2KppQ8hCwNg9YHKqO2Zlyna9VetWh/UDtXDP0k+HSWFNJmfDdpCGo5LgF4SvFUDQB4Mpv8Uogx9grrWo+5hUt7f/yPf/qx/+t3rh9zP7Ig/1qNDrbDOBmbC2O9sJg+/c3fe+6bXq+2qTF5TIOp/8I+QwVAywIA/j3YprmCLBQpSwc5HytV1U49+NjsTz9yy3J/HWnZa13pDpda2tCZddqe54NLisMg6y1GKRCyAC0LAPhzUKV10kTaLC02abttbTVKYavUyThIy6VWXKhr7Hd20AatQ7ZmnMbeBsW6Uh1Vp1LrCi6mGAC0LADgi96ye5KkqStIjbR01aCo/nKbD9uhHVVa3kGudXzZXH/QTkqb67Qd0uJgoiFN203BFrt6nicAWhYA8EVkUie1LssyV5u0dpUuNWn94bPNgzemx8q8O887yBPeU3udGLuTmvRqL63zVp2qThqFTmEiNy+qEvs/AE/t9yv2MQAAXMMlrwrZVVwyNbaMGq1OtFo9/Mn6yCen/WGj27hQ19htyhDq9lBnzdaVvO5vu9FPna4K2/J5lkaXSzNaFqBlAQBf7JgdJVWpyKQYViFUeVS2cZnKMsa6bG7iOl3bsjqsKjuSxmLN4pKU1XTSCVc3Xp16zPov4CnF0yEA4MmYFKVQXbUoBq9dSUGtqqlE1TKrrP261mzsJWkIKkGzmlKtXRM2R/iaSqO1ac5lAmhZAMAXlZuGRoN8VJFqI19YY4NrP3/ibW9/+IMP1IO9rXjAhbq2/0NcX9qfbZ86rBqmzdNe86obX3yPdHRQwp7pspiZAdCyAIAvdpNJrdR6MJssFVKVrZW7McXd/d9/y6n/7Zeash8VuVDXXrdavAka/URpHptNhjMTveI5RdPgYWVauB/vsyacYQs8ldjmDgAAALQsAAAAQMsCAAAAtCwAAABoWQAAAICWBQAAAGhZAAAA0LIAAAAALQsAAADQsgAAAAAtCwAAgP//SlwCAMC13K131SCzWdKq0flZ3fFBly5PfbmaDKcvZ9exa35R+PzxEZe7/Evqsj2ys3e5Xn66bV9Y5kvHZzZrBnnWOCvtrDd1djhp5txdAC0LAPjipqyptgpVJtWgKrUKPlZZp0FWUlD7yGKPC3WNkocbxnYxKmhWyqQ9zK0rWpBLQcU0co0AWhYA8EVvWekg1C6ERnLJpEYKikrzoTaXRy0Ut4b9a35VrfVz/9fMzOxL6rqFOD3dnFFfTLPxyjDJnXKMyeSmoBJoWYCWBQD8ubTsUZy5qilKRXIPis1wbGt56uThYdna769tWf/8lpWZvrRadjfHw3GYKyxlj5Y87zpZkMKX2GUAaFkAwP+rgjR3xeJWLUqWVCRrGoX1/GX3HE8xHw57KT/xV10TxP4ldt2yKdSQlzF5uvXY7Nhzb8sxFbM2yIqSa0bUAk81c3euAgDg8zvUNRaVqGqbGQa7pZamzGPsPKsflcu4mD2hZb/U136Fuop10NJUkqbNYWe9TaK0VRWyFKQoxmiBpxbjsgCAP5sdZel8ElYKgyRLXSelNPAO8gQldDHY7Fgwj25xUCxSfHx82qUqRa4T8JR+l2JcFgBwDZdnr7Fa8KM1+DUerVuKUqxu1RXYofxavZVi3sqCrMp6mUuN1FZZkUwyWhagZQEAX2RF2lVtpVYhPl5ffnVksUguTViU/8QLF1SjdDVb7bMPB5v/dWOKAfAU4xMiAMCTCq5aVYNUj9Z1mdyOQs0lz1yja9WkEo+mDX/uSFGQwtEjAO+7wFOLcVkAwLVcyi6TB1XJzdwll7niUc66kgoX6gkta26hXB1/jVVWJcmjSji6Xh1XCXhK8XwIALiWuZrNDILgCi5TlUZ5kVfzqiBTx8TPJwqqUn91/HUWlexogkHl4gBfrO9XjMsCAADg/6uPkAAAAAAtCwAAANCyAAAAAC0LAAAAWhYAAACgZQEAAABaFgAAALQsAAAAQMsCAAAAtCwAAABAywIAAICWBQAAAGhZAAAAgJYFAAAALQsAAADQsgAAAAAtCwAAANCyAAAAoGUBAAAAWhYAAACgZQEAAEDLAgAAALQsAAAAQMsCAAAAtCwAAABoWQAAAICWBQAAAGhZAAAA0LIAAAAALQsAAADQsgAAAAAtCwAAAFoWAAAAoGUBAAAAWhYAAAC0LAAAAEDLAgAAALQsAAAAQMsCAACAlgUAAABoWQAAAICWBQAAAC0LAAAA0LIAAAAALQsAAADQsgAAAKBlAQAAAFoWAAAAoGUBAABAywIAAAC0LAAAAEDLAgAAALQsAAAAaFkAAACAlgUAAABoWQAAANCyAAAAAC0LAAAA0LIAAAAALQsAAABaFgAAAKBlAQAAAFoWAAAAtCwAAABAywIAAAC0LAAAAEDLAgAAgJYFAAAAaFkAAACAlgUAAAAtCwAAANCyAAAAAC0LAAAA0LIAAACgZQEAAABaFgAAAKBlAQAAQMsCAAAAtCwAAABAywIAAAC0LAAAAGhZAAAAgJYFAAAAaFkAAADQsgAAAAAtCwAAANCyAAAAAC0LAAAAWhYAAACgZQEAAABaFgAAALQsAAAAQMsCAAAAtCwAAABAywIAAICWBQAAAGhZAAAAgJYFAAAALQsAAADQsgAAAAAtCwAAANCyAAAAoGUBAAAAWhYAAACgZQEAAEDLAgAAALQsAAAAQMsCAAAAtCwAAABoWQAAAICWBQAAAGhZAAAA0LIAAAAALQsAAADQsgAAAAAtCwAAAFoWAAAAoGUBAAAAWhYAAAC0LAAAAEDLAgAAALQsAAAAQMsCAACAlgUAAABoWQAAAICWBQAAAC0LAAAA0LIAAAAALQsAAABaFgAAAKBlAQAAAFoWAAAAoGUBAABAywIAAAC0LAAAAEDLAgAAgJYFAAAAaFkAAACAlgUAAABoWQAAANCyAAAAAC0LAAAA0LIAAACgZQEAAABaFgAAAKBlAQAAAFoWAAAAtCwAAABAywIAAAC0LAAAAGhZAAAAgJYFAAAAaFkAAACAlgUAAAAtCwAAANCyAAAAAC0LAAAAWhYAAACgZQEAAABaFgAAAKBlAQAAQMsCAAAAtCwAAABAywIAAICWBQAAAGhZAAAAgJYFAAAAaFkAAADQsgAAAAAtCwAAANCyAAAAoGUBAAAAWhYAAACgZQEAAABaFgAAALQsAAAAQMsCAAAAtCwAAABoWQAAAICWBQAAAGhZAAAAgJYFAAAALQsAAADQsgAAAAAtCwAAAFoWAAAAoGUBAAAAWhYAAACgZQEAAEDLAgAAALQsAAAAQMsCAACAlgUAAABoWQAAAICWBQAAAGhZAAAA0LIAAAAALQsAAADQsgAAAKBlAQAAAFoWAAAAoGUBAAAAWhYAAAC0LAAAAEDLAgAAALQsAAAAaFkAAACAlgUAAABoWQAAAICWBQAAAC0LAAAA0LIAAAAALQsAAABaFgAAAKBlAQAAAFoWAAAAoGUBAABAywIAAAC0LAAAAEDLAgAAgJYFAAAAaFkAAACAlgUAAABoWQAAANCyAAAAAC0LAAAA0LIAAACgZQEAAABaFgAAAKBlAQAAAFoWAAAAtCwAAABAywIAAAC0LAAAAGhZAAAAgJYFAAAAaFkAAACAlgUAAAAtCwAAANCyAAAAAC0LAAAAWhYAAACgZQEAAABaFgAAAKBlAQAAQMsCAAAAtCwAAABAywIAAICWBQAAAGhZAAAAgJYFAAAAaFkAAADQsgAAAAAtCwAAANCyAAAAoGUBAAAAWhYAAACgZQEAAEDLAgAAALQsAAAAQMsCAAAAtCwAAABoWQAAAICWBQAAAGhZAAAA0LIAAAAALQsAAADQsgAAAAAtCwAAAFoWAAAAoGUBAAAAWhYAAAC0LAAAAEDLAgAAALQsAAAAQMsCAACAlgUAAABoWQAAAICWBQAAAC0LAAAA0LIAAAAALQsAAADQsgAAAKBlAQAAAFoWAAAAoGUBAABAywIAAAC0LAAAAEDLAgAAALQsAAAAaFkAAACAlgUAAABoWQAAANCyAAAAAC0LAAAA0LIAAAAALQsAAABaFgAAAKBlAQAAAFoWAAAAtCwAAABAywIAAAC0LAAAAEDLAgAAgJYFAAAAaFkAAACAlgUAAAAtCwAAANCyAAAAAC0LAAAA0LIAAACgZQEAAABaFgAAAKBlAQAAQMsCAAAAtCwAAABAywIAAAC0LAAAAGhZAAAAgJYFAAAAaFkAAADQsgAAAAAtCwAAANCyAAAAAC0LAAAAWhYAAACgZQEAAABaFgAAALQsAAAAQMsCAAAAtCwAAABAywIAAICWBQAAAGhZAAAAgJYFAAAALQsAAADQsgAAAAAtCwAAANCyAAAAoGUBAAAAWhYAAACgZQEAAEDLAgAAALQsAAAAQMsCAAAAtCwAAABoWQAAAICWBQAAAGhZAAAA0LIAAAAALQsAAADQsgAAAAAtCwAAAFoWAAAAoGUBAAAAWhYAAAC0LAAAAEDLAgAAALQsAAAAQMsCAACAlgUAAABoWQAAAICWBQAAAC0LAAAA0LIAAAAALQsAAADQsgAAAKBlAQAAAFoWAAAAoGUBAABAywIAAAC0LAAAAEDLAgAAALQsAAAAaFkAAACAlgUAAABoWQAAANCyAAAAAC0LAAAA0LIAAAAALQsAAABaFgAAAKBlAQAAAFoWAAAAtCwAAABAywIA8P+0a8dUEIUwFAUPSsAOeIICUejBSVbDlvzMSHgnxS0CoGUBANCyAACgZQEAQMsCAICWBQBAywIAgJYnbR0QAAAJO0lEQVQFAAAtCwCAlgUAAC0LAABaFgAAtCwAAFoWAAC0LAAAaFkAALQsAABoWQAA0LIAAKBlAQDQsgAAoGUBAEDLAgCgZQEAQMsCAICWBQAALQsAgJYFAAAtCwAAWhYAAC0LAABaFgAAtCwAAGhZAAC0LAAAaFkAANCyAABoWQAA0LIAAKBlAQBAywIAoGUBAEDLAgCAlgUAQMsCAICWBQAALQsAAFoWAAAtCwAAWhYAALQsAABaFgAAtCwAAGhZAADQsgAAaFkAANCyAACgZQEA0LIAAKBlAQBAywIAgJYFAEDLAgCAlgUAAC0LAICWBQAALQsAAFoWAAC0LAAAWhYAALQsAABoWQAAtCwAAGhZAADQsgAAoGUBANCyAACgZQEAQMsCAKBlAQBAywIAgJYFAAAtCwCAlgUAAC0LAABaFgAALQsAAFoWAAC0LAAAaFkAALQsAABoWQAA0LIAAGhZAADQsgAAoGUBAEDLAgCgZQEAQMsCAICWBQBAywIAgJYFAAAtCwAAWhYAAC0LAABaFgAAtCwAAFoWAAC0LAAAaFkAANCyAABoWQAA0LIAAKBlAQDQsgAAoGUBAEDLAgCAlgUAQMsCAICWBQAALQsAgJYFAAAtCwAAWhYAALQsAABaFgAAtCwAAGhZAAC0LAAAaFkAANCyAABoWQAA0LIAAKBlAQBAywIAoGUBAEDLAgCAlgUAQMsCAICWBQAALQsAAFoWAAAtCwAAWhYAALQsAABaFgAAtCwAAGhZAADQsgAAaFkAANCyAACgZQEA0LIAAKBlAQBAywIAgJYFAEDLAgCAlgUAAC0LAICWBQAALQsAAFoWAAC0LAAAWhYAALQsAABoWQAAtCwAAGhZAADQsgAAoGUBANCyAACgZQEAQMsCAKBlAQBAywIAgJYFAAAtCwCAlgUAAC0LAABaFgAALQsAAFoWAAC0LAAAaFkAALQsAABoWQAA0LIAAGhZAADQsgAAoGUBAEDLAgCgZQEAQMsCAICWBQBAywIAgJYFAAAtCwAAWhYAAC0LAABaFgAAtCwAAFoWAAC0LAAAaFkAANCyAABoWQAA0LIAAKBlAQDQsgAAoGUBAEDLAgCAlgUAQMsCAICWBQAALQsAgJYFAAAtCwAAWhYAALQsAABaFgAAtCwAAGhZAAC0LAAAaFkAANCyAACgZQEA0LIAAKBlAQBAywIAoGUBAEDLAgCAlgUAAC0LAICWBQAALQsAAFoWAAAtCwAAWhYAALQsAABoWQAAtCwAAGhZAADQsgAAaFkAANCyAACgZQEAQMsCAKBlAQBAywIAgJYFAEDLAgCAlgUAAC0LAABaFgAALQsAAFoWAAC0LAAAWhYAALQsAABoWQAAtCwAAGhZAADQsgAAoGUBANCyAACgZQEAQMsCAKBlAQBAywIAgJYFAAAtCwCAlgUAAC0LAABaFgAALQsAAFoWAAC0LAAAaFkAALQsAABoWQAA0LIAAGhZAADQsgAAoGUBAEDLAgCgZQEAQMsCAICWBQBAywIAgJYFAAAtCwAAWhYAAC0LAABaFgAAtCwAAFoWAAC0LAAAaFkAANCyAABoWQAA0LIAAKBlAQDQsgAAoGUBAEDLAgCAlgUAQMsCAICWBQAALQsAgJYFAAAtCwAAWhYAALQsAABaFgAAtCwAAGhZAAC0LAAAaFkAANCyAACgZQEA0LIAAKBlAQBAywIAoGUBAEDLAgCAlgUAAC0LAICWBQAALQsAAFoWAAAtCwAAWhYAALQsAABoWQAAtCwAAGhZAADQsgAAaFkAANCyAACgZQEAQMsCAKBlAQBAywIAgJYFAEDLAgCAlgUAAC0LAABaFgAALQsAAFoWAAC0LAAAWhYAALQsAABoWQAA0LIAAGhZAADQsgAAoGUBANCyAACgZQEAQMsCAICWBQBAywIAgJYFAAAtCwCAlgV4RxvLCMa3Kk5FywIAgJYFAAAtCwAAWhYAAC0LAABaFgAAtCwAAFoWAAC0LAAAaFkAANCyAABoWQAA0LIAAKBlAQDQsgAAoGUBAEDLAgCAlgUAQMsCAICWBQAALQsAgJYFAAAtCwAAWhYAALQsAABaFgAAtCwAAPyl1D6tAADAky0bEVYAvqGNdc+2g/GtilPJw48BAABaFgAAtCwAAGhZAAC0LAAAaFkAANCyAABoWQAA0LIAAKBlAQBAywIAoGUBAEDLAgCAlgUAQMsCAICWBQAALQsAAFoWAAAtCwAAWhYAALQsAABaFgAAtCwAAGhZAADQsgAAaFkAANCyAACgZQEA0LIAAKBlAQBAywIAgJYFAEDLAgCAlgUAAC0LAICWBQAALQsAAFoWAAC0LAAAWhYAALQsAABoWQAAtCwAAGhZAADQsgAAoGUBANCyAACgZQEAQMsCAJBRqX1aAQCAJ1s2IqwAfEMb655tB+NbFaeShx8DAAC0LAAAaFkAANCyAABoWQAA0LIAAKBlAQDQsgAAoGUBAEDLAgCAlgUAQMsCAICWBQAALQsAgJYFAAAtCwAAWhYAALQsAABaFgAAtCwAAGhZAAC0LAAAaFkAANCyAACgZQEA0LIAAKBlAQBAywIAkFepfVoBAIAnWzYirAB8Qxvrnm0H41sVp5KHHwMAALQsAABoWQAA0LIAAGhZAADQsgAAoGUBANCyAACgZQEAQMsCAICWBQBAywIAgJYFAAAtCwCAlgUAAC0LAABaFgAAtCwAAFoWAAC0LAAAaFkAALQsAABoWQAA0LIAAKBlAQDQsgAAoGUBAEDLAgCQV6l9WgEAgCdbNiKsAHxDG+uebQfjWxWnkocfAwAAtCwAAGhZAADQsgAAaFkAANCyAACgZQEA0LIAAKBlAQBAywIAgJYFAEDLAgCAlgUAAC0LAICWBQAALQsAAFoWAAC0LAAAWhYAALQsAABoWQAAtCwAAGhZAADQsgAAoGUBANCyAACgZQEAQMsCAJBXqX1aAQCAJ1s2IqwAfEMb655tB+NbFaeShx8DAAC0LAAAaFkAANCyAABoWQAA0LIAAKBlAQDQsgAAoGUBAEDLAgCAlgUAQMsCAICWBQAALQsAgJYFAAAtCwAAWhYAALQsAABaFgAAtCwAAGhZAAC0LAAAaFkAANCyAACgZQEA0LIAAKBlAQBAywIAkNcPBPfpdg2Ia24AAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">119<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _0"></span>2-5<span class="ff1">. Wskaźniki emisji zastosowane <span class="_ _8"></span>do obliczenia kategorii <span class="_ _8"></span>3<span class="_ _1"></span> zakresu 3 <span class="_ _8"></span>związane<span class="_ _1"></span>j <span class="_ _0"></span>z paliwami i energią <span class="_ _8"></span>(DEFRA </span></div><div class="t m2 x1 h1d y118 ff2 fs5 fc1 sc0 ls0 ws0">2024). </div><div class="t m0 x1 h2 y87 ff1 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 4 Transport i dystryb<span class="_ _0"></span>ucja na wyższym szczeblu<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yc0a ff2 fs0 fc1 sc0 ls0 ws0">W kategorii 4 </div><div class="t m2 xb3 h1d yc0a ff1 fs5 fc1 sc0 ls0 ws0">Transport i dystrybucja na wyższym szczeblu łańcucha</div><div class="t m0 xb4 h2 yc0a ff2 fs0 fc1 sc0 ls0 ws0"> <span class="ff1">uwzględniono emisje wynikają<span class="_ _8"></span>c<span class="_ _1"></span>e z:<span class="ff2"> </span></span></div><div class="t m0 xa h11 yd23 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Transportu <span class="_ _17"> </span>i <span class="_ _17"> </span>dystrybucji <span class="_ _17"> </span>pr<span class="_ _1"></span>oduktów <span class="_ _17"> </span>zakupionych <span class="_ _17"> </span>w <span class="_ _17"> </span>ro<span class="_ _1"></span>ku <span class="_ _17"> </span>sprawozdawczym, <span class="_ _17"> </span>pomiędzy <span class="_ _17"> </span>dostawcami </span></span></div><div class="t m0 xc h2 y72c ff1 fs0 fc1 sc0 ls0 ws0">pierwszego <span class="_ _1"></span>poziomu <span class="_ _1"></span>firmy <span class="_ _6"></span>a <span class="_ _1"></span>jej <span class="_ _6"></span>własnymi <span class="_ _1"></span>operacjami <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>pojazdach <span class="_ _1"></span>nienależących <span class="_ _1"></span>do <span class="_ _6"></span>firmy <span class="_ _1"></span>sprawozdającej </div><div class="t m0 xc h2 yce9 ff1 fs0 fc1 sc0 ls0 ws0">ani przez nią niekontrolowanych;<span class="ff2"> </span></div><div class="t m0 xa h11 yd24 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Usług transportu i dystrybucji świadczonych przez osoby <span class="_ _0"></span>trzecie, zakupionych przez firmę sprawozdającą w </span></span></div><div class="t m0 xc h2 yd25 ff1 fs0 fc1 sc0 ls0 ws0">roku <span class="_ _a"></span>sprawozdawczym <span class="_ _a"></span>(<span class="_ _1"></span>bezpośrednio <span class="_ _a"></span>lub <span class="_ _a"></span>z<span class="_ _1"></span>a <span class="_ _a"></span>pośrednictw<span class="_ _1"></span>em <span class="_ _a"></span>pośrednika), <span class="_ _a"></span>w <span class="_ _4"></span>tym <span class="_ _4"></span>logistykę <span class="_ _a"></span>przychodzącą,<span class="_ _1"></span> </div><div class="t m0 xc h2 y36f ff1 fs0 fc1 sc0 ls0 ws0">logistykę <span class="_ _7"></span>wychodzącą <span class="_ _7"></span>(s<span class="_ _1"></span>przedawanych <span class="_ _7"></span>produktów) <span class="_ _7"></span>oraz <span class="_ _8"></span>transport <span class="_ _8"></span>i <span class="_ _7"></span>dystrybucję <span class="_ _8"></span>przez <span class="_ _7"></span>osoby <span class="_ _8"></span>trzecie <span class="_ _7"></span>pomiędzy </div><div class="t m0 xc h2 ya30 ff1 fs0 fc1 sc0 ls0 ws0">własnymi <span class="_ _1"></span>placówkami firmy. <span class="_ _1"></span>Emisje <span class="_ _1"></span>te<span class="_ _1"></span> wynikały <span class="_ _1"></span>z <span class="_ _1"></span>następujących <span class="_ _1"></span>działań transportowych <span class="_ _1"></span>i <span class="_ _1"></span>dystrybucyjnych </div><div class="t m0 xc h2 ya31 ff1 fs0 fc1 sc0 ls0 ws0">w całym łańcuchu wartości:<span class="ff2"> </span></div><div class="t m0 xa h11 ya32 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">transport kolejowy, </span></span></div><div class="t m0 xa h11 y47a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">transport drogowy, </span></span></div><div class="t m0 xa h11 yd26 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">transport morski. </span></span></div><div class="t m0 x1 h2 y62f ff2 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _a"></span>z <span class="_ _a"></span>wytycznymi <span class="_ _a"></span>GHG <span class="_ _4"></span>Protoco<span class="_ _1"></span>l </div><div class="t m2 x79 h1d y62f ff2 fs5 fc1 sc0 ls0 ws0">Corporate <span class="_ _a"></span>Value <span class="_ _4"></span>Chain <span class="_ _a"></span>(Scope <span class="_ _4"></span>3) <span class="_ _4"></span>Accounting <span class="_ _a"></span>and <span class="_ _a"></span>Re<span class="_ _1"></span>porting <span class="_ _a"></span>Standard</div><div class="t m0 xb5 h2 y62f ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _a"></span><span class="ff1">usługi </span></div><div class="t m0 x1 h2 yd27 ff1 fs0 fc1 sc0 ls0 ws0">logistyki <span class="_ _8"></span>wychodzącej, kupowane <span class="_ _8"></span>przez firmę <span class="_ _8"></span>sprawozdającą, są <span class="_ _8"></span>klasyfikowane <span class="_ _8"></span>jako transport <span class="_ _8"></span>i dystrybucja <span class="_ _8"></span>wyższego </div><div class="t m0 x1 h2 yd28 ff1 fs0 fc1 sc0 ls0 ws0">szczebla <span class="_ _a"></span>(upstream), <span class="_ _a"></span>ponieważ <span class="_ _a"></span>stanowią <span class="_ _a"></span>usługę <span class="_ _a"></span>zakupioną. <span class="_ _6"></span>Ponie<span class="_ _1"></span>waż <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _a"></span>przypadku <span class="_ _6"></span>GK <span class="_ _a"></span>UNIMOT<span class="_ _1"></span> <span class="_ _a"></span>całość <span class="_ _a"></span>transportu </div><div class="t m0 x1 h2 y237 ff1 fs0 fc1 sc0 ls0 ws0">paliw <span class="_ _8"></span>i innych towarów d<span class="_ _0"></span>o klientów b<span class="_ _0"></span>ędąca p<span class="_ _0"></span>od kontrolą <span class="_ _8"></span>ope<span class="_ _1"></span>racyjną <span class="_ _8"></span>(tzn. organizowana lub <span class="_ _0"></span>realizowana p<span class="_ _8"></span>rzez Spółki </div><div class="t m0 x1 h2 yd29 ff1 fs0 fc1 sc0 ls0 ws0">Grupy) stanowi <span class="_ _8"></span>koszt (klient nie <span class="_ _8"></span>płaci za d<span class="_ _8"></span>o<span class="_ _1"></span>stawę towar), <span class="_ _0"></span>to emisje <span class="_ _8"></span>zwi<span class="_ _1"></span>ązane z <span class="_ _8"></span>c<span class="_ _1"></span>ałością logistyk<span class="_ _0"></span>i wychodzącej <span class="_ _8"></span>zostały </div><div class="t m0 x1 h2 yd2a ff2 fs0 fc1 sc0 ls0 ws0">zaklasyfikowane d<span class="_ _0"></span>o kategorii 4 <span class="_ _0"></span>zakresu 3, a <span class="_ _8"></span>nie<span class="_ _1"></span> do ka<span class="_ _0"></span>tegorii 9 </div><div class="t m2 xb6 h1d yd2a ff1 fs5 fc1 sc0 ls0 ws0">Transport i dystrybucja <span class="_ _8"></span>na<span class="_ _1"></span> niższym <span class="_ _0"></span>szczeblu łańcucha</div><div class="t m0 xb7 h2 yd2a ff2 fs0 fc1 sc0 ls10 ws0">. </div><div class="t m0 x1 h2 yd2b ff1 fs0 fc1 sc0 ls0 ws0">Emisja <span class="_ _a"></span>gazów <span class="_ _a"></span>c<span class="_ _1"></span>ieplarnianych <span class="_ _a"></span>związana <span class="_ _a"></span>z <span class="_ _4"></span>transportem <span class="_ _a"></span>i <span class="_ _4"></span>dystrybucją <span class="_ _4"></span>została <span class="_ _a"></span>obliczona <span class="_ _a"></span>met<span class="_ _1"></span>odą <span class="_ _a"></span>hybrydową <span class="_ _a"></span>s<span class="_ _1"></span>tosując </div><div class="t m0 x1 h2 y186 ff1 fs0 fc1 sc0 ls0 ws0">podejście limitowane <span class="_ _0"></span>dostępnością da<span class="_ _0"></span>nych, tj. wg metody <span class="_ _8"></span>op<span class="_ _1"></span>artej o z<span class="_ _0"></span>użycie paliw oraz <span class="_ _8"></span>me<span class="_ _1"></span>tody na bazie <span class="_ _8"></span>dystans<span class="_ _1"></span>u. W </div><div class="t m0 x1 h2 yd2c ff1 fs0 fc1 sc0 ls0 ws0">obliczeniach <span class="_ _4"></span>uwzględniono <span class="_ _4"></span>ws<span class="_ _1"></span>kaźniki <span class="_ _4"></span>w <span class="_ _4"> </span>całym<span class="_ _1"></span> <span class="_ _4"></span>cyklu <span class="_ _4"> </span>życi<span class="_ _1"></span>a, <span class="_ _4"></span>tj. <span class="_ _4"> </span>o<span class="_ _1"></span>bejmujące <span class="_ _4"></span>nie <span class="_ _4"> </span>tylko <span class="_ _5"> </span>emisje <span class="_ _5"> </span>ze <span class="_ _4"></span>spalania <span class="_ _5"> </span>paliw, <span class="_ _4"></span>ale </div><div class="t m0 x1 h2 yd2d ff1 fs0 fc1 sc0 ls0 ws0">również <span class="_ _6"></span>emisje<span class="ff2"> <span class="_ _6"></span></span>związana <span class="_ _1"></span>z <span class="_ _6"></span>ich<span class="_ _1"></span> <span class="_ _1"></span>w<span class="_ _1"></span>ytworzeniem <span class="_ _1"></span>i <span class="_ _6"></span>pozyskaniem <span class="_ _6"></span>(WTT<span class="_ _1"></span>, <span class="_ _1"></span>we<span class="_ _1"></span>ll<span class="ff2">-<span class="ls38">to</span>-</span>tank), <span class="_ _6"></span>co <span class="_ _6"></span>daje <span class="_ _6"></span>pełniejszy <span class="_ _6"></span>obraz <span class="_ _1"></span>w<span class="_ _1"></span>pływu </div><div class="t m0 x1 h2 yd2e ff1 fs0 fc1 sc0 ls0 ws0">tej kategorii na zmiany klimatu. Uży<span class="_ _0"></span>te do obliczeń wartości wskaźników zebrano w poniższej tabeli.<span class="ff2"> </span></div></div><div class="c x1 yd2f w83 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">Typ </div></div><div class="c xb8 yd2f w84 h15f"><div class="t m0 xd h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Wartość<span class="ff2"> </span></div></div><div class="c x8a yd2f w85 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">WTT </div></div><div class="c xb9 yd2f w86 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c xba yd2f w87 h15f"><div class="t m0 xd h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Źródło<span class="ff2"> </span></div></div><div class="c x1 yabb w83 h17"><div class="t m0 xd h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Przewozy towarowe koleją (trakcja elektryczna) <span class="ff2">- </span></div><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">ładunek średni/mieszany <span class="ff2">- </span>emisje całkowite<span class="ff2"> </span></div></div><div class="c xb8 yabb w84 h17"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,007 </div></div><div class="c x8a yabb w85 h17"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 yabb w86 h17"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kgCO</div><div class="t m0 xa8 h5d yc82 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x1d h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">/tkm </div></div><div class="c xba yabb w87 h17"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">GLEC</div><div class="t m0 x78 h5d yc88 ff2 fs6 fc1 sc0 ls0 ws0">1</div><div class="t m0 x1d h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yd30 w83 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Tankowiec do przewozu ropy naftowej </div></div><div class="c xb8 yd30 w84 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00456 </div></div><div class="c x8a yd30 w85 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00104 </div></div><div class="c xb9 yd30 w86 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kgCO</div><div class="t m0 xa8 h5d yc82 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x1d h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">/tkm </div></div><div class="c xba yd30 w87 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">DEFRA</div><div class="t m0 x1f h5d yc88 ff2 fs6 fc1 sc0 ls0 ws0">2 </div></div><div class="c x1 yd31 w83 h15f"><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Ciężarówka przegubowa, średnio obciążona<span class="ff2"> </span></div></div><div class="c xb8 yd31 w84 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1,05587 </div></div><div class="c x8a yd31 w85 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,25581 </div></div><div class="c xb9 yd31 w86 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kgCO</div><div class="t m0 xa8 h5d yc82 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x1d h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">/km </div></div><div class="c xba yd31 w87 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">DEFRA</div><div class="t m0 x1f h5d yc88 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x5 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yd32 w83 h15f"><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Diesel (średnia mieszanka biopaliw)<span class="ff2"> </span></div></div><div class="c xb8 yd32 w84 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2,51279 </div></div><div class="c x8a yd32 w85 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,61101 </div></div><div class="c xb9 yd32 w86 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kgCO</div><div class="t m0 xa8 h5d yc82 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x1d h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">/litr </div></div><div class="c xba yd32 w87 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">DEFRA</div><div class="t m0 x1f h5d yc88 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x5 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yd33 w83 h15f"><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Ciężarówka przegubowa, średnio obciążona<span class="ff2"> </span></div></div><div class="c xb8 yd33 w84 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,08617 </div></div><div class="c x8a yd33 w85 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,02086 </div></div><div class="c xb9 yd33 w86 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kgCO</div><div class="t m0 xa8 h5d yc82 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x1d h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">/tkm </div></div><div class="c xba yd33 w87 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">DEFRA</div><div class="t m0 x1f h5d yc88 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x5 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yd34 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5d ybc7 ff2 fs6 fc1 sc0 ls0 ws0">1</div><div class="t m0 x99 h2 yd35 ff2 fs0 fc1 sc0 ls0 ws0"> https://www.smartfreightcentre.org/en/our<span class="_ _1"></span>-programs/emis<span class="_ _0"></span>sions-accounting/global-logistics-emissions-c<span class="_ _1"></span>ouncil/ </div><div class="t m0 x1 h5d yd36 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x99 h2 yd37 ff2 fs0 fc1 sc0 ls0 ws0"> https://www.gov.uk/government/publications/greenhouse-gas-reporting-conversion-factors<span class="_ _1"></span>-<span class="ls1">2024</span> </div><div class="t m2 xbb h1d yd38 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y8 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-6<span class="ff1">. Wskaźniki emisji zastosowane do obliczenia <span class="_ _0"></span>kategorii 4 zakresu 3 związanej z transportem i dystrybucją </span></div><div class="t m2 x1 h1d yd39 ff1 fs5 fc1 sc0 ls0 ws0">towarów.<span class="ff2"> </span></div><div class="t m0 x1 h2 y322 ff2 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 5 Odpady wytworzone w ramach operacji<span class="fc1"> </span></div><div class="t m0 x1 h2 yd3a ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>kategorii<span class="_ _1"></span> <span class="_ _6"></span>5<span class="_ _1"></span> <span class="_ _6"></span>uwzglę<span class="_ _1"></span>dniono <span class="_ _6"></span>emis<span class="_ _1"></span>je <span class="_ _6"></span>pochodzące <span class="_ _a"></span>z <span class="_ _a"></span>unieszkodliwiania <span class="_ _a"></span>i <span class="_ _a"></span>przetwarzania <span class="_ _6"></span>od<span class="_ _1"></span>padów <span class="_ _a"></span>przez <span class="_ _6"></span>o<span class="_ _1"></span>soby <span class="_ _6"></span>trze<span class="_ _1"></span>cie, </div><div class="t m0 x1 h2 yd3b ff1 fs0 fc1 sc0 ls0 ws0">wytworzonych <span class="_ _4"></span>w <span class="_ _4"></span>ciągu <span class="_ _4"></span>roku <span class="_ _4"></span>sprawozdawczego <span class="_ _4"></span>w <span class="_ _4"></span>ramach <span class="_ _4"> </span>p<span class="_ _1"></span>osiadanych <span class="_ _a"></span>lub <span class="_ _5"> </span>kontrolowanych <span class="_ _4"></span>przez <span class="_ _4"></span>Grupę <span class="_ _4"></span>UNIMOT </div><div class="t m0 x1 h2 y49 ff1 fs0 fc1 sc0 ls0 ws0">obiektów. <span class="_ _5"> </span>Kategoria <span class="_ _b"> </span>ta <span class="_ _5"> </span>obejmuje <span class="_ _b"> </span>emisje <span class="_ _b"> </span>z <span class="_ _5"> </span>unie<span class="_ _1"></span>szkodliwiania <span class="_ _4"> </span>o<span class="_ _1"></span>dpadów <span class="_ _5"> </span>stałych <span class="_ _b"> </span>i <span class="_ _5"> </span>ś<span class="_ _1"></span>cieków. <span class="_ _5"> </span>Uwzględniono <span class="_ _5"> </span>zarówno </div><div class="t m0 x1 h2 yd3c ff1 fs0 fc1 sc0 ls0 ws0">odpady <span class="_ _9"> </span>przemysłowe <span class="_ _9"> </span>jak <span class="_ _c"> </span>i <span class="_ _9"> </span>komunalne. <span class="_ _9"> </span>Zdecydowana <span class="_ _9"> </span>większość <span class="_ _9"> </span>wolumenu <span class="_ _c"> </span>o<span class="_ _1"></span>kreślona <span class="_ _c"> </span>została <span class="_ _9"> </span>bezpośrednio <span class="_ _9"> </span>na </div><div class="t m0 x1 h2 yd3d ff1 fs0 fc1 sc0 ls0 ws0">podstawie rejestru <span class="_ _1"></span>BDO i faktu<span class="_ _1"></span>r, natomiast nieznaczna<span class="_ _1"></span> część odpadów <span class="_ _1"></span>komunalnych pochodząca z<span class="_ _1"></span> <span class="_ _1"></span>biur<span class="_ _1"></span> (stanowiąca </div><div class="t m0 x1 h2 ybe6 ff1 fs0 fc1 sc0 ls0 ws0">ok. <span class="_ _1"></span> <span class="_ _1"></span>0,7% <span class="_ _1"></span>masy pozostałych <span class="_ _1"></span>odpadów) <span class="_ _1"></span>została <span class="_ _1"></span>oszacowana <span class="_ _1"></span>na podstawie <span class="_ _1"></span>liczby <span class="_ _1"></span>osób <span class="_ _1"></span>pracujących <span class="_ _1"></span>w <span class="_ _1"></span>biurach, <span class="_ _1"></span>liczby </div></div><span class="d m1" style="border-style:none;position:absolute;left:135.276000px;bottom:531.480000px;width:442.612000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:135.276000px;bottom:506.500000px;width:390.512000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf78" class="pf w0 h0" ><div class="pc pc78 w0 h0"><img class="bi x1 y632 w12 h16c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">120<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">dni <span class="_ _a"></span>pracujących <span class="_ _6"></span>i <span class="_ _a"></span>ś<span class="_ _1"></span>redniego <span class="_ _a"></span>wskaźnika <span class="_ _a"></span>produkcji <span class="_ _6"></span>od<span class="_ _1"></span>padów <span class="_ _a"></span>na <span class="_ _6"></span>o<span class="_ _1"></span>sobę <span class="_ _a"></span>w <span class="_ _a"></span>Polsce <span class="_ _a"></span>wynoszącego <span class="_ _6"></span>356,<span class="_ _1"></span>7 <span class="_ _a"></span>kg/rok*osoba</div></div><div class="c x0 y0 w76 h0"><div class="t m0 xbc h5d yd3e ff2 fs6 fc1 sc0 ls0 ws0">6</div></div><div class="c x0 y0 w2 h0"><div class="t m0 xb7 h2 y6 ff2 fs0 fc1 sc0 ls10 ws0">. </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">Założono, że <span class="_ _8"></span>połowa z <span class="_ _8"></span>tej masy powstaje <span class="_ _8"></span>w ciągu <span class="_ _0"></span>pracy <span class="_ _0"></span>w biurach <span class="_ _8"></span>a<span class="_ _1"></span> <span class="_ _8"></span>druga<span class="_ _1"></span> <span class="_ _8"></span>połowa w g<span class="_ _8"></span>o<span class="_ _1"></span>spodarstwach d<span class="_ _0"></span>omowych, co </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">jest <span class="_ _4"></span>za <span class="_ _a"></span>pewne<span class="_ _1"></span> <span class="_ _a"></span>przeszacow<span class="_ _1"></span>aniem <span class="_ _a"></span>wartoś<span class="_ _1"></span>ci <span class="_ _a"></span>masy <span class="_ _4"></span>tej <span class="_ _4"></span>części <span class="_ _4"></span>odpadów. <span class="_ _4"></span>Niemniej, <span class="_ _4"></span>ze <span class="_ _4"></span>względu <span class="_ _4"></span>na <span class="_ _4"></span>ich <span class="_ _4"></span>znikomą <span class="_ _4"></span>masę, </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">możne je uznać <span class="_ _1"></span>za nieistotne. Do <span class="_ _1"></span>obliczeń wykorzystano śre<span class="_ _1"></span>dnie wskaźniki przemysłowe zaczerpnięte <span class="_ _1"></span>z brytyjskiego </div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">Departamentu <span class="_ _17"> </span>Środowiska, <span class="_ _19"> </span>Żywnoś<span class="_ _1"></span>ci <span class="_ _17"> </span>i <span class="_ _19"> </span>Spraw <span class="_ _17"> </span>Wiejskich <span class="_ _19"> </span>i <span class="_ _17"> </span>Departamentu <span class="_ _17"> </span>Bezpieczeństwa <span class="_ _17"> </span>Energetycznego <span class="_ _19"> </span>i </div><div class="t m0 x1 h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">Neutralności Klimatycznej (DEFRA). Wartości tych wskaźników zestawiono w poniższej <span class="ff2">tabeli.  </span></div></div><div class="c x1 yd3f w88 h16d"><div class="t m0 xd h16e yd40 ff2 fsa fc1 sc0 ls0 ws0">  </div></div><div class="c xbd yd3f w89 h16d"><div class="t m0 xd h16e yd40 ff2 fsa fc1 sc0 ls0 ws0">  </div></div><div class="c xbe yd3f w8a h16d"><div class="t m0 xd h164 y877 ff2 fs8 fc1 sc0 ls0 ws0">Ponowne </div><div class="t m0 xd h164 y773 ff1 fs8 fc1 sc0 ls0 ws0">użycie<span class="ff2"> </span></div><div class="t m0 xd h164 y0 ff2 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c xbf yd3f w8b h16d"><div class="t m0 xd h164 y877 ff2 fs8 fc1 sc0 ls0 ws0">Obieg </div><div class="t m0 xd h164 y773 ff2 fs8 fc1 sc0 ls0 ws0">otwarty </div><div class="t m0 xd h164 y0 ff2 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 yd3f w8c h16d"><div class="t m0 xd h164 y877 ff2 fs8 fc1 sc0 ls0 ws0">Obieg </div><div class="t m0 xd h164 y773 ff1 fs8 fc1 sc0 ls0 ws0">zamknięty<span class="ff2"> </span></div><div class="t m0 xd h164 y0 ff2 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c xb1 yd3f w8d h16d"><div class="t m0 xd h164 y877 ff2 fs8 fc1 sc0 ls0 ws0">Spalanie </div><div class="t m0 xd h164 y773 ff2 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h164 y0 ff2 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c xc1 yd3f w8e h16d"><div class="t m0 xd h164 y877 ff2 fs8 fc1 sc0 ls0 ws0">Komposto<span class="_ _0"></span>wanie </div><div class="t m0 xd h164 y773 ff2 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h164 y0 ff2 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c xc2 yd3f w8f h16d"><div class="t m0 xd h164 y877 ff1 fs8 fc1 sc0 ls0 ws0">Składowisko<span class="ff2"> </span></div><div class="t m0 xd h164 y773 ff2 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h164 y0 ff2 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yd41 w88 h166"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">Rodzaj odpadu </div></div><div class="c xbd yd41 w89 h166"><div class="t m0 xd h164 y3ea ff2 fs8 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c xbe yd41 w8a h166"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d yc82 ff2 fs6 fc5 sc0 ls12 ws0">2e</div><div class="t m0 x5 h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c xbf yd41 w8b h166"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d yc82 ff2 fs6 fc5 sc0 ls12 ws0">2e</div><div class="t m0 x5 h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c xc0 yd41 w8c h166"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d yc82 ff2 fs6 fc5 sc0 ls12 ws0">2e</div><div class="t m0 x5 h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c xb1 yd41 w8d h166"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d yc82 ff2 fs6 fc5 sc0 ls12 ws0">2e</div><div class="t m0 x5 h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c xc1 yd41 w8e h166"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d yc82 ff2 fs6 fc5 sc0 ls12 ws0">2e</div><div class="t m0 x5 h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c xc2 yd41 w8f h166"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d yc82 ff2 fs6 fc5 sc0 ls12 ws0">2e</div><div class="t m0 x5 h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 yd42 w88 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Agregaty </div></div><div class="c xbd yd42 w89 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd42 w8a h15f"><div class="t m0 xa8 h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd42 w8b h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,98485 </div></div><div class="c xc0 yd42 w8c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,98485 </div></div><div class="c xb1 yd42 w8d h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc1 yd42 w8e h15f"><div class="t m0 x3e h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 yd42 w8f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1,23393 </div></div><div class="c x1 yd43 w88 h16"><div class="t m0 xd h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Przeciętna </div><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">konstrukcja </div></div><div class="c xbd yd43 w89 h16"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd43 w8a h16"><div class="t m0 xa8 h2 yd44 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd43 w8b h16"><div class="t m0 xd h2 yd44 ff2 fs0 fc1 sc0 ls0 ws0">0,98485 </div></div><div class="c xc0 yd43 w8c h16"><div class="t m0 xd h2 yd44 ff2 fs0 fc1 sc0 ls0 ws0">0,98485 </div></div><div class="c xb1 yd43 w8d h16"><div class="t m0 xd h2 yd44 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc1 yd43 w8e h16"><div class="t m0 x3e h2 yd44 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 yd43 w8f h16"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x1 yd45 w88 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls0 ws0">Azbest </div></div><div class="c xbd yd45 w89 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd45 w8a h15f"><div class="t m0 xa8 h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd45 w8b h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc0 yd45 w8c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xb1 yd45 w8d h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc1 yd45 w8e h15f"><div class="t m0 x3e h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 yd45 w8f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">5,91325 </div></div><div class="c x1 y434 w88 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls0 ws0">Asfalt </div></div><div class="c xbd y434 w89 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe y434 w8a h15f"><div class="t m0 xa8 h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf y434 w8b h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,98485 </div></div><div class="c xc0 y434 w8c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,98485 </div></div><div class="c xb1 y434 w8d h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc1 y434 w8e h15f"><div class="t m0 x3e h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 y434 w8f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1,23393 </div></div><div class="c x1 y738 w88 h162"><div class="t m0 xd h2 yd47 ff1 fs0 fc1 sc0 ls0 ws0">Cegły<span class="ff2"> </span></div></div><div class="c xbd y738 w89 h162"><div class="t m0 xd h2 yd47 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe y738 w8a h162"><div class="t m0 xa8 h2 ycdd ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf y738 w8b h162"><div class="t m0 xd h2 ycdd ff2 fs0 fc1 sc0 ls0 ws0">0,98485 </div></div><div class="c xc0 y738 w8c h162"><div class="t m0 xd h2 ycdd ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xb1 y738 w8d h162"><div class="t m0 xd h2 ycdd ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc1 y738 w8e h162"><div class="t m0 x3e h2 ycdd ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 y738 w8f h162"><div class="t m0 xd h2 ycdc ff2 fs0 fc1 sc0 ls0 ws0">1,23393 </div></div><div class="c x1 yd48 w88 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls0 ws0">Beton </div></div><div class="c xbd yd48 w89 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd48 w8a h15f"><div class="t m0 xa8 h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd48 w8b h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,98485 </div></div><div class="c xc0 yd48 w8c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,98485 </div></div><div class="c xb1 yd48 w8d h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc1 yd48 w8e h15f"><div class="t m0 x3e h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 yd48 w8f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1,23393 </div></div><div class="c x1 yd49 w88 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls0 ws0">Izolacja </div></div><div class="c xbd yd49 w89 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd49 w8a h15f"><div class="t m0 xa8 h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd49 w8b h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc0 yd49 w8c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,98485 </div></div><div class="c xb1 yd49 w8d h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc1 yd49 w8e h15f"><div class="t m0 x3e h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 yd49 w8f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1,23393 </div></div><div class="c x1 yd4a w88 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls0 ws0">Metale </div></div><div class="c xbd yd4a w89 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd4a w8a h15f"><div class="t m0 xa8 h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd4a w8b h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc0 yd4a w8c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,98485 </div></div><div class="c xb1 yd4a w8d h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc1 yd4a w8e h15f"><div class="t m0 x3e h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 yd4a w8f h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">1,26435 </div></div><div class="c x1 y4df w88 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls0 ws0">Gleby </div></div><div class="c xbd y4df w89 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe y4df w8a h15f"><div class="t m0 xa8 h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf y4df w8b h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc0 y4df w8c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">0,98485 </div></div><div class="c xb1 y4df w8d h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc1 y4df w8e h15f"><div class="t m0 x3e h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 y4df w8f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">19,51726 </div></div><div class="c x1 yd4b w88 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls0 ws0">Olej mineralny </div></div><div class="c xbd yd4b w89 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd4b w8a h15f"><div class="t m0 xa8 h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd4b w8b h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc0 yd4b w8c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xb1 yd4b w8d h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc1 yd4b w8e h15f"><div class="t m0 x3e h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 yd4b w8f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x1 ybc0 w88 h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc12 sc0 ls0 ws0">Płyty gipsowo<span class="ff2">-</span></div><div class="t m0 xd h2 ye2 ff2 fs0 fc12 sc0 ls0 ws0">kartonowe<span class="fc1"> </span></div></div><div class="c xbd ybc0 w89 h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe ybc0 w8a h15"><div class="t m0 xa8 h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf ybc0 w8b h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc0 ybc0 w8c h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xb1 ybc0 w8d h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc1 ybc0 w8e h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 ybc0 w8f h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">71,95000 </div></div><div class="c x1 yd4c w88 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc12 sc0 ls0 ws0">Opony<span class="fc1"> </span></div></div><div class="c xbd yd4c w89 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd4c w8a h15f"><div class="t m0 xa8 h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd4c w8b h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc0 yd4c w8c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xb1 yd4c w8d h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc1 yd4c w8e h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 yd4c w8f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x1 yd4d w88 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc12 sc0 ls0 ws0">Drewno<span class="fc1"> </span></div></div><div class="c xbd yd4d w89 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd4d w8a h15f"><div class="t m0 xa8 h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd4d w8b h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc0 yd4d w8c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xb1 yd4d w8d h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc1 yd4d w8e h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">8,88386 </div></div><div class="c xc2 yd4d w8f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">925,24423 </div></div><div class="c x1 yd4e w88 h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc12 sc0 ls0 ws0">Odpady komercyjne </div><div class="t m0 xd h2 ye2 ff1 fs0 fc12 sc0 ls0 ws0">i przemysłowe<span class="ff2 fc1"> </span></div></div><div class="c xbd yd4e w89 h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd4e w8a h15"><div class="t m0 xa8 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd4e w8b h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc0 yd4e w8c h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xb1 yd4e w8d h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc1 yd4e w8e h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 yd4e w8f h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">520,33420 </div></div><div class="c x1 y7e5 w88 h15f"><div class="t m0 xd h2 yd46 ff1 fs0 fc12 sc0 ls0 ws0">Metal: złom<span class="ff2 fc1"> </span></div></div><div class="c xbd y7e5 w89 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe y7e5 w8a h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf y7e5 w8b h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc0 y7e5 w8c h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xb1 y7e5 w8d h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc1 y7e5 w8e h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 y7e5 w8f h15f"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">8,88386 </div></div><div class="c x1 yd4f w88 h1a"><div class="t m0 xd h2 yba6 ff1 fs0 fc12 sc0 ls0 ws0">Plastiki: przeciętne </div><div class="t m0 xd h2 ydf ff2 fs0 fc12 sc0 ls0 ws0">plastiki<span class="fc1"> </span></div></div><div class="c xbd yd4f w89 h1a"><div class="t m0 xd h2 yba6 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd4f w8a h1a"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd4f w8b h1a"><div class="t m0 xd h2 yd50 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc0 yd4f w8c h1a"><div class="t m0 xd h2 yd50 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xb1 yd4f w8d h1a"><div class="t m0 xd h2 yd50 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc1 yd4f w8e h1a"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 yd4f w8f h1a"><div class="t m0 xd h2 yd50 ff2 fs0 fc1 sc0 ls0 ws0">8,88386 </div></div><div class="c x1 yd51 w88 h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc12 sc0 ls0 ws0">Plastiki: przeciętna </div><div class="t m0 xd h2 ye2 ff2 fs0 fc12 sc0 ls0 ws0">folia plastikowa<span class="fc1"> </span></div></div><div class="c xbd yd51 w89 h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd51 w8a h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd51 w8b h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc0 yd51 w8c h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xb1 yd51 w8d h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc1 yd51 w8e h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 yd51 w8f h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">8,88386 </div></div><div class="c x1 yd52 w88 h15"><div class="t m0 xd h2 ye1 ff1 fs0 fc12 sc0 ls0 ws0">Plastiki: przeciętne </div><div class="t m0 xd h2 ye2 ff2 fs0 fc12 sc0 ls0 ws0">sztywne plastiki<span class="fc1"> </span></div></div><div class="c xbd yd52 w89 h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd52 w8a h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd52 w8b h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc0 yd52 w8c h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xb1 yd52 w8d h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc1 yd52 w8e h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 yd52 w8f h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">8,88386 </div></div><div class="c x1 y46e w88 h16"><div class="t m0 xd h2 yde ff2 fs0 fc12 sc0 ls0 ws0">Plastiki: PVC (w tym </div><div class="t m0 xd h2 ye2 ff2 fs0 fc12 sc0 ls0 ws0">formowanie)<span class="fc1"> </span></div></div><div class="c xbd y46e w89 h16"><div class="t m0 xd h2 yde ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe y46e w8a h16"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf y46e w8b h16"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc0 y46e w8c h16"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xb1 y46e w8d h16"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc1 y46e w8e h16"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc2 y46e w8f h16"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">8,88386 </div></div><div class="c x1 yc22 w88 h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc12 sc0 ls0 ws0">Papier i tektura: </div><div class="t m0 xd h2 ye2 ff2 fs0 fc12 sc0 ls0 ws0">tektura<span class="fc1"> </span></div></div><div class="c xbd yc22 w89 h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yc22 w8a h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yc22 w8b h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc0 yc22 w8c h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xb1 yc22 w8d h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc1 yc22 w8e h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">8,88386 </div></div><div class="c xc2 yc22 w8f h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">1164,39015 </div></div><div class="c x1 yd53 w88 h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc12 sc0 ls0 ws0">Papier i tektura: </div><div class="t m0 xd h2 ye2 ff2 fs0 fc12 sc0 ls0 ws0">mieszane<span class="fc1"> </span></div></div><div class="c xbd yd53 w89 h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd53 w8a h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd53 w8b h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc0 yd53 w8c h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xb1 yd53 w8d h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc1 yd53 w8e h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">8,88386 </div></div><div class="c xc2 yd53 w8f h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">1164,39015 </div></div><div class="c x1 yd54 w88 h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc12 sc0 ls0 ws0">Papier i tektura: </div><div class="t m0 xd h2 ye2 ff2 fs0 fc12 sc0 ls0 ws0">papier<span class="fc1"> </span></div></div><div class="c xbd yd54 w89 h15"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xbe yd54 w8a h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xbf yd54 w8b h15"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc0 yd54 w8c h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xb1 yd54 w8d h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">6,41061 </div></div><div class="c xc1 yd54 w8e h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">8,88386 </div></div><div class="c xc2 yd54 w8f h15"><div class="t m0 xd h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">1164,39015 </div></div><div class="c x1 ybcd w88 h16f"><div class="t m0 xd h2 yd55 ff2 fs0 fc1 sc0 ls0 ws0">Uzdatnianie wody </div></div><div class="c xbd yd56 w89 h170"><div class="t m0 xd h2 ycdc ff2 fs0 fc1 sc0 ls0 ws0">M</div><div class="t m0 x94 h5d yd57 ff2 fs6 fc1 sc0 ls0 ws0">3 </div></div><div class="c xbe yd56 w8a h170"><div class="t m0 xd h2 ycdc ff2 fs0 fc1 sc0 ls0 ws0">0,18574 </div></div><div class="c xbf yd56 w8b h170"><div class="t m0 x77 h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 yd56 w8c h170"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb1 yd56 w8d h170"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xc1 yd56 w8e h170"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xc2 yd56 w8f h170"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xbd ybcd w89 h171"><div class="t m0 xd h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Milion </div><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">litrów<span class="ff2"> </span></div></div><div class="c xbe ybcd w8a h171"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">185,74120 </div></div><div class="c xbf ybcd w8b h171"><div class="t m0 x77 h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 ybcd w8c h171"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb1 ybcd w8d h171"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xc1 ybcd w8e h171"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xc2 ybcd w8f h171"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y4f4 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x98 h3 y1fe ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w76 h0"><div class="t m0 x1 h5d ya55 ff2 fs6 fc1 sc0 ls0 ws0">6</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x99 h2 yd58 ff2 fs0 fc1 sc0 ls0 ws0"> https://stat.gov.pl/obszary-tematyczne/srodowisko-energia/srodowisko/ochrona-srodowiska-2023,1,24.html </div></div><a class="l" href="#pf78" ><span class="d m1" style="border-style:none;position:absolute;left:1032.300000px;bottom:1517.060000px;width:7.780000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf79" class="pf w0 h0" ><div class="pc pc79 w0 h0"><img class="bi x9 yd59 w9 h172" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">121<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-7<span class="ls1d">. </span></div><div class="t m0 x95 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Wskaźniki emisji zastosow<span class="_ _1"></span>ane do <span class="_ _0"></span>obliczenia kategorii 5 zakresu 3 związanej z odpadami powstałymi </div><div class="t m0 x1 h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">podczas produkcji. </div><div class="t m0 x1 h2 y87 ff1 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 6 Podróże służbowe<span class="ff2"> </span></div><div class="t m0 x1 h2 yc0a ff1 fs0 fc1 sc0 ls0 ws0">W kategorii<span class="_ _0"></span> tej <span class="_ _8"></span>uw<span class="_ _1"></span>zględniono <span class="_ _0"></span>emisje pochodzące z <span class="_ _8"></span>podróży służbowych <span class="_ _0"></span>pracowników w <span class="_ _0"></span>pojazdach <span class="_ _8"></span>nie<span class="_ _1"></span> na<span class="_ _0"></span>leżących do </div><div class="t m0 x1 h2 yc0b ff1 fs0 fc1 sc0 ls0 ws0">Spółek <span class="_ _e"> </span>Grupy, <span class="_ _e"> </span>takich <span class="_ _d"> </span>jak <span class="_ _e"> </span>samoloty, <span class="_ _d"> </span>pociągi, <span class="_ _e"> </span>autobusy <span class="_ _e"> </span>i <span class="_ _d"> </span>samochody <span class="_ _e"> </span>osobowe, <span class="_ _e"> </span>w <span class="_ _d"> </span>tym <span class="_ _e"> </span>prywatne <span class="_ _e"> </span>s<span class="_ _1"></span>amochody<span class="_ _8"></span> </div><div class="t m0 x1 h2 yc0c ff1 fs0 fc1 sc0 ls0 ws0">pracowników. <span class="_ _1"></span>Emisje <span class="_ _1"></span>z <span class="_ _1"></span>transportu <span class="_ _1"></span>w <span class="_ _1"></span>pojazdach <span class="_ _1"></span>po<span class="_ _1"></span>siadanych <span class="_ _1"></span>lub <span class="_ _1"></span>kontrolowanych <span class="_ _1"></span>przez <span class="_ _1"></span>sprawozdającą <span class="_ _1"></span>jednostkę <span class="_ _1"></span>s<span class="_ _1"></span>ą </div><div class="t m0 x1 h2 yc0d ff1 fs0 fc1 sc0 ls0 ws0">uwzględnione w zakresie 1 (dla zużycia pali<span class="_ _0"></span>wa). Emisje z podróży służbowych pochodziły z:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yd24 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">podróży lotniczych,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yd25 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">podróży kolejowych,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y36f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">podróży autobusem,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1aa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">podróży samochodem, w tym taksówki.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yd5a ff1 fs0 fc1 sc0 ls0 ws0">Emisje <span class="_ _1"></span>gazów <span class="_ _1"></span>cieplarnianych w <span class="_ _1"></span>te<span class="_ _1"></span>j kategorii <span class="_ _1"></span>wyznaczono <span class="_ _1"></span>w <span class="_ _1"></span>sposób <span class="_ _1"></span>hybrydowy, <span class="_ _1"></span>tzn. <span class="_ _1"></span>z zast<span class="_ _1"></span>osowaniem <span class="_ _1"></span>dwóch <span class="_ _1"></span>metod<span class="_ _0"></span> </div><div class="t m0 x1 h2 yd5b ff1 fs0 fc1 sc0 ls0 ws0">w zależności od podsiadanych o danej p<span class="_ _8"></span>o<span class="_ _1"></span>droży służbowej informacji:<span class="ff2"> </span></div><div class="t m0 xa h11 yd5c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">metoda <span class="_ _c"> </span>oparta <span class="_ _c"> </span>na <span class="_ _c"> </span><span class="ff1">odległoś<span class="_ _1"></span>ci, <span class="_ _b"> </span>która <span class="_ _9"> </span>polega <span class="_ _c"> </span>na <span class="_ _c"> </span>określeniu <span class="_ _c"> </span>odległoś<span class="_ _1"></span>ci <span class="_ _c"> </span>i <span class="_ _c"> </span>środka <span class="_ _c"> </span>transportu <span class="_ _c"> </span>w <span class="_ _c"> </span>podróżach </span></span></span></div><div class="t m0 xc h2 yd5d ff1 fs0 fc1 sc0 ls0 ws0">służbowych, a następnie zastosowaniu odpowiedniego wskaźnika<span class="_ _0"></span> emisji dla użytego środka transportu<span class="_ _1"></span><span class="ff2">;  </span></div><div class="t m0 xa h11 yd5e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">m<span class="ff1">etoda <span class="_ _a"></span>oparta <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _a"></span>wydatkach, <span class="_ _a"></span>która <span class="_ _4"></span>polega <span class="_ _a"></span>na <span class="_ _4"></span>określeniu <span class="_ _4"></span>kwoty <span class="_ _a"></span>wydanej <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _a"></span>każdy <span class="_ _a"></span>śro<span class="_ _1"></span>dek <span class="_ _a"></span>transportu <span class="_ _a"></span>w<span class="_ _1"></span> </span></span></span></div><div class="t m0 xc h2 yd5f ff1 fs0 fc1 sc0 ls0 ws0">podróżach służbowych i zastosowaniu wtórnych <span class="_ _8"></span>(EEIO) ws<span class="_ _1"></span>ka<span class="_ _0"></span>źników emisji; metoda ta<span class="_ _0"></span> została zastosowana </div><div class="t m0 xc h2 yd60 ff1 fs0 fc1 sc0 ls0 ws0">w przypadku braku danych o odległości i środku <span class="_ _0"></span>transportu.<span class="ff2"> </span></div><div class="t m0 x1 h2 yd61 ff1 fs0 fc1 sc0 ls0 ws0">Zastosowano <span class="_ _b"> </span>średnie <span class="_ _b"> </span>ws<span class="_ _1"></span>kaźniki <span class="_ _5"> </span>przemysłow<span class="_ _1"></span>e <span class="_ _b"> </span>zaczerpnięte <span class="_ _b"> </span>z <span class="_ _b"> </span>brytyjskiego <span class="_ _b"> </span>Departamentu <span class="_ _b"> </span>Śro<span class="_ _1"></span>dowiska, <span class="_ _5"> </span>Żywno<span class="_ _1"></span>ści <span class="_ _b"> </span>i </div><div class="t m0 x1 h2 yd62 ff1 fs0 fc1 sc0 ls0 ws0">Spraw <span class="_ _4"></span>Wiejskich <span class="_ _4"> </span>i <span class="_ _5"> </span>Departamentu <span class="_ _4"></span>Bezpieczeństwa <span class="_ _5"> </span>Energetycznego <span class="_ _4"></span>i <span class="_ _4"></span>Neutralności <span class="_ _5"> </span>Klimatycznej <span class="_ _4"></span>(DEFRA) <span class="_ _5"> </span>oraz <span class="_ _4"></span>bazy </div><div class="t m0 x1 h2 y211 ff1 fs0 fc1 sc0 ls0 ws0">danych Exiobase. Wartości tych wskaźnik<span class="_ _0"></span>ów zestawiono<span class="_ _1"></span> w poniższej tab<span class="_ _8"></span>e<span class="_ _1"></span>li. <span class="ff2"> </span></div></div><div class="c x1 y98 w90 h173"><div class="t m0 xd h2 y51c ff2 fs0 fc13 sc0 ls0 ws0">Tryb transportu </div></div><div class="c xc3 y98 w3 h173"><div class="t m0 xd h2 y51c ff1 fs0 fc13 sc0 ls0 ws0">Wartość, kgCO</div><div class="t m0 x9 h5d yd63 ff2 fs6 fc13 sc0 ls12 ws0">2eq</div><div class="t m0 xc4 h2 y51c ff2 fs0 fc13 sc0 ls0 ws0">/Jednostka </div></div><div class="c x80 y98 w91 h173"><div class="t m0 xd h2 y51c ff1 fs0 fc1 sc0 ls0 ws0">Aktywność<span class="ff2"> </span></div></div><div class="c xc5 y98 w92 h173"><div class="t m0 xd h2 y51c ff2 fs0 fc13 sc0 ls0 ws0">Jednostka </div></div><div class="c xc6 y98 w93 h173"><div class="t m0 xd h2 yd64 ff2 fs0 fc13 sc0 ls0 ws0">Wynik, </div><div class="t m0 xd h2 y9 ff2 fs0 fc13 sc0 ls0 ws0">MgCO</div><div class="t m0 x36 h5d y3ea ff2 fs6 fc13 sc0 ls12 ws0">2eq</div><div class="t m0 x3c h2 y9 ff2 fs0 fc13 sc0 ls0 ws0"> </div></div><div class="c x1 y71 w94 h1e"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Samochody: </div></div><div class="c x1 yd65 w90 h1e"><div class="t m0 xd h2 ye2 ff1 fs0 fc13 sc0 ls0 ws0">Średni (nieznany)<span class="ff2"> </span></div></div><div class="c xc3 yd65 w3 h1e"><div class="t m0 xc7 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,16691 </div></div><div class="c x80 yd65 w91 h1e"><div class="t m0 x45 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">48 766,78 </div></div><div class="c xc5 yd65 w92 h1e"><div class="t m0 xc8 h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">km<span class="ls0"> </span></div></div><div class="c xc6 yd65 w93 h1e"><div class="t m0 xc9 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">8,14 </div></div><div class="c x1 yad7 w90 h1e"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Taxi </div></div><div class="c xc3 yad7 w3 h1e"><div class="t m0 xc7 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,20805 </div></div><div class="c x80 yad7 w91 h1e"><div class="t m0 x77 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">314,75 </div></div><div class="c xc5 yad7 w92 h1e"><div class="t m0 xc8 h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">km<span class="ls0"> </span></div></div><div class="c xc6 yad7 w93 h1e"><div class="t m0 xc9 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,07 </div></div><div class="c x1 yb66 w90 h174"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Lokalny autobus </div></div><div class="c xc3 yb66 w3 h174"><div class="t m0 xc7 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,12999 </div></div><div class="c x80 yb66 w91 h174"><div class="t m0 x77 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">518,22 </div></div><div class="c xc5 yb66 w92 h174"><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">pasażer.km<span class="ff2"> </span></div></div><div class="c xc6 yb66 w93 h174"><div class="t m0 xc9 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,07 </div></div><div class="c x1 yd66 w90 h1e"><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Pociąg<span class="ff2"> </span></div></div><div class="c xc3 yd66 w3 h1e"><div class="t m0 xca h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,0546 </div></div><div class="c x80 yd66 w91 h1e"><div class="t m0 xcb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">3 <span class="ls1">767</span> 361,04 </div></div><div class="c xc5 yd66 w92 h1e"><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">pasażer.km<span class="ff2"> </span></div></div><div class="c xc6 yd66 w93 h1e"><div class="t m0 xcc h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">205,70 </div></div><div class="c x1 yd67 w90 h175"><div class="t m0 xd h2 y6c3 ff2 fs0 fc1 sc0 ls0 ws0">Samolot, lot <span class="ff1">międzynarodowy, do/z </span></div><div class="t m0 xd h2 yd68 ff1 fs0 fc1 sc0 ls0 ws0">(poza Wielką Brytanią, przeciętny </div><div class="t m0 xd h2 yd69 ff1 fs0 fc1 sc0 ls0 ws0">pasażer)<span class="ff2"> </span></div></div><div class="c xc3 yd67 w3 h175"><div class="t m0 xca h2 yd68 ff2 fs0 fc1 sc0 ls0 ws0">0,1758 </div></div><div class="c x80 yd67 w91 h175"><div class="t m0 xcc h2 yd68 ff2 fs0 fc1 sc0 ls0 ws0">427 576,92 </div></div><div class="c xc5 yd67 w92 h175"><div class="t m0 xd h2 yd68 ff1 fs0 fc1 sc0 ls0 ws0">pasażer.km<span class="ff2"> </span></div></div><div class="c xc6 yd67 w93 h175"><div class="t m0 x45 h2 yd68 ff2 fs0 fc1 sc0 ls0 ws0">75,17 </div></div><div class="c x1 y3f w90 h176"><div class="t m0 xd h2 yd6a ff1 fs0 fc1 sc0 ls0 ws0">Usługi transportowe wspomagające i </div><div class="t m0 xd h2 y9a4 ff1 fs0 fc1 sc0 ls0 ws0">pomocnicze / usługi agencji </div><div class="t m0 xd h2 y266 ff2 fs0 fc1 sc0 ls0 ws0">turystycznej* </div></div><div class="c xc3 y3f w3 h176"><div class="t m0 xca h2 y9a4 ff2 fs0 fc1 sc0 ls0 ws0">0,3464 </div></div><div class="c x80 y3f w91 h176"><div class="t m0 xd h2 y9a4 ff2 fs0 fc1 sc0 ls0 ws0">      138 288,51  </div></div><div class="c xc5 y3f w92 h176"><div class="t m0 xc8 h2 y9a4 ff2 fs0 fc1 sc0 ls0 ws0">eur </div></div><div class="c xc6 y3f w93 h176"><div class="t m0 x45 h2 y9a4 ff2 fs0 fc1 sc0 ls0 ws0">47,90 </div></div><div class="c x1 yd6b w90 h177"><div class="t m0 x70 h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xc3 yd6b w3 h177"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x80 yd6b w91 h177"><div class="t m0 xa9 h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xc5 yd6b w92 h177"><div class="t m0 x45 h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">SUMA </div></div><div class="c xc6 yd6b w93 h177"><div class="t m0 xcc h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">337,04 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y196 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y425 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-8<span class="ls1d">. <span class="_ _0"></span><span class="ff1 ls0">Wskaźniki emisji zastoso<span class="_ _1"></span>wane do ob<span class="_ _0"></span>liczenia kategorii 6 zakresu 3 związanej z podróżami <span class="_ _8"></span>s<span class="_ _1"></span>łużbowymi </span></span></div><div class="t m2 x1 h1d yd6c ff2 fs5 fc1 sc0 ls0 ws0">(DEFRA 2024, *Exiobase). </div><div class="t m0 x1 h2 yd6d ff2 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 7 Dojazdy do pra<span class="_ _0"></span>cy </div><div class="t m0 x1 h2 yd6e ff1 fs0 fc1 sc0 ls0 ws0">Kategoria <span class="_ _1"></span>o<span class="_ _1"></span>bejmuje <span class="_ _1"></span>e<span class="_ _1"></span>misje <span class="_ _1"></span>związane <span class="_ _6"></span>z <span class="_ _6"></span>tr<span class="_ _1"></span>ansportem <span class="_ _1"></span>pracowników<span class="_ _1"></span> <span class="_ _1"></span>między <span class="_ _6"></span>ich <span class="_ _a"></span>domami, <span class="_ _1"></span>a<span class="_ _1"></span> <span class="_ _1"></span>m<span class="_ _1"></span>iejscami <span class="_ _1"></span>pracy. <span class="_ _6"></span>Emis<span class="_ _1"></span>je <span class="_ _1"></span>z </div><div class="t m0 x1 h2 yd6f ff1 fs0 fc1 sc0 ls0 ws0">dojazdów pracowników wynikają z:<span class="ff2"> </span></div><div class="t m0 xa h11 yd70 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Podróży samochodem,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y6be ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Podróży autobusem,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yd71 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Podróży koleją,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y51a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Podróży samolotem,<span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf7a" class="pf w0 h0" ><div class="pc pc7a w0 h0"><img class="bi x9 yd72 w9 h178" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">122<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Podróży metrem,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y118 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Podróży motocyklem,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yd73 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Podróży hulajnogą.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 ycbb ff1 fs0 fc1 sc0 ls0 ws0">Do  obliczenia  tej  kategorii <span class="_ _e"> </span>zastosowano  metodę  oparta  na  dystansie<span class="_ _1"></span>,  która <span class="_ _e"> </span><span class="ff2">polega  na  zbieraniu <span class="_ _e"> </span>danych  od </span></div><div class="t m0 x1 h2 ycbc ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _5"> </span>na <span class="_ _b"> </span>temat <span class="_ _b"> </span>wzorców <span class="_ _b"> </span>dojazdów <span class="_ _b"> </span>do <span class="_ _5"> </span>pr<span class="_ _1"></span>acy <span class="_ _5"> </span>(np. <span class="_ _b"> </span>o<span class="_ _1"></span>dległość <span class="_ _5"> </span>podróży <span class="_ _b"> </span>i <span class="_ _5"> </span>uż<span class="_ _1"></span>ywany <span class="_ _5"> </span>ś<span class="_ _1"></span>rodek <span class="_ _5"> </span>transportu) <span class="_ _b"> </span>oraz </div><div class="t m0 x1 h2 ycbd ff1 fs0 fc1 sc0 ls0 ws0">zastosowaniu <span class="_ _1"></span>odpowiednich <span class="_ _1"></span>współczynników <span class="_ _6"></span>emisji <span class="_ _1"></span>dla <span class="_ _1"></span>używanych <span class="_ _1"></span>śro<span class="_ _1"></span>dków <span class="_ _1"></span>transportu. <span class="_ _1"></span>Wzorce <span class="_ _6"></span>dojazdów <span class="_ _1"></span>do <span class="_ _1"></span>pracy </div><div class="t m0 x1 h2 ycbe ff2 fs0 fc1 sc0 ls0 ws0">ustalono <span class="_ _d"> </span>na <span class="_ _19"> </span>pod<span class="ff1">stawie <span class="_ _d"> </span>przeprowadzonej <span class="_ _19"> </span>wśród <span class="_ _d"> </span>pracowników <span class="_ _19"> </span>ankiety, <span class="_ _d"> </span>na <span class="_ _19"> </span>którą <span class="_ _d"> </span>odpowie<span class="_ _1"></span>działo <span class="_ _d"> </span>781 <span class="_ _d"> </span>z <span class="_ _19"> </span>1<span class="_ _1"></span></span>1<span class="ls1">17</span> </div><div class="t m0 x1 h2 ycbf ff1 fs0 fc1 sc0 ls0 ws0">pracowników. <span class="_ _e"> </span>Wynik <span class="_ _e"> </span>obliczeń <span class="_ _e"> </span>został <span class="_ _e"> </span>ekstrapolowany <span class="_ _e"> </span>linowo <span class="_ _e"> </span>na <span class="_ _e"> </span>całą <span class="_ _e"> </span>populację <span class="_ _e"> </span>pracowników <span class="_ _e"> </span>Grupy <span class="_ _e"> </span>UNIMOT </div><div class="t m0 x1 h2 yd74 ff1 fs0 fc1 sc0 ls0 ws0">pomniejszoną <span class="_ _8"></span>o <span class="_ _8"></span>liczbę <span class="_ _8"></span>osób <span class="_ _8"></span>korzystających <span class="_ _8"></span>do <span class="_ _8"></span>dojazdów <span class="_ _8"></span>do <span class="_ _8"></span>p<span class="_ _1"></span>racy <span class="_ _8"></span>z <span class="_ _8"></span>samochodów <span class="_ _8"></span>sł<span class="_ _1"></span>użbowych <span class="_ _7"></span>i <span class="_ _8"></span>przy <span class="_ _8"></span>zało<span class="_ _1"></span>żeniu średniej<span class="_ _0"></span> </div><div class="t m0 x1 h2 yd75 ff2 fs0 fc1 sc0 ls0 ws0">liczby  <span class="ff1">230 <span class="_ _9"> </span>dni  pracy <span class="_ _9"> </span>w  ciągu  roku. <span class="_ _9"> </span>Zastosowano  średnie <span class="_ _9"> </span>wskaźniki  przemysłowe  za<span class="_ _0"></span>czerpnięte  z <span class="_ _9"> </span>brytyjskiego </span></div><div class="t m0 x1 h2 yd76 ff1 fs0 fc1 sc0 ls0 ws0">Departamentu <span class="_ _17"> </span>Środowiska, <span class="_ _19"> </span>Żywnoś<span class="_ _1"></span>ci <span class="_ _17"> </span>i <span class="_ _19"> </span>Spraw <span class="_ _17"> </span>Wiejskich <span class="_ _19"> </span>i <span class="_ _17"> </span>Departamentu <span class="_ _17"> </span>Bezpieczeństwa <span class="_ _17"> </span>Energetycznego <span class="_ _19"> </span>i </div><div class="t m0 x1 h2 yd77 ff1 fs0 fc1 sc0 ls0 ws0">Neutralności <span class="_ _4"></span>Klimatycznej <span class="_ _a"></span>(<span class="_ _1"></span>DEFRA) <span class="_ _a"></span>oraz <span class="_ _4"></span>bazy <span class="_ _a"></span>danych <span class="_ _4"></span>Exiobas<span class="_ _1"></span><span class="ff2">e. <span class="_ _4"></span>W <span class="_ _4"></span>przypadku <span class="_ _a"></span>hulajnogi <span class="_ _4"></span>elektrycznej <span class="_ _4"></span>i <span class="_ _4"></span>samocho<span class="_ _1"></span>du </span></div><div class="t m0 x1 h2 yd78 ff1 fs0 fc1 sc0 ls0 ws0">elektrycznego <span class="_ _1"></span>wartości <span class="_ _1"></span>wskaźników <span class="_ _1"></span>oszacowano <span class="_ _1"></span>na <span class="_ _1"></span>podstawie <span class="_ _1"></span>zużycie e<span class="_ _1"></span>nergii na <span class="_ _1"></span>100 <span class="_ _1"></span>km <span class="_ _1"></span>(<span class="_ _1"></span>0,85 <span class="_ _1"></span>kWh <span class="_ _1"></span>hulajnoga i <span class="_ _1"></span>13 </div><div class="t m0 x1 h2 y327 ff1 fs0 fc1 sc0 ls0 ws0">kWh <span class="_ _6"></span>samochód) <span class="_ _a"></span>i <span class="_ _6"></span>średniego <span class="_ _a"></span>wskaźnika <span class="_ _6"></span>emisji <span class="_ _6"></span>z<span class="_ _1"></span> <span class="_ _6"></span>produkcji <span class="_ _6"></span>e<span class="_ _1"></span>nergii <span class="_ _6"></span>elektrycznej <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>Polsce<span class="_ _1"></span> <span class="_ _6"></span>(597 <span class="_ _6"></span>gCO</div><div class="t m0 xcd h5d yd79 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 xce h2 y327 ff1 fs0 fc1 sc0 ls0 ws0">/kWh). <span class="_ _a"></span>Wartości </div><div class="t m0 x1 h2 yd7a ff1 fs0 fc1 sc0 ls0 ws0">tych wskaźników zestawiono w poniższej tab<span class="_ _0"></span>eli. <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 yd7b w95 h179"><div class="t m0 xd h2 y5d3 ff2 fs0 fc5 sc0 ls0 ws0">Tryb transportu </div></div><div class="c xcf yd7b w3 h179"><div class="t m0 xd h2 y5d3 ff1 fs0 fc5 sc0 ls0 ws0">Wartość, kgCO</div><div class="t m0 x9 h5d y3e6 ff2 fs6 fc5 sc0 ls12 ws0">2eq</div><div class="t m0 xc4 h2 y5d3 ff2 fs0 fc5 sc0 ls0 ws0">/Jednostka </div></div><div class="c xd0 yd7b w96 h179"><div class="t m0 xd h2 y5d3 ff1 fs0 fc5 sc0 ls0 ws0">Aktywność<span class="ff2"> </span></div></div><div class="c x49 yd7b w97 h179"><div class="t m0 xd h2 y5d3 ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c xd1 yd7b w39 h179"><div class="t m0 xd h2 y5d3 ff2 fs0 fc5 sc0 ls0 ws0">Wynik, MgCO</div><div class="t m0 x40 h5d y3e6 ff2 fs6 fc5 sc0 ls12 ws0">2eq</div><div class="t m0 x99 h2 y5d3 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 yd7c w8 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Samochody: </div></div><div class="c x1 yd7d w95 h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc13 sc0 ls0 ws0">Diesel </div></div><div class="c xcf yd7d w3 h15f"><div class="t m0 x3e h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">0,16984 </div></div><div class="c xd0 yd7d w96 h15f"><div class="t m0 x17 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">6177,1 </div></div><div class="c x49 yd7d w97 h15f"><div class="t m0 xd2 h2 ydf ff2 fs0 fc1 sc0 ls5 ws0">km<span class="ls0"> </span></div></div><div class="c xd1 yd7d w39 h15f"><div class="t m0 x3d h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">1,049 </div></div><div class="c x1 yd7e w95 h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc13 sc0 ls0 ws0">Benzyna </div></div><div class="c xcf yd7e w3 h15f"><div class="t m0 x3e h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">0,1645 </div></div><div class="c xd0 yd7e w96 h15f"><div class="t m0 x17 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">6994,5 </div></div><div class="c x49 yd7e w97 h15f"><div class="t m0 xd2 h2 ydf ff2 fs0 fc1 sc0 ls5 ws0">km<span class="ls0"> </span></div></div><div class="c xd1 yd7e w39 h15f"><div class="t m0 x3d h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">1,151 </div></div><div class="c x1 yd7f w95 h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc13 sc0 ls5 ws0">LPG<span class="ls0"> </span></div></div><div class="c xcf yd7f w3 h15f"><div class="t m0 x3e h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,19718 </div></div><div class="c xd0 yd7f w96 h15f"><div class="t m0 x36 h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">1496<span class="ls0"> </span></div></div><div class="c x49 yd7f w97 h15f"><div class="t m0 xd2 h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">km<span class="ls0"> </span></div></div><div class="c xd1 yd7f w39 h15f"><div class="t m0 x3d h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,295 </div></div><div class="c x1 yd2b w95 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc13 sc0 ls0 ws0">Elektryczny </div></div><div class="c xcf yd2b w3 h4a"><div class="t m0 x3e h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,07761 </div></div><div class="c xd0 yd2b w96 h4a"><div class="t m0 x17 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">102,00 </div></div><div class="c x49 yd2b w97 h4a"><div class="t m0 xd2 h2 y1d9 ff2 fs0 fc1 sc0 ls5 ws0">km<span class="ls0"> </span></div></div><div class="c xd1 yd2b w39 h4a"><div class="t m0 x3d h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,008 </div></div><div class="c x1 yd80 w95 h4a"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">Taxi </div></div><div class="c xcf yd80 w3 h4a"><div class="t m0 x3e h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">0,20805 </div></div><div class="c xd0 yd80 w96 h4a"><div class="t m0 x17 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">211,00 </div></div><div class="c x49 yd80 w97 h4a"><div class="t m0 xd2 h2 y9 ff2 fs0 fc1 sc0 ls5 ws0">km<span class="ls0"> </span></div></div><div class="c xd1 yd80 w39 h4a"><div class="t m0 x3d h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">0,044 </div></div><div class="c x1 yd81 w95 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Lokalny autobus </div></div><div class="c xcf yd81 w3 h4a"><div class="t m0 x3e h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,12999 </div></div><div class="c xd0 yd81 w96 h4a"><div class="t m0 xd3 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">1 374,60 </div></div><div class="c x49 yd81 w97 h4a"><div class="t m0 xd4 h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">pasażer.km<span class="ff2"> </span></div></div><div class="c xd1 yd81 w39 h4a"><div class="t m0 x3d h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,179 </div></div><div class="c x1 yd82 w95 h4a"><div class="t m0 xd h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Pociąg<span class="ff2"> </span></div></div><div class="c xcf yd82 w3 h4a"><div class="t m0 x3e h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,0546 </div></div><div class="c xd0 yd82 w96 h4a"><div class="t m0 xd3 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">6 758,00 </div></div><div class="c x49 yd82 w97 h4a"><div class="t m0 xd4 h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">pasażer.km<span class="ff2"> </span></div></div><div class="c xd1 yd82 w39 h4a"><div class="t m0 x3d h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,369 </div></div><div class="c x1 yc56 w95 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Metro* </div></div><div class="c xcf yc56 w3 h4a"><div class="t m0 x3e h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,0582 </div></div><div class="c xd0 yc56 w96 h4a"><div class="t m0 x17 h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">257,00 </div></div><div class="c x49 yc56 w97 h4a"><div class="t m0 xd4 h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">pasażer.km<span class="ff2"> </span></div></div><div class="c xd1 yc56 w39 h4a"><div class="t m0 x3d h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,015 </div></div><div class="c x1 yd83 w95 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Tramwaj </div></div><div class="c xcf yd83 w3 h4a"><div class="t m0 x3e h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,0546 </div></div><div class="c xd0 yd83 w96 h4a"><div class="t m0 x17 h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">190,00 </div></div><div class="c x49 yd83 w97 h4a"><div class="t m0 xd4 h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">pasażer.km<span class="ff2"> </span></div></div><div class="c xd1 yd83 w39 h4a"><div class="t m0 x3d h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,011 </div></div><div class="c x1 yd84 w95 h17a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Motocykl </div></div><div class="c xcf yd84 w3 h17a"><div class="t m0 x3e h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,1137 </div></div><div class="c xd0 yd84 w96 h17a"><div class="t m0 x1d h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">6,00 </div></div><div class="c x49 yd84 w97 h17a"><div class="t m0 xd2 h2 y1d9 ff2 fs0 fc1 sc0 ls5 ws0">km<span class="ls0"> </span></div></div><div class="c xd1 yd84 w39 h17a"><div class="t m0 x3d h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,001 </div></div><div class="c x1 yd85 w95 h17b"><div class="t m0 xd h2 y409 ff2 fs0 fc1 sc0 ls0 ws0">Hulajnoga elektryczna </div></div><div class="c xcf yd85 w3 h17b"><div class="t m0 x3e h2 y409 ff2 fs0 fc1 sc0 ls0 ws0">0,0051 </div></div><div class="c xd0 yd85 w96 h17b"><div class="t m0 xd2 h2 y409 ff2 fs0 fc1 sc0 ls0 ws0">10,00 </div></div><div class="c x49 yd85 w97 h17b"><div class="t m0 xd2 h2 y409 ff2 fs0 fc1 sc0 ls5 ws0">km<span class="ls0"> </span></div></div><div class="c xd1 yd85 w39 h17b"><div class="t m0 x3d h2 y409 ff2 fs0 fc1 sc0 ls0 ws0">0,000 </div></div><div class="c x1 yd86 w95 h4a"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Pieszo/rower </div></div><div class="c xcf yd86 w3 h4a"><div class="t m0 x3e h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">630,8000 </div></div><div class="c xd0 yd86 w96 h4a"><div class="t m0 x1d h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x49 yd86 w97 h4a"><div class="t m0 xd2 h2 y1d9 ff2 fs0 fc1 sc0 ls5 ws0">km<span class="ls0"> </span></div></div><div class="c xd1 yd86 w39 h4a"><div class="t m0 x3d h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">0,000 </div></div><div class="c x1 yd87 w95 h4a"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xcf yd87 w3 h4a"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xd0 yd87 w96 h4a"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x49 yd87 w97 h4a"><div class="t m0 xc8 h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">SUMA </div></div><div class="c xd1 yd87 w39 h4a"><div class="t m0 x3d h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">3,121 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yd88 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d yd89 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-9<span class="ff1">. Wskaźniki emisji zastosowane do obliczenia <span class="_ _0"></span>kategorii 7 zakresu 3 związanej z dojazdami pracowników </span></div><div class="t m2 x1 h1d yd8a ff2 fs5 fc1 sc0 ls0 ws0">do pracy (DEFRA 2024, *Exiobase). </div><div class="t m0 x1 h2 yd8b ff2 fs0 fc5 sc0 ls0 ws0">Zakres 3 <span class="ff1">kategoria 8 Aktywa wyższego szczebla będą<span class="_ _0"></span>ce przedmiotem leasingu<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 yd8c ff1 fs0 fc1 sc0 ls0 ws0">Kategoria <span class="_ _9"> </span>8  obejmuje  emisje <span class="_ _9"> </span>z <span class="_ _9"> </span>eksploatacji  aktywów, <span class="_ _9"> </span>które  są <span class="_ _9"> </span>dzierżawione  prz<span class="_ _0"></span>ez  firmę <span class="_ _9"> </span>raportującą <span class="_ _9"> </span>w  roku </div><div class="t m0 x1 h2 yd8d ff1 fs0 fc1 sc0 ls0 ws0">sprawozdawczym. GK UNIMOT wykazała <span class="_ _0"></span>te emisje w zakresie 1 i 2.<span class="ff2"> </span></div><div class="t m0 x1 h2 ya2a ff1 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 9 Transport na niż<span class="_ _0"></span>szym szczeblu<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y1cc ff1 fs0 fc1 sc0 ls0 ws0">Kategoria <span class="_ _9"> </span>obejmuje  emisje, <span class="_ _c"> </span>które  występują <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _9"> </span>roku <span class="_ _9"> </span>sprawozdawczym  z <span class="_ _c"> </span>tr<span class="_ _1"></span>ansportu <span class="_ _9"> </span>i <span class="_ _9"> </span>dystrybucji  sprz<span class="_ _0"></span>edanych </div><div class="t m0 x1 h2 yd8e ff1 fs0 fc1 sc0 ls0 ws0">produktów <span class="_ _6"></span>pojazdami <span class="_ _6"></span>i <span class="_ _6"></span>o<span class="_ _1"></span>biektami, <span class="_ _6"></span>które <span class="_ _6"></span>nie<span class="_ _1"></span> <span class="_ _6"></span>są <span class="_ _6"></span>własno<span class="_ _1"></span>ścią <span class="_ _1"></span>ani <span class="_ _a"></span>nie <span class="_ _6"></span>są <span class="_ _6"></span>kontrolowane<span class="_ _1"></span> <span class="_ _6"></span>przez <span class="_ _6"></span>firmę <span class="_ _a"></span>raportującą. <span class="_ _1"></span>W<span class="_ _1"></span> <span class="_ _6"></span>GK </div><div class="t m0 x1 h2 yd8f ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _1"></span>nie<span class="_ _1"></span> <span class="_ _1"></span>wystę<span class="_ _1"></span>pują <span class="_ _1"></span>emisje <span class="_ _6"></span>w <span class="_ _6"></span>tej <span class="_ _6"></span>kategorii, <span class="_ _6"></span>ponieważ <span class="_ _6"></span>cało<span class="_ _1"></span>ść <span class="_ _6"></span>transportu <span class="_ _1"></span>w<span class="_ _1"></span>ychodzą<span class="_ _0"></span>cego, <span class="_ _1"></span>tj. <span class="_ _6"></span>po <span class="_ _6"></span>sprzedaży <span class="_ _6"></span>towaru </div><div class="t m0 x1 h2 y900 ff1 fs0 fc1 sc0 ls0 ws0">jest finansowana <span class="_ _8"></span>przez <span class="_ _8"></span>Gru<span class="_ _1"></span>pę <span class="_ _0"></span>i zg<span class="_ _8"></span>o<span class="_ _1"></span>dnie z <span class="_ _8"></span>wytycznymi GHG <span class="_ _8"></span>Pr<span class="_ _1"></span>otocol </div><div class="t m2 xd5 h1d y900 ff2 fs5 fc1 sc0 ls0 ws0">Corporate <span class="_ _8"></span>Value Chain <span class="_ _8"></span>(<span class="_ _1"></span>Scope <span class="_ _0"></span>3) <span class="_ _0"></span>Accounting a<span class="_ _0"></span>nd </div><div class="t m2 x1 h1d yd90 ff2 fs5 fc1 sc0 ls0 ws0">Reporting Standard</div><div class="t m0 xd6 h2 yd90 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="ff1">została zaklasyfikowana do kategorii 4.</span> </div><div class="t m0 x1 h2 yd91 ff1 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 10 Przetwarzanie sprzedanych produktów<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf7b" class="pf w0 h0" ><div class="pc pc7b w0 h0"><img class="bi x1 yce4 w12 h167" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">123<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Kategoria 10 obejmuje emisje z<span class="_ _0"></span> przetwarzania sprzedanych produktów pośrednich przez <span class="_ _0"></span>strony trzecie po sprzedaży </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">przez <span class="_ _7"></span>spół<span class="_ _1"></span>kę <span class="_ _7"></span>s<span class="_ _1"></span>prawozdawczą. <span class="_ _7"></span>Produkty <span class="_ _8"></span>pośrednie <span class="_ _8"></span>to <span class="_ _8"></span>produkty, <span class="_ _7"></span>które<span class="_ _1"></span> <span class="_ _7"></span>wymagają <span class="_ _8"></span>dalszego <span class="_ _8"></span>przetwarzania, <span class="_ _8"></span>transformacji </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">lub <span class="_ _a"></span>włączenia <span class="_ _4"></span>do <span class="_ _a"></span>innego<span class="_ _1"></span> <span class="_ _a"></span>produktu <span class="_ _4"></span>przed <span class="_ _a"></span>u<span class="_ _1"></span>życiem, <span class="_ _a"></span>a<span class="_ _1"></span> <span class="_ _a"></span>zatem <span class="_ _4"></span>powodują <span class="_ _a"></span>emisje<span class="_ _1"></span> <span class="_ _a"></span>z <span class="_ _4"></span>przetwarzania <span class="_ _a"></span>po <span class="_ _4"></span>sprzedaży <span class="_ _4"></span>przez </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">spółkę <span class="_ _4"></span>sprawozdawczą <span class="_ _4"></span>i <span class="_ _5"> </span>przed <span class="_ _4"></span>użyciem <span class="_ _4"></span>przez <span class="_ _5"> </span>konsumenta <span class="_ _4"></span>końcow<span class="_ _1"></span>ego. <span class="_ _4"></span>Do <span class="_ _4"> </span>towarów <span class="_ _5"> </span>znajdujących <span class="_ _a"></span>s<span class="_ _1"></span>ię <span class="_ _4"></span>w <span class="_ _4"> </span>portfolio </div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">Spółek <span class="_ _a"></span>GK <span class="_ _a"></span>UNIMOT, <span class="_ _a"></span>które <span class="_ _a"></span>są <span class="_ _a"></span>przetwarzane <span class="_ _6"></span>przed <span class="_ _a"></span>ostatecznym <span class="_ _a"></span>użyciem <span class="_ _a"></span>przez <span class="_ _a"></span>str<span class="_ _1"></span>ony <span class="_ _a"></span>trzecie<span class="_ _1"></span>, <span class="_ _a"></span>należą <span class="_ _6"></span>pewne <span class="_ _a"></span>grupy </div><div class="t m0 x1 h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">asfaltów. <span class="_ _7"></span>Obróbka <span class="_ _7"></span>ta <span class="_ _8"></span>wiąże <span class="_ _7"></span>się<span class="_ _1"></span> <span class="_ _7"></span>ze <span class="_ _8"></span>zużyciem <span class="_ _7"></span>energii <span class="_ _8"></span>elektrycznej <span class="_ _7"></span>i <span class="_ _7"></span>gazu <span class="_ _8"></span>ziemnego. <span class="_ _8"></span>Ze <span class="_ _7"></span>w<span class="_ _1"></span>zględu <span class="_ _7"></span>na <span class="_ _7"></span>brak <span class="_ _7"></span>danych <span class="_ _8"></span>odnośnie </div><div class="t m0 x1 h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _6"></span>rzeczywistego <span class="_ _6"></span>zużycia <span class="_ _a"></span>tych <span class="_ _6"></span>mediów <span class="_ _6"></span>e<span class="_ _1"></span>nergetycznych, <span class="_ _6"></span>zastosowano <span class="_ _6"></span>średnie <span class="_ _a"></span>współczynniki <span class="_ _1"></span>zaczerpnięte <span class="_ _a"></span>z <span class="_ _6"></span>Asphal<span class="_ _1"></span><span class="ff2 ls3b">t </span></div><div class="t m0 x1 h2 y763 ff2 fs0 fc1 sc0 ls0 ws0">Institute</div></div><div class="c x0 y0 w76 h0"><div class="t m0 xd7 h5d yd92 ff2 fs6 fc1 sc0 ls0 ws0">7</div></div><div class="c x0 y0 w2 h0"><div class="t m0 xc h2 y763 ff2 fs0 fc1 sc0 ls0 ws0">: </div><div class="t m0 xa h11 y148 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wskaźnik zużyci<span class="ff2">a energii elektrycznej: 0,04 kWh/Mg, </span></span></span></div><div class="t m0 xa h11 y8c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wskaźnik zużycia gazu ziemnego: 35,8 m</span></span></div><div class="t m0 xd8 h5d yd93 ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 xd9 h2 y8c ff2 fs0 fc1 sc0 ls0 ws0">/Mg. </div><div class="t m0 x1 h2 yd94 ff1 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 11 Wykorzystanie sprzedanych prod<span class="_ _0"></span>uktów<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y207 ff1 fs0 fc1 sc0 ls0 ws0">Kategoria <span class="_ _8"></span>obejmuje <span class="_ _8"></span>e<span class="_ _1"></span>misje <span class="_ _8"></span>z <span class="_ _8"></span>u<span class="_ _1"></span>żytkowania <span class="_ _8"></span>towarów i <span class="_ _7"></span>usług sprzedanych <span class="_ _7"></span>pr<span class="_ _1"></span>zez <span class="_ _8"></span>raportującą <span class="_ _8"></span>fir<span class="_ _1"></span>mę <span class="_ _8"></span>w <span class="_ _0"></span>roku <span class="_ _8"></span>raportowania. </div><div class="t m0 x1 h2 yd95 ff1 fs0 fc1 sc0 ls0 ws0">Emisje <span class="_ _8"></span>z <span class="_ _0"></span>zakresu <span class="_ _8"></span>3 <span class="_ _8"></span>ra<span class="_ _1"></span>portującej <span class="_ _8"></span>firmy, <span class="_ _8"></span>pocho<span class="_ _1"></span>dzące <span class="_ _8"></span>z <span class="_ _8"></span>użytkowania sprz<span class="_ _0"></span>edanych <span class="_ _8"></span>produktów, obejmują <span class="_ _7"></span>emisje<span class="_ _1"></span> <span class="_ _8"></span>z <span class="_ _8"></span>zakresu </div><div class="t m0 x1 h2 ycc1 ff1 fs0 fc1 sc0 ls0 ws0">1 <span class="_ _8"></span>i 2 <span class="_ _8"></span>uż<span class="_ _1"></span>ytkowników <span class="_ _8"></span>końcow<span class="_ _1"></span>ych. <span class="_ _8"></span>Użytkownicy k<span class="_ _0"></span>ońcowi to <span class="_ _8"></span>zarówno<span class="_ _1"></span> <span class="_ _8"></span>konsumenci, jak <span class="_ _8"></span>i k<span class="_ _0"></span>lienci biznesowi, <span class="_ _8"></span>którzy <span class="_ _8"></span>uż<span class="_ _1"></span>ywają </div><div class="t m0 x1 h2 ycc2 ff1 fs0 fc1 sc0 ls0 ws0">produktów  końcowych.  W  kategorii  11<span class="_ _1"></span>  firmy  są  zobowiązane <span class="_ _e"> </span>do  uwzględnienia  emisji  bezpośrednich  z<span class="_ _1"></span>  fazy </div><div class="t m0 x1 h2 ycc3 ff1 fs0 fc1 sc0 ls0 ws0">użytkowania <span class="_ _6"></span>sprzedanych <span class="_ _a"></span>produktów, <span class="_ _a"></span>do <span class="_ _a"></span>których <span class="_ _a"></span>należą <span class="_ _6"></span>e<span class="_ _1"></span>misje <span class="_ _a"></span>ze <span class="_ _6"></span>s<span class="_ _1"></span>palania<span class="ff2"> <span class="_ _a"></span></span>paliw <span class="_ _a"></span>sprzedanych <span class="_ _a"></span>przez <span class="_ _6"></span>Spół<span class="_ _1"></span>ki <span class="_ _6"></span>Grupy </div><div class="t m0 x1 h2 yc8f ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT. <span class="_ _7"></span>Wielkoś<span class="_ _1"></span>ć <span class="_ _7"></span>emisji <span class="_ _8"></span>gazów <span class="_ _7"></span>cieplarnianych <span class="_ _7"></span>w <span class="_ _8"></span>tej<span class="_ _1"></span> <span class="_ _7"></span>kategorii <span class="_ _7"></span>zos<span class="_ _1"></span>tała <span class="_ _7"></span>obliczona <span class="_ _7"></span>na<span class="_ _1"></span> <span class="_ _7"></span>podstawi<span class="_ _1"></span>e <span class="_ _7"></span>wolume<span class="_ _1"></span>nu <span class="_ _7"></span>sprzedanych </div><div class="t m0 x1 h2 y3e3 ff1 fs0 fc1 sc0 ls0 ws0">paliw: <span class="_ _8"></span>oleju <span class="_ _8"></span>napędowe<span class="_ _1"></span>go, <span class="_ _8"></span>benzyny, <span class="_ _8"></span>LPG, g<span class="_ _0"></span>azu <span class="_ _8"></span>ziemnego, biopali<span class="_ _0"></span>w, <span class="_ _8"></span>paliwa <span class="_ _0"></span>lotniczego <span class="_ _8"></span>JET <span class="_ _0"></span>A1, <span class="_ _0"></span>oleju <span class="_ _8"></span>opałowe<span class="_ _1"></span>go<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span><span class="ff1">i <span class="_ _8"></span>węgla </span></span></div><div class="t m0 x1 h2 y3e7 ff1 fs0 fc1 sc0 ls0 ws0">kamiennego <span class="_ _1"></span>oraz <span class="_ _6"></span>średnich <span class="_ _6"></span>wskaźników <span class="_ _6"></span>zaczerpniętych <span class="_ _6"></span>z <span class="_ _6"></span>brytyjskiego <span class="_ _6"></span>Departamentu <span class="_ _6"></span>Środowis<span class="_ _1"></span>ka, <span class="_ _1"></span>Żywnośc<span class="_ _1"></span>i <span class="_ _1"></span>i <span class="_ _6"></span>Spraw </div><div class="t m0 x1 h2 ycc4 ff1 fs0 fc1 sc0 ls0 ws0">Wiejskich <span class="_ _c"> </span>i <span class="_ _9"> </span>Departamentu <span class="_ _9"> </span>Bezpieczeństwa <span class="_ _c"> </span>Energetyczne<span class="_ _1"></span>go <span class="_ _c"> </span>i <span class="_ _c"> </span>Ne<span class="_ _1"></span>utralności <span class="_ _c"> </span>Klimatycznej <span class="_ _9"> </span>(DEFRA). <span class="_ _9"> </span>Wartości <span class="_ _c"> </span>tych </div><div class="t m0 x1 h2 ycc5 ff1 fs0 fc1 sc0 ls0 ws0">wskaźników zestawiono w tabeli nr<span class="ff2"> 2-<span class="ls1">10</span>, natomiast wolumen sprzedanych paliw w tabeli <span class="_ _0"></span>nr 2-<span class="ls1">11</span>. </span></div></div><div class="c xda y7f4 w16 h36"><div class="t m0 xd h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Paliwo </div></div><div class="c x7e y7f4 w98 h36"><div class="t m0 xd h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c xdb y7f4 w99 h36"><div class="t m0 xd h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">kg CO</div><div class="t m0 x1d h5d y7e1 ff2 fs6 fc5 sc0 ls0 ws0">2</div><div class="t m0 x1f h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">e </div></div><div class="c xda y384 w16 h15e"><div class="t m0 xd h2 yd96 ff2 fs0 fc12 sc0 ls0 ws0"> </div><div class="t m0 xd h2 yd97 ff2 fs0 fc12 sc0 ls0 ws0">Gaz ziemny (100% kopalny)<span class="fc1"> </span></div></div><div class="c x7e yd98 w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xdb yd98 w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2590,46441 </div></div><div class="c x7e yd99 w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d yd9a ff2 fs6 fc1 sc0 ls0 ws0">3 </div></div><div class="c xdb yd99 w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2,06318 </div></div><div class="c x7e y384 w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">kWh (Net CV) </div></div><div class="c xdb y384 w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,20440 </div></div><div class="c xda yd9b w16 h161"><div class="t m0 xd h2 yd9c ff2 fs0 fc1 sc0 ls5 ws0">LPG<span class="ls0"> </span></div></div><div class="c x7e yb3a w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xdb yb3a w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2939,36095 </div></div><div class="c x7e yd9b w98 h162"><div class="t m0 xd h2 y93a ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c xdb yd9b w99 h162"><div class="t m0 xd h2 y93a ff2 fs0 fc1 sc0 ls0 ws0">1,55713 </div></div><div class="c xda yd30 w16 h160"><div class="t m0 xd h2 y9a4 ff1 fs0 fc12 sc0 ls0 ws0">Diesel (średnia mieszanka biopaliw)<span class="ff2 fc1"> </span></div><div class="t m0 xd h2 y6dd ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7e yabb w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xdb yabb w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">3014,09462 </div></div><div class="c x7e yd30 w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c xdb yd30 w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2,51279 </div></div><div class="c xda yd87 w16 h160"><div class="t m0 xd h2 y9a4 ff1 fs0 fc12 sc0 ls0 ws0">Benzyna (średnia mieszanka biopaliw)<span class="ff2 fc1"> </span></div><div class="t m0 xd h2 y6dd ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7e yc6f w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xdb yc6f w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2778,52935 </div></div><div class="c x7e yd87 w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c xdb yd87 w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2,08440 </div></div><div class="c xda yd9d w16 h160"><div class="t m0 xd h2 yd9e ff1 fs0 fc12 sc0 ls0 ws0">Olej opałowy<span class="ff2 fc1"> </span></div><div class="t m0 xd h2 y27f ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7e y375 w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xdb y375 w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">3228,89019 </div></div><div class="c x7e yd9d w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c xdb yd9d w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">3,17493 </div></div><div class="c xda y499 w16 h15f"><div class="t m0 xd h2 yd46 ff1 fs0 fc12 sc0 ls0 ws0">Węgiel (wytwarzanie energii elektrycznej)<span class="ff2 fc1"> </span></div></div><div class="c x7e y499 w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xdb y499 w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2262,11448 </div></div><div class="c xda y7a4 w16 h15f"><div class="t m0 xd h2 yd46 ff2 fs0 fc12 sc0 ls0 ws0">Biodiesel ME<span class="fc1"> </span></div></div><div class="c x7e y7a4 w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c xdb y7a4 w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,16751 </div></div><div class="c xda yd9f w16 h160"><div class="t m0 xd h2 y9a4 ff2 fs0 fc12 sc0 ls0 ws0">Paliwo do turbin lotniczych<span class="fc1"> </span></div></div><div class="c x7e y485 w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xdb y485 w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">3178,36520 </div></div><div class="c x7e yd9f w98 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Litry </div></div><div class="c xdb yd9f w99 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2,54269 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d ya43 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _9"> </span>2-<span class="ls1f">10</span><span class="ff1">. <span class="_ _9"> </span>Wskaźniki <span class="_ _9"> </span>emisji <span class="_ _9"> </span>zastoso<span class="_ _1"></span>wane <span class="_ _9"> </span>do <span class="_ _9"> </span>obliczenia <span class="_ _9"> </span>kategorii <span class="_ _9"> </span>11 <span class="_ _9"> </span>zakresu <span class="_ _9"> </span>3 <span class="_ _71"> </span>związanej <span class="_ _9"> </span>z <span class="_ _9"> </span>wykorzystaniem </span></div><div class="t m2 x1 h1d yda0 ff1 fs5 fc1 sc0 ls0 ws0">sprzedanych produktów (DEFRA 2024).<span class="ff2"> </span></div></div><div class="c x21 ya8a w9a h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Pozycja </div></div><div class="c xdc ya8a w9b h15f"><div class="t m0 xd h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Wartość<span class="ff2"> </span></div></div><div class="c xdd ya8a w9c h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x21 yda1 w9a h33"><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Paliwa ciekłe<span class="ff2">* </span></div></div><div class="c xdc yda1 w9b h33"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">2 <span class="ls1">337</span> 049,44 </div></div><div class="c xdd yda1 w9c h33"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d y35a ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 yda2 w9a h33"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Gaz LPG </div></div><div class="c xdc yda2 w9b h33"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">521 638,84 </div></div><div class="c xdd yda2 w9c h33"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d y35a ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x21 yda3 w9a h15f"><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Węgiel kamienny<span class="ff2"> </span></div></div><div class="c xdc yda3 w9b h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">350 386,18 </div></div><div class="c xdd yda3 w9c h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x21 yc44 w9a h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Gaz ziemny<span class="ls1">**</span> </div></div><div class="c xdc yc44 w9b h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1 847 070,00 </div></div><div class="c xdd yc44 w9c h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x98 h3 y3c9 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w76 h0"><div class="t m0 x1 h163 y4ad ff2 fs7 fc1 sc0 ls0 ws0">7</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x99 h169 yca9 ff2 fs8 fc1 sc0 ls0 ws0"> https://www.asph<span class="_ _0"></span>altinsti<span class="_ _0"></span>tute.org/<span class="fs9"> </span></div></div><a class="l" href="#pf7b" ><span class="d m1" style="border-style:none;position:absolute;left:189.572000px;bottom:1322.160000px;width:7.774000px;height:22.490000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf7c" class="pf w0 h0" ><div class="pc pc7c w0 h0"><img class="bi x9 y29c w9 h132" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">124<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d ycba ff2 fs5 fc1 sc0 ls0 ws0">*</div><div class="t m0 xde h2 ycba ff1 fs0 fc1 sc0 ls0 ws0">W wolumenie uwzględniono sprzeda<span class="_ _0"></span>ż paliw ciekłych na stacjach własnych AVIA.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yc09 ff1 fs0 fc1 sc0 ls0 ws0">** Z wolumenu wyłączono wartość obrotu gazem z<span class="_ _0"></span>iemnym na Towarowej Giełdzie Energii.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m2 x1 h1d yda4 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-<span class="ls1f">11</span>. Wolumen paliw sprzedanych <span class="ff1">przez Grupę UNIMOT </span>w 2024 roku.  </div><div class="t m0 x1 h2 y2fb ff1 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 12 Przetwarzanie sprzedanych produktów pod koniec przydatności do użycia<span class="ff2"> </span></div><div class="t m0 x1 h2 yda5 ff1 fs0 fc1 sc0 ls0 ws0">Kategoria <span class="_ _4"> </span>12<span class="_ _1"></span> <span class="_ _4"> </span>o<span class="_ _1"></span>bejmuje <span class="_ _4"> </span>e<span class="_ _1"></span>misje <span class="_ _4"> </span>z<span class="_ _1"></span> <span class="_ _4"></span>unies<span class="_ _1"></span>zkodliwiania <span class="_ _4"></span>odpadów <span class="_ _5"> </span>i <span class="_ _5"> </span>przetwarzania <span class="_ _b"> </span>produktów <span class="_ _4"></span>sprzedanych <span class="_ _5"> </span>przez<span class="_ _1"></span> <span class="_ _4"></span>firmę </div><div class="t m0 x1 h2 yda6 ff1 fs0 fc1 sc0 ls0 ws0">raportującą <span class="_ _1"></span>(w <span class="_ _6"></span>roku <span class="_ _6"></span>ra<span class="_ _1"></span>portowania) <span class="_ _1"></span>po <span class="_ _6"></span>zakończe<span class="_ _1"></span>niu <span class="_ _1"></span>ich <span class="_ _6"></span>żywotności. <span class="_ _6"></span>Kategoria <span class="_ _6"></span>ta <span class="_ _6"></span>obejmuje <span class="_ _6"></span>c<span class="_ _1"></span>ałkowite <span class="_ _1"></span>przewidywane </div><div class="t m0 x1 h2 yda7 ff1 fs0 fc1 sc0 ls0 ws0">emisje <span class="_ _c"> </span>związane <span class="_ _c"> </span>z <span class="_ _c"> </span>końcem <span class="_ _c"> </span>żywotności <span class="_ _c"> </span>w<span class="_ _1"></span>szystkich <span class="_ _c"> </span>produktów <span class="_ _c"> </span>sprzedanych <span class="_ _c"> </span>w <span class="_ _c"> </span>roku <span class="_ _c"> </span>rapo<span class="_ _1"></span>rtowania. <span class="_ _c"> </span>W <span class="_ _c"> </span>przypadku </div><div class="t m0 x1 h2 y1c ff1 fs0 fc1 sc0 ls0 ws0">produktów <span class="_ _1"></span>GK <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>z<span class="_ _1"></span>decydowana <span class="_ _1"></span>ich <span class="_ _6"></span>większość<span class="_ _1"></span> <span class="_ _1"></span>nie <span class="_ _6"></span>generuje <span class="_ _6"></span>odpadów <span class="_ _6"></span>po <span class="_ _6"></span>ich <span class="_ _6"></span>wykorzystaniu. <span class="_ _6"></span>Wyjątek <span class="_ _1"></span>s<span class="_ _1"></span>tanowi </div><div class="t m0 x1 h2 y3b2 ff1 fs0 fc1 sc0 ls0 ws0">węgiel, <span class="_ _e"> </span>w <span class="_ _e"> </span>wyniku <span class="_ _e"> </span>spalania <span class="_ _d"> </span>którego <span class="_ _e"> </span>powstaje <span class="_ _e"> </span>popiół <span class="_ _e"> </span>i <span class="_ _e"> </span>ż<span class="_ _1"></span>użel. <span class="_ _e"> </span>Pomimo, <span class="_ _e"> </span>że <span class="_ _e"> </span>te <span class="_ _e"> </span>u<span class="_ _1"></span>boczne <span class="_ _e"> </span>produkt<span class="_ _1"></span>y <span class="_ _e"> </span>spalania <span class="_ _e"> </span>są </div><div class="t m0 x1 h2 yda8 ff1 fs0 fc1 sc0 ls0 ws0">wykorzystywane <span class="_ _a"></span>do <span class="_ _4"></span>produkcji <span class="_ _a"></span>m.in. <span class="_ _4"></span>materiałów <span class="_ _a"></span>budowlanyc<span class="_ _1"></span>h, <span class="_ _a"></span>to <span class="_ _a"></span>ze<span class="_ _1"></span> <span class="_ _a"></span>względu <span class="_ _a"></span>na <span class="_ _4"></span>brak <span class="_ _a"></span>w<span class="_ _1"></span>iedzy <span class="_ _a"></span>o <span class="_ _4"></span>ich <span class="_ _a"></span>los<span class="_ _1"></span>ie <span class="_ _a"></span>założono </div><div class="t m0 x1 h2 yda9 ff1 fs0 fc1 sc0 ls0 ws0">scenariusz <span class="_ _a"></span>pesymistyczny <span class="_ _a"></span>przewidujący <span class="_ _a"></span>składowanie <span class="_ _a"></span>tych <span class="_ _a"></span>produktów, <span class="_ _a"></span>c<span class="_ _1"></span>zyli <span class="_ _a"></span>potraktowano <span class="_ _6"></span>j<span class="_ _1"></span>e <span class="_ _a"></span>jak <span class="_ _6"></span>o<span class="_ _1"></span>dpady. <span class="_ _a"></span>Podejście </div><div class="t m0 x1 h2 ydaa ff2 fs0 fc1 sc0 ls0 ws0">takie <span class="_ _1"></span>niweluje<span class="_ _1"></span> <span class="_ _1"></span>ryzyko <span class="_ _6"></span>po<span class="ff1">minięc<span class="_ _1"></span>ia <span class="_ _1"></span>potencjalnych <span class="_ _6"></span>emisji <span class="_ _6"></span>gazów <span class="_ _6"></span>cieplarnianych <span class="_ _6"></span>z <span class="_ _6"></span>tytułu <span class="_ _6"></span>zagos<span class="_ _1"></span>podarowanie <span class="_ _1"></span>odpadów <span class="_ _6"></span>z </span></div><div class="t m0 x1 h2 ydab ff1 fs0 fc1 sc0 ls0 ws0">użytkowania sprzedanego węgla. Op<span class="_ _8"></span>ró<span class="_ _1"></span>cz tego w kategorii 12 uwzględniono opak<span class="_ _8"></span>o<span class="_ _1"></span>wania towarów sprzedanych przez </div><div class="t m0 x1 h2 ydac ff1 fs0 fc1 sc0 ls0 ws0">własne stacje paliw <span class="_ _1"></span>AVIA i Spó<span class="_ _1"></span>łkę UNIMOT Energia <span class="_ _1"></span>i Gaz. Do<span class="_ _1"></span> ob<span class="_ _1"></span>liczeń wy<span class="_ _1"></span>korzystano te sam<span class="_ _1"></span>e wskaźniki emisji, <span class="_ _1"></span>co w </div><div class="t m0 x1 h2 ydad ff2 fs0 fc1 sc0 ls0 ws0">kategorii 5 </div><div class="t m2 xdf h1d ydad ff2 fs5 fc1 sc0 ls0 ws0">Odpady wytworzone w ramach operacji. </div><div class="t m0 xe0 h2 ydad ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yb6e ff1 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 13 Aktywa niższego szczebla będące przedmiotem leasingu<span class="ff2"> </span></div><div class="t m0 x1 h2 y28 ff1 fs0 fc1 sc0 ls0 ws0">Ta <span class="_ _b"> </span>kategoria <span class="_ _b"> </span>obejmuje<span class="_ _1"></span> <span class="_ _b"> </span>emisje <span class="_ _c"> </span>z <span class="_ _b"> </span>eksploatacji <span class="_ _c"> </span>aktywów, <span class="_ _b"> </span>które <span class="_ _c"> </span>są <span class="_ _c"> </span>własnością <span class="_ _b"> </span>firmy <span class="_ _c"> </span>raportującej <span class="_ _b"> </span>(działającej <span class="_ _c"> </span>jako </div><div class="t m0 x1 h2 y128 ff1 fs0 fc1 sc0 ls0 ws0">wynajmujący) <span class="_ _6"></span>i <span class="_ _a"></span>są <span class="_ _6"></span>wynajmow<span class="_ _1"></span>ane <span class="_ _a"></span>innym <span class="_ _6"></span>podmiotom <span class="_ _a"></span>w <span class="_ _6"></span>roku <span class="_ _a"></span>sprawozdawczym, <span class="_ _6"></span>a <span class="_ _a"></span>które <span class="_ _a"></span>nie <span class="_ _a"></span>są <span class="_ _6"></span>już <span class="_ _a"></span>uwzględnione <span class="_ _6"></span>w </div><div class="t m0 x1 h2 ydae ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _1"></span>1 <span class="_ _1"></span>lub <span class="_ _1"></span>zakresie <span class="_ _1"></span>2. <span class="_ _1"></span>Z <span class="_ _1"></span>powo<span class="_ _1"></span>du marginalnego <span class="_ _1"></span>udziału <span class="_ _1"></span>w<span class="_ _1"></span>ynajmu <span class="_ _1"></span>powierzchni <span class="_ _1"></span>stronom <span class="_ _1"></span>trzec<span class="_ _1"></span>im, o<span class="_ _1"></span>bliczenia <span class="_ _6"></span><span class="ff2">emisji </span></div><div class="t m0 x1 h2 y3e9 ff1 fs0 fc1 sc0 ls0 ws0">gazów cieplarnianych w tej kat<span class="_ _1"></span>egorii ograniczono do minimalnych granic, to<span class="_ _1"></span> jest zużycia energii elektrycznej <span class="_ _1"></span>i paliw, </div><div class="t m0 x1 h2 ydaf ff1 fs0 fc1 sc0 ls0 ws0">które są już ujęte w zakresach 1 i 2 emisji gazów, w związku z<span class="_ _0"></span> czym kategoria 13 nie jest raportowana.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ydb0 ff2 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 14 Franczyzy </div><div class="t m0 x1 h2 ydb1 ff1 fs0 fc1 sc0 ls0 ws0">Kategoria <span class="_ _7"></span>14 <span class="_ _8"></span>obejmuje <span class="_ _7"></span>e<span class="_ _1"></span>misje <span class="_ _7"></span>z <span class="_ _8"></span>działalności <span class="_ _7"></span>franc<span class="_ _1"></span>zyz, <span class="_ _7"></span>które <span class="_ _8"></span>nie <span class="_ _8"></span>są <span class="_ _7"></span>uwzględnione <span class="_ _8"></span>w <span class="_ _8"></span>zakresie <span class="_ _8"></span>1 <span class="_ _7"></span>lub <span class="_ _8"></span>zakresie <span class="_ _8"></span>2. <span class="_ _7"></span>Kategoria<span class="_ _1"></span> </div><div class="t m0 x1 h2 ydb2 ff1 fs0 fc1 sc0 ls0 ws0">ta <span class="_ _7"></span>ma <span class="_ _8"></span>zastosowanie <span class="_ _8"></span>do <span class="_ _7"></span>franczyzodawców, <span class="_ _8"></span>którzy <span class="_ _7"></span>powinni <span class="_ _7"></span>uwzględniać <span class="_ _8"></span>w <span class="_ _7"></span>tej <span class="_ _8"></span>kategorii <span class="_ _7"></span>emisje,<span class="_ _1"></span> <span class="_ _7"></span>które <span class="_ _7"></span>pow<span class="_ _1"></span>stają <span class="_ _7"></span>w <span class="_ _7"></span>wyniku </div><div class="t m0 x1 h2 ydb3 ff1 fs0 fc1 sc0 ls0 ws0">działalności <span class="_ _1"></span>franczyz <span class="_ _6"></span>(tj. <span class="_ _6"></span>emisje <span class="_ _6"></span>zakresu <span class="_ _6"></span>1 <span class="_ _6"></span>i <span class="_ _6"></span>zakresu <span class="_ _6"></span>2 <span class="_ _6"></span>franczyzobiorców). <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>jest <span class="_ _1"></span>franc<span class="_ _1"></span>zyzoda<span class="_ _0"></span>wcą <span class="_ _6"></span>stacji <span class="_ _6"></span>paliw </div><div class="t m0 x1 h2 ydb4 ff1 fs0 fc1 sc0 ls0 ws0">AVIA, przy czym <span class="_ _1"></span>część z tych <span class="_ _1"></span>stacji należy <span class="_ _1"></span>do Spółki i e<span class="_ _1"></span>misje gazów cie<span class="_ _1"></span>plarnianych związane z ich <span class="_ _1"></span>funkcjonowaniem </div><div class="t m0 x1 h2 ydb5 ff1 fs0 fc1 sc0 ls0 ws0">zawarte są w zakresie 1 <span class="_ _1"></span>i 2. Emisje wynikające z d<span class="_ _1"></span>ziałalności stacji posiadanych przez strony trzecie <span class="_ _1"></span>zawarte zostały </div><div class="t m0 x1 h2 ydb6 ff1 fs0 fc1 sc0 ls0 ws0">w te<span class="_ _1"></span>j kategorii ograniczając <span class="_ _1"></span>się <span class="_ _1"></span>do minimalnych <span class="_ _1"></span>granic, to <span class="_ _1"></span>jest <span class="_ _1"></span>zużycia energii <span class="_ _1"></span>elektrycznej i <span class="_ _1"></span>paliw <span class="_ _1"></span>(gaz ziemny <span class="_ _1"></span>i olej </div><div class="t m0 x1 h2 ydb7 ff1 fs0 fc1 sc0 ls0 ws0">opałowy).<span class="ff2"> </span></div><div class="t m0 x1 h2 ydb8 ff2 fs0 fc5 sc0 ls0 ws0">Zakres 3 kategoria 15 Inwestycje </div><div class="t m0 x1 h2 y1c3 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _19"> </span>tej <span class="_ _19"> </span>k<span class="_ _1"></span>ategorii <span class="_ _19"> </span>uwzględnia <span class="_ _19"> </span>się <span class="_ _17"> </span>emisje <span class="_ _19"> </span>z <span class="_ _19"> </span>zakresu <span class="_ _17"> </span>3, <span class="_ _19"> </span>związane <span class="_ _19"> </span>z <span class="_ _17"> </span>inwestycjami <span class="_ _19"> </span>firmy <span class="_ _19"> </span>r<span class="_ _1"></span>aportującej <span class="_ _19"> </span>w <span class="_ _19"> </span>roku </div><div class="t m0 x1 h2 ydb9 ff1 fs0 fc1 sc0 ls0 ws0">sprawozdawczym, które nie są już uję<span class="_ _1"></span>te w zakresach 1 <span class="_ _1"></span>i 2. Kategoria ta <span class="_ _1"></span>dotyczy inwestorów oraz firm ś<span class="_ _1"></span>wiadczących </div><div class="t m0 x1 h2 ydba ff1 fs0 fc1 sc0 ls0 ws0">usługi <span class="_ _a"></span>finansowe. <span class="_ _6"></span>Do<span class="_ _1"></span>tyczy <span class="_ _6"></span>ona <span class="_ _a"></span>również <span class="_ _6"></span>inw<span class="_ _1"></span>esto<span class="_ _1"></span>rów <span class="_ _6"></span>nienastawionych <span class="_ _a"></span>na <span class="_ _6"></span>zysk <span class="_ _a"></span>(na <span class="_ _a"></span>przykład <span class="_ _6"></span>wielos<span class="_ _1"></span>tronnych <span class="_ _6"></span>banków </div><div class="t m0 x1 h2 ydbb ff1 fs0 fc1 sc0 ls0 ws0">rozwoju), przy czym należy stosować te same metody obli<span class="_ _0"></span>czeniowe. Kategoria ta nie dotyczy GK <span class="_ _1"></span><span class="ff2">UNIMOT. </span></div></div><div class="c x1 ydbc w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E1<span class="ls0">-6<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y8e7 ff1 fs0 fc1 sc0 ls0 ws0">Wyniki ob<span class="_ _1"></span>liczeń <span class="_ _1"></span>emisji <span class="_ _1"></span>gazów <span class="_ _1"></span>cieplarnianych <span class="_ _1"></span>w <span class="_ _1"></span>podziale <span class="_ _1"></span>na<span class="_ _1"></span> z<span class="_ _1"></span>akresy <span class="_ _1"></span>i <span class="_ _1"></span>kategorie <span class="_ _1"></span>dla <span class="_ _1"></span>GK <span class="_ _1"></span>UNIMOT<span class="_ _1"></span> ze<span class="_ _1"></span>stawiono <span class="_ _1"></span>w <span class="_ _1"></span>tabeli </div><div class="t m0 x1 h2 y1ca ff2 fs0 fc1 sc0 ls0 ws0">nr <span class="_ _1"></span>2-<span class="ls1">12</span><span class="ff1">, <span class="_ _1"></span>a s<span class="_ _1"></span>trukturę <span class="_ _1"></span>emisji <span class="_ _1"></span>gazów <span class="_ _1"></span>cieplarnianych <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _1"></span>3, <span class="_ _1"></span>z <span class="_ _1"></span>uwzględnieniem <span class="_ _1"></span>priorytetu <span class="_ _1"></span>największych <span class="_ _1"></span>emisji <span class="_ _1"></span>dla </span></div><div class="t m0 x1 h2 ydbd ff2 fs0 fc1 sc0 ls0 ws0">Grupy, <span class="_ _5"> </span>przedstawiono <span class="_ _b"> </span>w <span class="_ _b"> </span>tabeli <span class="_ _5"> </span>nr <span class="_ _c"> </span>2-<span class="ls1">13</span><span class="ff1">. <span class="_ _5"> </span>Z<span class="_ _1"></span> <span class="_ _5"> </span>przedstawionego <span class="_ _b"> </span>zestawienia <span class="_ _b"> </span>wynika, <span class="_ _5"> </span>że <span class="_ _b"> </span>zakres <span class="_ _b"> </span>3 <span class="_ _b"> </span>stanowi <span class="_ _b"> </span>ok<span class="_ _1"></span></span>. <span class="_ _5"> </span>99 <span class="_ _b"> </span>% </div><div class="t m0 x1 h2 ydbe ff1 fs0 fc1 sc0 ls0 ws0">całkowitej emisji gazów cieplarnianych w Grupie UNIMOT.<span class="ff2"> </span></div></div><div class="c x1 y7d8 w9d h166"><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x44 y7d8 w39 h166"><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wartość, Mg CO</div><div class="t m0 xda h5d ydbf ff2 fs6 fc1 sc0 ls0 ws0">2(eq)</div><div class="t m0 xa h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ydc0 w9e h15f"><div class="t m0 xd h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Emisje gazów cieplarnianych zakresu 1<span class="ff2 fc1"> </span></div></div><div class="c x1 ydc1 w9d h17c"><div class="t m0 xd h2 ydc2 ff1 fs0 fc1 sc0 ls0 ws0">Emisje gazów cieplarnianych zakresu 1 brutto (t ekwiwalentu d<span class="_ _0"></span>wutlenku węgla)<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x44 ydc1 w39 h17c"><div class="t m0 xd h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0">38 833,18 </div></div><div class="c x1 ydc3 w9d hae"><div class="t m0 xd h2 ydc4 ff1 fs0 fc1 sc0 ls0 ws0">Odsetek emisji gazów cieplarnianych zakresu 1 z regulowanych systemów <span class="ff2">handlu </span></div><div class="t m0 xd h2 y400 ff2 fs0 fc1 sc0 ls0 ws0">emisjami (%) </div></div><div class="c x44 ydc3 w39 hae"><div class="t m0 xd h2 y637 ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div></div><div class="pi" ></div></div><div id="pf7d" class="pf w0 h0" ><div class="pc pc7d w0 h0"><img class="bi x1 ydc5 w18 h17d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">125<span class="ls0"> </span></div></div><div class="c x1 yce5 w9e h15f"><div class="t m0 xd h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Emisje gazów cieplarnianych zakresu 2<span class="ff2 fc1"> </span></div></div><div class="c x1 ydc6 w9d h17e"><div class="t m0 xd h2 ydc7 ff1 fs0 fc1 sc0 ls0 ws0">Emisje gazów cieplarnianych zakresu 2 brutto według metody opartej na lokalizacji </div><div class="t m0 xd h2 ydc8 ff1 fs0 fc1 sc0 ls0 ws0">(t ekwiwalentu dwutlenku węgla)<span class="ff2"> </span></div></div><div class="c x44 ydc6 w39 h17e"><div class="t m0 xd h2 yd64 ff2 fs0 fc1 sc0 ls0 ws0">40 315,11 </div></div><div class="c x1 yc80 w9d h17f"><div class="t m0 xd h2 ydc9 ff1 fs0 fc1 sc0 ls0 ws0">Emisje gazów cieplarnianych zakresu 2 brutto według metody <span class="ff2">opartej na rynku (t </span></div><div class="t m0 xd h2 y3de ff1 fs0 fc1 sc0 ls0 ws0">ekwiwalentu dwutlenku węgla)<span class="ff2"> </span></div></div><div class="c x44 yc80 w39 h17f"><div class="t m0 xd h2 y277 ff2 fs0 fc1 sc0 ls0 ws0">32 097,70 </div></div><div class="c x1 y407 w9e h15f"><div class="t m0 xd h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Emisje gazów cieplarnianych zakresu 3<span class="ff2 fc1"> </span></div></div><div class="c x1 ydca w9d h180"><div class="t m0 xd h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 1 Zakupione towary i usługi<span class="ff2"> </span></div></div><div class="c x44 ydca w39 h180"><div class="t m0 xd h2 y264 ff2 fs0 fc1 sc0 ls0 ws0">1 743 934,11 </div></div><div class="c x1 ydcb w9d h181"><div class="t m0 xd h2 y819 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 2 Dobra inwestycyjne </div></div><div class="c x44 ydcb w39 h181"><div class="t m0 xd h2 y819 ff2 fs0 fc1 sc0 ls0 ws0">23 937,82 </div></div><div class="c x1 ydcc w9d hae"><div class="t m0 xd h2 ydc4 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 3 Działalność związana z paliwem i <span class="_ _0"></span>energią (nieujęte<span class="_ _1"></span> w Z1 lub </div><div class="t m0 xd h2 y400 ff2 fs0 fc1 sc0 ls3c ws0">Z2)<span class="ls0"> </span></div></div><div class="c x44 ydcc w39 hae"><div class="t m0 xd h2 y637 ff2 fs0 fc1 sc0 ls0 ws0">1 475 099,60 </div></div><div class="c x1 y40f w9d h17c"><div class="t m0 xd h2 ydc2 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 4 Transport i dystrybucja na wyższym szczeblu łańcucha<span class="ff2"> </span></div></div><div class="c x44 y40f w39 h17c"><div class="t m0 xd h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0">39 629,22 </div></div><div class="c x1 y396 w9d h182"><div class="t m0 xd h2 y9e ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 5 Odpady wytworzone w ramach operacji </div></div><div class="c x44 y396 w39 h182"><div class="t m0 xd h2 y9e ff2 fs0 fc1 sc0 ls0 ws0">78,54 </div></div><div class="c x1 ydcd w9d h17c"><div class="t m0 xd h2 ydc2 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 6 Podróże służbowe<span class="ff2"> </span></div></div><div class="c x44 ydcd w39 h17c"><div class="t m0 xd h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0">337,04 </div></div><div class="c x1 y182 w9d h183"><div class="t m0 xd h2 y9e ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 7 Dojazdy pracowników do pra<span class="_ _0"></span>cy<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x44 y182 w39 h183"><div class="t m0 xd h2 y9e ff2 fs0 fc1 sc0 ls0 ws0">929,20 </div></div><div class="c x1 ydce w9d h184"><div class="t m0 xd h2 ydcf ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 8 Aktywa wyższego szczebla <span class="_ _0"></span>będące przedmiotem leasingu<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x44 ydce w39 h184"><div class="t m0 xd h2 ydcf ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y3e9 w9d h185"><div class="t m0 xd h2 ydd0 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 9 Transport na niższym szczeblu<span class="ff2"> </span></div></div><div class="c x44 y3e9 w39 h185"><div class="t m0 xd h2 ydd0 ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y23b w9d h186"><div class="t m0 xd h2 y250 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 10 <span class="ff1">Przetwarzanie sprzedanych produktów</span> </div></div><div class="c x44 y23b w39 h186"><div class="t m0 xd h2 y250 ff2 fs0 fc1 sc0 ls0 ws0">45 184,81 </div></div><div class="c x1 ydd1 w9d h187"><div class="t m0 xd h2 y411 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 11 Wykorzystanie sprzedanych <span class="_ _0"></span>produktów<span class="ff2"> </span></div></div><div class="c x44 ydd1 w39 h187"><div class="t m0 xd h2 y411 ff2 fs0 fc1 sc0 ls0 ws0">7 432 267,11 </div></div><div class="c x1 ydd2 w9d h188"><div class="t m0 xd h2 ydd3 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 12 Przetwarzanie sprzeda<span class="_ _0"></span>nych produktów pod koniec </div><div class="t m0 xd h2 ydd4 ff1 fs0 fc1 sc0 ls0 ws0">przydatności do użycia<span class="ff2"> </span></div></div><div class="c x44 ydd2 w39 h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">462,95 </div></div><div class="c x1 ydd5 w9d h189"><div class="t m0 xd h2 y9eb ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 13 Aktywa <span class="ff1">niższego szczebla będące przedmiotem leasingu</span> </div></div><div class="c x44 ydd5 w39 h189"><div class="t m0 xd h2 y9eb ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 ydd6 w9d h6"><div class="t m0 xd h2 y7e1 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 14 Franczyzy </div></div><div class="c x44 ydd6 w39 h6"><div class="t m0 xd h2 y7e1 ff2 fs0 fc1 sc0 ls0 ws0">1 972,25 </div></div><div class="c x1 ydd7 w9d h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 15 Inwestycje </div></div><div class="c x44 ydd7 w39 h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">nie dotyczy </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yc20 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d yc9b ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-<span class="ls1f">12</span><span class="ff1">. Podsumowanie emisji ga<span class="_ _0"></span>zów cieplarnianych Grupy UNIMOT za 2024 rok.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 yc9c ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y24a w67 h18a"><div class="t m0 xd h2 y5e8 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1b y24a w9f h18a"><div class="t m0 xd h2 ydd8 ff1 fs0 fc5 sc0 ls0 ws0">Wartość,<span class="ff2"> </span></div><div class="t m0 xd h2 ydd9 ff2 fs0 fc5 sc0 ls0 ws0">Mg CO</div><div class="t m0 x1f h5d ydda ff2 fs6 fc5 sc0 ls12 ws0">2eq</div><div class="t m0 xe1 h2 ydd9 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x9a y24a w78 h18a"><div class="t m0 xd h2 ydd8 ff1 fs0 fc5 sc0 ls0 ws0">Udział <span class="ff2">kategorii </span></div><div class="t m0 xd h2 ydd9 ff2 fs0 fc5 sc0 ls0 ws0">w zakresie 3, % </div></div><div class="c x71 y24a wa0 h18a"><div class="t m0 xd h2 y9e9 ff1 fs0 fc5 sc0 ls0 ws0">Udział </div><div class="t m0 xd h2 y9ea ff2 fs0 fc5 sc0 ls0 ws0">skumulowany, </div><div class="t m0 xd h2 y9eb ff2 fs0 fc5 sc0 ls0 ws0">% </div></div><div class="c x1 yddb w67 h188"><div class="t m0 xd h2 ydd3 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 11 Wykorzystanie sprzedanych </div><div class="t m0 xd h2 ydd4 ff1 fs0 fc1 sc0 ls0 ws0">produktów<span class="ff2"> </span></div></div><div class="c x1b yddb w9f h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">7 432 267,11 </div></div><div class="c x9a yddb w78 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">69,05% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 yddb wa0 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">69,05% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yddc w67 h18b"><div class="t m0 xd h2 y6f2 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 1 Zakupione towary i usługi<span class="ff2"> </span></div></div><div class="c x1b yddc w9f h18b"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">1 743 934,11 </div></div><div class="c x9a yddc w78 h18b"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls1 ws0">16,20<span class="ls0">% </span></div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 yddc wa0 h18b"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">85,25% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y74f w67 h188"><div class="t m0 xd h2 ydd3 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 3 <span class="ff1">Działalność związana z pali<span class="_ _8"></span>w<span class="_ _1"></span>em i </span></div><div class="t m0 xd h2 ydd0 ff1 fs0 fc1 sc0 ls0 ws0">energią (nieujęte w Z1 lub Z2)<span class="ff2"> </span></div></div><div class="c x1b y74f w9f h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">1 475 099,60 </div></div><div class="c x9a y74f w78 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">13,70% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 y74f wa0 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">98,96% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3d4 w67 h188"><div class="t m0 xd h2 yddd ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 10 Przetwarzanie sprzeda<span class="_ _0"></span>nych </div><div class="t m0 xd h2 ydde ff1 fs0 fc1 sc0 ls0 ws0">produktów<span class="ff2"> </span></div></div><div class="c x1b y3d4 w9f h188"><div class="t m0 xd h2 yddf ff2 fs0 fc1 sc0 ls0 ws0">45 184,81 </div></div><div class="c x9a y3d4 w78 h188"><div class="t m0 xd h2 y832 ff2 fs0 fc1 sc0 ls0 ws0">0,42% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 y3d4 wa0 h188"><div class="t m0 xd h2 y832 ff2 fs0 fc1 sc0 ls0 ws0">99,38% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf7e" class="pf w0 h0" ><div class="pc pc7e w0 h0"><img class="bi x92 yde0 w9 h18c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">126<span class="ls0"> </span></div></div><div class="c x1 y403 w67 h18b"><div class="t m0 xd h2 yde1 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 4 Transport i dystrybucja na </div><div class="t m0 xd h2 ydd4 ff1 fs0 fc1 sc0 ls0 ws0">wyższym szczeblu łańcucha<span class="ff2"> </span></div></div><div class="c x1b y403 w9f h18b"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">39 629,22 </div></div><div class="c x9a y403 w78 h18b"><div class="t m0 xd h2 y939 ff2 fs0 fc1 sc0 ls0 ws0">0,37% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 y403 wa0 h18b"><div class="t m0 xd h2 y939 ff2 fs0 fc1 sc0 ls0 ws0">99,74% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yde2 w67 h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 2 Dobra inwestycyjne </div></div><div class="c x1b yde2 w9f h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">23 937,82 </div></div><div class="c x9a yde2 w78 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,22% </div></div><div class="c x71 yde2 wa0 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">99,97% </div></div><div class="c x1 yde3 w67 h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 14 Franczyzy </div></div><div class="c x1b yde3 w9f h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">1 972,25 </div></div><div class="c x9a yde3 w78 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">0,02% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 yde3 wa0 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">99,99% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yde4 w67 h171"><div class="t m0 xd h2 yde5 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 7 Dojazdy pracowników do pra<span class="_ _0"></span>cy<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1b yde4 w9f h171"><div class="t m0 xd h2 yde5 ff2 fs0 fc1 sc0 ls0 ws0">929,20 </div></div><div class="c x9a yde4 w78 h171"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">0,01% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 yde4 wa0 h171"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">99,99% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y766 w67 h171"><div class="t m0 xd h2 y606 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 12 Przetwarzanie sprzedanych </div><div class="t m0 xd h2 yb91 ff1 fs0 fc1 sc0 ls0 ws0">produktów pod koniec przydatności do użycia<span class="ff2"> </span></div></div><div class="c x1b y766 w9f h171"><div class="t m0 xd h2 yde5 ff2 fs0 fc1 sc0 ls0 ws0">462,95 </div></div><div class="c x9a y766 w78 h171"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">0,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 y766 wa0 h171"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">100,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1a9 w67 h15f"><div class="t m0 xd h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 6 Podróże służbowe<span class="ff2"> </span></div></div><div class="c x1b y1a9 w9f h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">337,04 </div></div><div class="c x9a y1a9 w78 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,00% </div></div><div class="c x71 y1a9 wa0 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x1 y327 w67 h188"><div class="t m0 xd h2 ydd3 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 5 Odpady wytworzone w ramach </div><div class="t m0 xd h2 ydd4 ff2 fs0 fc1 sc0 ls0 ws0">operacji </div></div><div class="c x1b y327 w9f h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">78,54 </div></div><div class="c x9a y327 w78 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">0,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 y327 wa0 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">100,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ycc2 w67 h18b"><div class="t m0 xd h2 yde6 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 <span class="ff1">Kategoria 8 Aktywa wyższego szczebla </span></div><div class="t m0 xd h2 yde7 ff1 fs0 fc1 sc0 ls0 ws0">będące przedmiotem leasingu<span class="ff2"> </span></div></div><div class="c x1b ycc2 w9f h18b"><div class="t m0 xd h2 yde8 ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x9a ycc2 w78 h18b"><div class="t m0 xd h2 y84d ff2 fs0 fc1 sc0 ls0 ws0">0,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 ycc2 wa0 h18b"><div class="t m0 xd h2 y84d ff2 fs0 fc1 sc0 ls0 ws0">100,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yde9 w67 h188"><div class="t m0 xd h2 y6f2 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 9 Transport na niższym szczeblu<span class="ff2"> </span></div></div><div class="c x1b yde9 w9f h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x9a yde9 w78 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">0,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 yde9 wa0 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">100,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ydea w67 h188"><div class="t m0 xd h2 ydd3 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 13 Aktywa niższego szczebla </div><div class="t m0 xd h2 ydd0 ff1 fs0 fc1 sc0 ls0 ws0">będące przedmiotem leasingu<span class="ff2"> </span></div></div><div class="c x1b ydea w9f h188"><div class="t m0 xd h2 ydeb ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x9a ydea w78 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">0,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 ydea wa0 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">100,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ydec ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d yded ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-<span class="ls1f">13</span><span class="ff1">. Podsumowanie zakresu 3 emisji ga<span class="_ _0"></span>zów cieplarnianych Grupy UNIMOT za 2024 rok.<span class="ff2"> </span></span></div><div class="t m0 x1 h2 ydee ff2 fs0 fc1 sc0 ls0 ws0">Z danych przedstawionych w <span class="_ _1"></span><span class="ff1">powyższej tabeli</span> <span class="ff1">wynika, że zna<span class="_ _1"></span>czące kategorie emisji gazów cieplarnianych, to emis<span class="_ _1"></span>je </span></div><div class="t m0 x1 h2 yc1b ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _7"></span>kategoriach: <span class="_ _7"></span>wykorzystanie <span class="_ _7"></span>sprzedanych <span class="_ _7"></span>produktów, <span class="_ _7"></span>z<span class="_ _1"></span>akupione <span class="_ _7"></span>towary <span class="_ _7"></span>i <span class="_ _7"></span>usługi <span class="_ _7"></span>oraz <span class="_ _8"></span>działalność <span class="_ _7"></span>związana <span class="_ _7"></span>z <span class="_ _8"></span>paliwami </div><div class="t m0 x1 h2 y39e ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _6"></span>energią <span class="_ _a"></span>nieujęta <span class="_ _6"></span>w <span class="_ _a"></span>zakresie <span class="_ _6"></span>1 <span class="_ _a"></span>i <span class="_ _6"></span>2. <span class="_ _a"></span>Stanowią <span class="_ _6"></span>one <span class="_ _a"></span>łącznie <span class="_ _6"></span>o<span class="_ _1"></span>k. <span class="_ _6"></span>98,9<span class="_ _1"></span><span class="ff2">6</span>% <span class="_ _a"></span>całkowitych <span class="_ _6"></span>emisji <span class="_ _a"></span>w <span class="_ _6"></span>3 <span class="_ _a"></span>zakresie. <span class="_ _a"></span>Biorąc <span class="_ _6"></span>pod </div><div class="t m0 x1 h2 ya1d ff1 fs0 fc1 sc0 ls0 ws0">uwagę <span class="_ _b"> </span>kryterium <span class="_ _b"> </span>is<span class="_ _1"></span>totności, <span class="_ _b"> </span>Grupa <span class="_ _b"> </span>UNIMOT <span class="_ _c"> </span>przedstawia <span class="_ _b"> </span>w <span class="_ _c"> </span>Sprawozdaniu <span class="_ _b"> </span>wyłącznie <span class="_ _b"> </span>te <span class="_ _c"> </span>trzy <span class="_ _b"> </span>kategorie <span class="_ _b"> </span>trze<span class="_ _1"></span>ciego </div><div class="t m0 x1 h2 ydef ff2 fs0 fc1 sc0 ls0 ws0">zakresu. </div><div class="t m0 x1 h2 ydf0 ff2 fs0 fc1 sc0 ls0 ws0">W tab<span class="_ _0"></span>elach nr 2-<span class="_ _0"></span><span class="ls1">14<span class="ls0"> oraz <span class="_ _8"></span>2<span class="_ _1"></span>-<span class="ls1">15 </span><span class="ff1">przedstawiono <span class="_ _8"></span>c<span class="_ _1"></span>ałkowite emi<span class="_ _8"></span>s<span class="_ _1"></span>je <span class="_ _0"></span>gazów ciepla<span class="_ _8"></span>rnianych z podziałem na <span class="_ _8"></span>emisje<span class="_ _1"></span> uzy<span class="_ _8"></span>s<span class="_ _1"></span>kane </span></span></span></div><div class="t m0 x1 h2 ydf1 ff1 fs0 fc1 sc0 ls0 ws0">według metody opartej na lokalizacji i metody opartej na rynku z uwzględnieniem trzech <span class="_ _1"></span><span class="ff2">is<span class="_ _1"></span>totnych kategorii zakresu </span></div><div class="t m0 x1 h2 ydf2 ff2 fs0 fc1 sc0 ls0 ws0">3 <span class="_ _c"> </span><span class="ff1">odpowiednio <span class="_ _c"> </span>w <span class="_ _c"> </span>wartości <span class="_ _c"> </span>bezwzględnej <span class="_ _c"> </span>jak <span class="_ _c"> </span>i <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>odniesieniu <span class="_ _c"> </span>do <span class="_ _c"> </span>jednostki <span class="_ _c"> </span>pieniężnej<span class="_ _1"></span>. <span class="_ _c"> </span>Emisja <span class="_ _c"> </span>dwutlenku <span class="_ _c"> </span>wę<span class="_ _1"></span>gla </span></div><div class="t m0 x1 h2 ydf3 ff1 fs0 fc1 sc0 ls0 ws0">biogenicznego (poza<span class="_ _0"></span> zakresami) <span class="_ _0"></span>wynikająca z<span class="_ _0"></span> użytkowania p<span class="_ _8"></span>a<span class="_ _1"></span>liw silnikowych <span class="_ _8"></span>z dodatkami b<span class="_ _0"></span>iokomponentów wyniosła </div><div class="t m0 x1 h2 y6d6 ff1 fs0 fc1 sc0 ls0 ws0">w 2024 roku około 351,7 Mg CO</div><div class="t m0 xe2 h5d y729 ff2 fs6 fc1 sc0 ls12 ws0">2eq</div><div class="t m0 xe3 h2 y6d6 ff2 fs0 fc1 sc0 ls0 ws0">. </div></div><div class="c x92 ydf4 wa1 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x10 ydf4 wa2 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Rok bazowy 2024 </div></div><div class="c x92 ydf5 wa1 h18d"><div class="t m0 xd h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Całkowita emisja gazów cieplarnianych wg metody opa<span class="_ _0"></span>rtej o lokalizację, Mg CO</div><div class="t m0 xe4 h5d y56f ff2 fs6 fc1 sc0 ls12 ws0">2eq<span class="ls0"> </span></div><div class="t m0 xd h5d ydbf ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10 ydf5 wa2 h18d"><div class="t m0 xd h2 ydf6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y40a ff2 fs0 fc1 sc0 ls0 ws0">10 730 449,11 </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x92 ydf7 wa1 h18e"><div class="t m0 xd h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Całkowita emisja gazów cieplarnianych wg metody opa<span class="_ _0"></span>rtej o rynek, Mg CO</div><div class="t m0 x59 h5d y56f ff2 fs6 fc1 sc0 ls0 ws0">2eq </div><div class="t m0 xd h5d ydbf ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10 ydf7 wa2 h18e"><div class="t m0 xd h2 y40a ff2 fs0 fc1 sc0 ls0 ws0">10 722 231,70 </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d ydf8 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _a"></span>2-14. <span class="_ _4"></span><span class="ff1">Całkowite <span class="_ _4"></span>emisje <span class="_ _4"></span>gazów <span class="_ _4"></span>cieplarnianych <span class="_ _4"></span>z <span class="_ _4"></span>podziałem <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _a"></span>emis<span class="_ _1"></span>je <span class="_ _a"></span>uzyskane <span class="_ _4"></span>według <span class="_ _4"></span>metody <span class="_ _a"></span>o<span class="_ _1"></span>partej <span class="_ _a"></span>na<span class="_ _1"></span> </span></div><div class="t m2 x1 h1d ydf9 ff2 fs5 fc1 sc0 ls0 ws0">lokalizacji i metody opartej na rynku. </div><div class="t m0 x1 h2 ydfa ff1 fs0 fc5 sc0 ls0 ws0">W poniższej tabeli zaprezentowano intensywność e<span class="_ _1"></span>misji gazów cieplarnianych na przychody netto Grupy UNIMOT w </div><div class="t m0 x1 h2 yc78 ff2 fs0 fc5 sc0 ls0 ws0">2024 roku.  </div></div><div class="c x92 yda3 wa1 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x10 yda3 wa2 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Rok bazowy 2024 </div></div><div class="c x92 ydfb wa1 hda"><div class="t m0 xd h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">Całkowita emisja gazów cieplarnianych wg metody opa<span class="_ _0"></span>rtej o lokalizację na przychody </div><div class="t m0 xd h2 y551 ff2 fs0 fc1 sc0 ls0 ws0">netto (t ekwiwalentu CO</div><div class="t m0 xc h5d ydfc ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x55 h2 y551 ff1 fs0 fc1 sc0 ls0 ws0">/ 1 mln przychodów<span class="ff2">*)</span></div><div class="t m0 xe5 h5d ydfc ff2 fs6 fc1 sc0 ls0 ws0">  </div><div class="t m0 xd h5d ydbf ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10 ydfb wa2 hda"><div class="t m0 xd h2 ydfd ff2 fs0 fc1 sc0 ls0 ws0">761,20 </div></div></div><div class="pi" ></div></div><div id="pf7f" class="pf w0 h0" ><div class="pc pc7f w0 h0"><img class="bi x9 ydfe w9 h18f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">127<span class="ls0"> </span></div></div><div class="c x92 yc47 wa1 h190"><div class="t m0 xd h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Całkowita emisja gazów cieplarnianych wg metody opa<span class="_ _0"></span>rtej o rynek na przychody </div><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">netto (t ekwiwalentu CO</div><div class="t m0 xc h5d y56f ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x55 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">/ 1 mln przychodów<span class="ff2">*)</span></div><div class="t m0 xe5 h5d y56f ff2 fs6 fc1 sc0 ls0 ws0">  </div><div class="t m0 xd h5d ydbf ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10 yc47 wa2 h190"><div class="t m0 xd h2 y40a ff2 fs0 fc1 sc0 ls0 ws0">760,61 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y60 ff2 fs0 fc1 sc0 ls0 ws0">*W 2024 roku przych<span class="ff1">ody ogółem </span> <span class="ff1">Grupy UNIMOT wynosił</span>y <span class="ls1">14</span> <span class="ls1">096</span> 814 tys. PLN <span class="ls3">= <span class="_ _8"></span><span class="ls0">14 096,<span class="_ _1"></span>814 mln PLN. </span></span></div><div class="t m2 x1 h1d ydff ff2 fs5 fc1 sc0 ls0 ws0">Tabela nr 2-<span class="ff1">15. Intensywność emisji gaz<span class="_ _0"></span>ów cieplarnianych na przychody netto Grupy UNIMOT w 2024 roku. <span class="ff2"> </span></span></div><div class="t m0 x1 h2 y1dd ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>poniższej <span class="_ _4"></span>tabeli <span class="_ _a"></span>zostały <span class="_ _a"></span>zapre<span class="_ _1"></span>zentowane <span class="_ _a"></span>emisje <span class="_ _a"></span>GHG <span class="_ _4"></span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>w <span class="_ _4"></span>2024 <span class="_ _a"></span>ro<span class="_ _1"></span>ku <span class="_ _a"></span>w <span class="_ _4"></span>podziale <span class="_ _a"></span>na <span class="_ _4"></span>zakresy <span class="_ _a"></span>oraz </div><div class="t m0 x1 h2 ye00 ff1 fs0 fc1 sc0 ls0 ws0">procentowy udział poszczególnych zakresów emisji GHG Grupy <span class="_ _8"></span>UNIMOT wz<span class="_ _1"></span>ględem całkowitych emisji.<span class="ff2"> </span></div></div><div class="c x1 ye01 w6a h191"><div class="t m0 xb h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c ye01 w6b h191"><div class="t m0 xb h2 yc96 ff1 fs0 fc5 sc0 ls0 ws0">Wartość<span class="ff2"> </span></div></div><div class="c x7d ye01 w6a h191"><div class="t m0 xb h2 yc96 ff1 fs0 fc5 sc0 ls0 ws0">Udział %<span class="ff2"> </span></div></div><div class="c x1 yd94 w6a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zakres 1 <span class="_ _15"></span> </div></div><div class="c x7c yd94 w6b h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">38 833,18 </div></div><div class="c x7d yd94 w6a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">0,36<span class="ls0">% </span></div></div><div class="c x1 y394 w6a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zakres 2* <span class="_ _72"> </span> </div></div><div class="c x7c y394 w6b hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">40 315,11 </div></div><div class="c x7d y394 w6a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">0,<span class="ls0">37% </span></div></div><div class="c x1 y5c w6a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 <span class="_ _15"></span> </div></div><div class="c x7c y5c w6b hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">10<span class="ls0"> </span>763<span class="ls0"> 641,27 </span></div></div><div class="c x7d y5c w6a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">99,27% </div></div><div class="c x1 ye02 w6a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Suma </div></div><div class="c x7c ye02 w6b h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">10 842 789,57 </div></div><div class="c x7d ye02 w6a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h5d y209 ff2 fs6 fc1 sc0 ls0 ws0">*</div><div class="t m0 x99 h2 ye03 ff2 fs0 fc1 sc0 ls0 ws0">metoda oparta na lokalizacji </div><div class="t m2 x1 h1d ye04 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _8"></span>2<span class="_ _1"></span>-16. <span class="_ _8"></span>Emisje GHG Grupy <span class="_ _8"></span>UNIMOT w <span class="_ _8"></span>2024 <span class="ff1">roku <span class="_ _8"></span>w<span class="_ _1"></span> p<span class="_ _0"></span>odziale na <span class="_ _0"></span>zakresy <span class="_ _8"></span>oraz<span class="_ _1"></span> <span class="_ _8"></span>proce<span class="_ _1"></span>ntowy <span class="_ _8"></span>udz<span class="_ _1"></span>iał <span class="_ _0"></span>poszczególnych </span></div><div class="t m2 x1 h1d ye05 ff1 fs5 fc1 sc0 ls0 ws0">zakresów emisji GHG Grupy UNIMOT względem całkowitych emisji<span class="ff2">. </span></div><div class="t m0 x1 h2 ye06 ff1 fs0 fc0 sc0 ls0 ws0">Cele i działania<span class="ff2"> </span></div></div><div class="c x1 ye07 w3a h192"><div class="t m0 xb h2 y40b ff2 fs0 fc5 sc0 ls1a ws0">E1<span class="ls0">-3   <span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ye08 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye09 ff1 fs0 fc1 sc0 ls0 ws0">2024 <span class="_ _b"> </span>rok <span class="_ _c"> </span>był <span class="_ _b"> </span>pierwszym, <span class="_ _c"> </span>w <span class="_ _b"> </span>którym <span class="_ _b"> </span>Grupa <span class="_ _c"> </span>UNIMOT <span class="_ _b"> </span>doko<span class="_ _1"></span>nała <span class="_ _b"> </span>obliczeń <span class="_ _b"> </span>śladu <span class="_ _c"> </span>węglowego <span class="_ _c"> </span>dla <span class="_ _c"> </span>wszystkich <span class="_ _b"> </span>Spółek </div><div class="t m0 x1 h2 ye0a ff1 fs0 fc1 sc0 ls0 ws0">wchodzących <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>jej <span class="_ _b"> </span>skład. <span class="_ _b"> </span>Przyjmując <span class="_ _b"> </span>kalkulacje <span class="_ _b"> </span>jako <span class="_ _5"> </span>bazowe<span class="_ _1"></span>, <span class="_ _b"> </span><span class="ff2">Grupa <span class="_ _5"> </span></span>okreś<span class="_ _1"></span>li <span class="_ _5"> </span>cele <span class="_ _b"> </span>w <span class="_ _b"> </span>zakresie <span class="_ _b"> </span>redukcji <span class="_ _5"> </span>e<span class="_ _1"></span>misji <span class="_ _5"> </span>we </div><div class="t m0 x1 h2 ye0b ff2 fs0 fc1 sc0 ls0 ws0">wszystkich <span class="_ _c"> </span>trzec<span class="_ _1"></span>h <span class="_ _c"> </span>zakresach <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>2025 <span class="_ _9"> </span>roku. <span class="_ _9"> </span><span class="ff1">Cele <span class="_ _c"> </span>zostaną<span class="_ _1"></span> <span class="_ _c"> </span>powiązane <span class="_ _9"> </span>z <span class="_ _c"> </span>aktualizacją <span class="_ _9"> </span>Polityki <span class="_ _c"> </span>ś<span class="_ _1"></span>rodowiskowej <span class="_ _c"> </span>oraz </span></div><div class="t m0 x1 h2 ye0c ff1 fs0 fc1 sc0 ls0 ws0">utworzeniem <span class="_ _e"> </span>Polityki  klimatycznej, <span class="_ _e"> </span>które <span class="_ _e"> </span>to <span class="_ _e"> </span>dokumenty  określą<span class="_ _1"></span><span class="ff2"> <span class="_ _e"> </span>kierunki  </span>i <span class="_ _e"> </span>działania<span class="ff2 ls2">, <span class="_ _e"> </span></span>mające<span class="ff2"> <span class="_ _e"> </span></span>doprowadzić  do </div><div class="t m0 x1 h2 ye0d ff2 fs0 fc1 sc0 ls0 ws0">zadeklarowanego <span class="ff1">obniżenia </span>poziomu emisji<span class="ls2">. </span> </div><div class="t m0 x1 h2 ydb1 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye0e ff1 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT realizując założenia Strategii d<span class="_ _0"></span>ąży do realizacji projektów mających na celu ograniczenie emisji CO</div><div class="t m0 x8d h5d ye0f ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x8e h2 ye0e ff2 fs0 fc1 sc0 ls0 ws0">. </div><div class="t m0 x1 h2 y30f ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye10 ff1 fs0 fc1 sc0 ls0 ws0">Do najważniejszych z nich zaliczyć należy:<span class="ff2"> </span></div><div class="t m0 x1 h2 ye11 ff1 fs0 fc5 sc0 ls0 ws0">Projekt nr 1: Rozwój sieci „agregatów HVO” do <span class="_ _0"></span>pracy interwencyjnej i uczestnictwa w Rynku Mocy<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">Opis projektu </div><div class="t m0 x1 h2 yea ff1 fs0 fc1 sc0 ls0 ws0">Projekt <span class="_ _1"></span>polega na <span class="_ _1"></span>ro<span class="_ _1"></span>zwoju <span class="_ _1"></span>sieci agregatów<span class="_ _1"></span> napędzanych <span class="_ _1"></span>biopaliwem <span class="_ _1"></span>HVO <span class="_ _1"></span>(H<span class="_ _1"></span>ydrotreated Vegetable <span class="_ _1"></span>Oil), <span class="_ _1"></span>które <span class="_ _1"></span>będą </div><div class="t m0 x1 h2 ye12 ff2 fs0 fc1 sc0 ls0 ws0">wykorzystywane <span class="_ _7"></span>jako <span class="_ _8"></span>jednostki<span class="_ _1"></span> <span class="_ _7"></span>interw<span class="_ _1"></span>encyjne <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>systemie <span class="_ _8"></span>elektroenergetycznym <span class="_ _8"></span>oraz <span class="_ _8"></span>do <span class="_ _8"></span>uczestnictwa <span class="_ _8"></span>w <span class="_ _8"></span>Rynku <span class="_ _8"></span>Mocy. </div><div class="t m0 x1 h2 ye13 ff1 fs0 fc1 sc0 ls0 ws0">Wykorzystanie agregatów HVO wpisuje<span class="_ _1"></span><span class="ff2"> </span>się w strategię dekarbonizacji, ponieważ HVO <span class="_ _1"></span>jest paliwem niskoemisyjnym, </div><div class="t m0 x1 h2 ye14 ff1 fs0 fc1 sc0 ls0 ws0">stanowiącym alternatywę dla konwencjonalnych paliw k<span class="_ _0"></span>opalnych, co wspiera cele ESG.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y7bf ff1 fs0 fc0 sc0 ls0 ws0">Postęp realizacji projektu<span class="ff2"> </span></div><div class="t m0 xa h11 ye15 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Złożenie wniosków o techniczne warunki p<span class="_ _0"></span>rzyłączenia (WP) do sieci OSD<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xc h2 ye16 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 roku złożono wnioski o wydanie TWP, <span class="_ _0"></span>co jest kluczowym krokiem umożliwiającym realizację </div><div class="t m0 xc h2 y780 ff1 fs0 fc1 sc0 ls0 ws0">projektu. Wnioski obejmują lokali<span class="_ _0"></span>zacje, które mają zapewnić odpowiednią infrastrukturę dla jednostek </div><div class="t m0 xc h2 ye17 ff2 fs0 fc1 sc0 ls0 ws0">HVO. </div><div class="t m0 xa h11 y357 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Pozyskanie lokalizacji dla planowanej mocy 80 MW<span class="fc1"> </span></span></span></div><div class="t m0 xc h2 ye18 ff1 fs0 fc1 sc0 ls0 ws0">W ramach projektu zabezpieczono lokaliza<span class="_ _0"></span>cję o mocy planowanej na poziomie 80 MW<span class="ff2">. </span></div><div class="t m0 x1 h2 ye19 ff1 fs0 fc1 sc0 ls0 ws0">Lokalizacja spełnia kryteria infrastrukturalne i <span class="_ _0"></span>środowiskowe wymagane dla tego typu instalacji.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 ye1a ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Zgłoszenie jednostek do precertyfikacji (styczeń 2025<span class="ff2"> r.)<span class="fc1"> </span></span></span></span></div><div class="t m0 xc h2 y4d3 ff1 fs0 fc1 sc0 ls0 ws0">Jednostki zostały zgłoszone do procesu precertyfikacji na Rynku <span class="_ _8"></span>Mo<span class="_ _1"></span>cy. Precertyfikacja ma kluczowe </div><div class="t m0 xc h2 y83 ff1 fs0 fc1 sc0 ls0 ws0">znaczenie dla kwalifikacji jednostek HVO do przy<span class="_ _0"></span>szłych aukcji mocy i zapewnienia, że projekt będzie </div><div class="t m0 xc h2 y474 ff1 fs0 fc1 sc0 ls0 ws0">generował przychody na rynku regulacyjnym.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf80" class="pf w0 h0" ><div class="pc pc80 w0 h0"><img class="bi x7 y11 w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">128<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc0 sc0 ls0 ws0">Wpływ na cele ESG<span class="ff2"> </span></div><div class="t m0 x1 h2 ye1b ff1 fs0 fc1 sc0 ls0 ws0">Projekt rozwijania agregatów HVO przyczynia się d<span class="_ _0"></span>o:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h193 ybb1 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Redukcji emisji CO₂ poprzez zastąpienie konwencjonalnych agregatów diesla b<span class="_ _0"></span>iopaliwem HVO.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h193 ye1c ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Zwiększenia <span class="_ _1d"> </span>elastyczności <span class="_ _24"> </span>systemu <span class="_ _1d"> </span>elektroenergetycznego, <span class="_ _24"> </span>co<span class="_ _1"></span> <span class="_ _24"> </span>ma <span class="_ _1d"> </span>znaczenie <span class="_ _24"> </span>dla <span class="_ _1d"> </span>bezpieczeństwa </span></span></div><div class="t m0 xc h2 ye1d ff2 fs0 fc1 sc0 ls0 ws0">energetycznego kraju. </div><div class="t m0 xa h193 ye1e ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Wspierania transformacji energetycznej poprzez wdrażanie innowacyjnych rozwiązań niskoemisyjnych.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 ye1f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yfd ff1 fs0 fc0 sc0 ls0 ws0">Planowane nakłady inwestycyjne<span class="ff2"> </span></div><div class="t m0 x1 h2 yb96 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y432 ff1 fs0 fc1 sc0 ls0 ws0">Inwestycje obejmują:<span class="ff2"> </span></div><div class="t m0 xa h193 y7b2 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Koszty pozyskania lokalizacji i przyłączy do sieci,<span class="ff2"> </span></span></span></div><div class="t m0 xa h193 y40d ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Zakup i instalację agregatów HVO,<span class="ff2"> </span></span></span></div><div class="t m0 xa h193 y7dd ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Proces precertyfikacji i zgłoszenia do aukcji na Rynku Mocy.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 ye20 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye21 ff1 fs0 fc1 sc0 ls0 ws0">Projekt <span class="_ _a"></span>znajduje <span class="_ _a"></span>s<span class="_ _1"></span>ię <span class="_ _a"></span>obecnie<span class="_ _1"></span> <span class="_ _a"></span>w <span class="_ _a"></span>fazie <span class="_ _a"></span>zaawansow<span class="_ _1"></span>anego <span class="_ _a"></span>planowania <span class="_ _a"></span>i <span class="_ _4"></span>wstępnej <span class="_ _4"></span>realizacji.<span class="_ _1"></span><span class="ff2"> <span class="_ _a"></span></span>Analiza <span class="_ _a"></span>kosztów <span class="_ _4"></span>projektu </div><div class="t m0 x1 h2 ye22 ff1 fs0 fc1 sc0 ls0 ws0">zostanie zaprezentowana w kolejnym Sprawozdaniu Zrównoważonego Rozwoju.<span class="ff2"> </span></div><div class="t m0 x1 h2 ye23 ff1 fs0 fc5 sc0 ls0 ws0">Projekt <span class="_ _19"> </span>nr <span class="_ _19"> </span>2:<span class="_ _1"></span> <span class="_ _19"> </span>Rozwój <span class="_ _19"> </span>proje<span class="_ _1"></span>ktu <span class="_ _19"> </span>sieci <span class="_ _19"> </span>rozproszonych <span class="_ _17"> </span>wielkoskalowych <span class="_ _19"> </span>magazynów <span class="_ _19"> </span>ene<span class="_ _1"></span>rgii <span class="_ _19"> </span>elektrycznej <span class="_ _19"> </span>(3 <span class="_ _17"> </span>x </div><div class="t m0 x1 h2 ye24 ff1 fs0 fc5 sc0 ls0 ws0">4MW/16MWh) uczestniczących w Rynku Mocy oraz wykorzystanie innych źródeł przychodów (arbitraż na r<span class="_ _1"></span>ynku oraz </div><div class="t m0 x1 h2 ye25 ff1 fs0 fc5 sc0 ls0 ws0">świadczenie usług regulacyjnych).<span class="ff2"> </span></div><div class="t m0 x1 h2 ye26 ff2 fs0 fc0 sc0 ls0 ws0">Opis projektu </div><div class="t m0 x1 h2 ye27 ff2 fs0 fc1 sc0 ls0 ws0">Projekt <span class="_ _1"></span>dotyczy <span class="_ _6"></span><span class="ff1">budowy <span class="_ _1"></span>wielko<span class="_ _1"></span>skalowych <span class="_ _1"></span>magazynów <span class="_ _1"></span>ene<span class="_ _1"></span>rgii <span class="_ _1"></span>elektrycznej <span class="_ _1"></span>(ME), <span class="_ _6"></span>które <span class="_ _1"></span>będą <span class="_ _6"></span>pełnić <span class="_ _1"></span>kluczową <span class="_ _6"></span>rolę <span class="_ _1"></span>w </span></div><div class="t m0 x1 h2 ye28 ff1 fs0 fc1 sc0 ls0 ws0">stabilizacji <span class="_ _5"> </span>systemu <span class="_ _b"> </span>elektroenergetycznego <span class="_ _b"> </span>poprzez <span class="_ _5"> </span>uczestnictw<span class="_ _1"></span>o <span class="_ _5"> </span>w <span class="_ _b"> </span>Rynku <span class="_ _5"> </span>Mo<span class="_ _1"></span>cy, <span class="_ _5"> </span>a <span class="_ _b"> </span>także <span class="_ _5"> </span>gene<span class="_ _1"></span>rować <span class="_ _5"> </span>dodatkowe </div><div class="t m0 x1 h2 ye29 ff1 fs0 fc1 sc0 ls0 ws0">przychody <span class="_ _a"></span>z <span class="_ _4"></span>innych <span class="_ _4"></span>usł<span class="_ _1"></span>ug <span class="_ _a"></span>systemowych <span class="_ _4"> </span>i <span class="_ _4"></span>rynkowych. <span class="_ _4"></span>Magazyny <span class="_ _4"></span>energii <span class="_ _4"></span>wspierają <span class="_ _4"></span>integrację <span class="_ _4"></span>odnawialnych <span class="_ _4"></span>źródeł </div><div class="t m0 x1 h2 y3ba ff1 fs0 fc1 sc0 ls0 ws0">energii <span class="_ _a"></span>(OZE) <span class="_ _a"></span>oraz <span class="_ _a"></span>poprawiają <span class="_ _a"></span>elastyczność<span class="_ _1"></span> <span class="_ _a"></span>sieci <span class="_ _a"></span>elektroenergetycznej, <span class="_ _a"></span>co <span class="_ _a"></span>jest <span class="_ _a"></span>zgodne <span class="_ _a"></span>z <span class="_ _a"></span>założeniami <span class="_ _a"></span>ESG <span class="_ _a"></span>i<span class="_ _1"></span> <span class="_ _a"></span>celami </div><div class="t m0 x1 h2 yc56 ff2 fs0 fc1 sc0 ls0 ws0">dekarbonizacji. </div><div class="t m0 x1 h2 ye2a ff1 fs0 fc0 sc0 ls0 ws0">Postęp realizacji projektu<span class="ff2"> </span></div><div class="t m0 xa h11 yacd ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Pozyskanie lokalizacji </span></span></div><div class="t m0 xc h2 ye2b ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>2024 <span class="_ _1"></span>roku <span class="_ _1"></span><span class="ff1">zabezpieczono <span class="_ _1"></span>3 <span class="_ _1"></span>lokalizacje <span class="_ _1"></span>(Siew<span class="_ _1"></span>ierz, <span class="_ _1"></span>Węgierska Górka, <span class="_ _1"></span>Dąbrowa <span class="_ _1"></span>Górnicza) <span class="_ _1"></span>o<span class="_ _1"></span>dpowiednie do </span></div><div class="t m0 xc h2 ye2c ff1 fs0 fc1 sc0 ls0 ws0">budowy <span class="_ _e"> </span>wielkoskalowego <span class="_ _d"> </span>magazynu <span class="_ _e"> </span>energii. <span class="_ _e"> </span>Wybór <span class="_ _e"> </span>lokalizacji <span class="_ _e"> </span>uwzględniał <span class="_ _e"> </span>dos<span class="_ _1"></span>tępność <span class="_ _e"> </span>infrastruktury </div><div class="t m0 xc h2 ye2d ff1 fs0 fc1 sc0 ls0 ws0">sieciowej, <span class="_ _d"> </span>warunki <span class="_ _e"> </span>środowiskowe <span class="_ _d"> </span>oraz <span class="_ _d"> </span>potencjalne <span class="_ _e"> </span>przychody <span class="_ _d"> </span>z <span class="_ _e"> </span>udziału <span class="_ _d"> </span>w<span class="_ _1"></span><span class="ff2"> <span class="_ _d"> </span></span>Rynku <span class="_ _d"> </span>Mocy <span class="_ _d"> </span>i <span class="_ _e"> </span>us<span class="_ _1"></span>ługach </div><div class="t m0 xc h2 ye2e ff2 fs0 fc1 sc0 ls0 ws0">systemowych. </div><div class="t m0 xa h11 ye2f ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Development projektu </span></span></div><div class="t m0 xc h2 ye30 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>2024 <span class="_ _9"> </span>roku <span class="_ _c"> </span>roz<span class="_ _1"></span>poczęto <span class="_ _c"> </span>development <span class="_ _9"> </span>projektu, <span class="_ _c"> </span>obejmujący <span class="_ _c"> </span>pr<span class="_ _1"></span>zygotowanie <span class="_ _c"> </span>dokumentacji <span class="_ _9"> </span>technicznej, </div><div class="t m0 xc h2 ye31 ff1 fs0 fc1 sc0 ls0 ws0">prawnej <span class="_ _e"> </span>i <span class="_ _e"> </span>środowiskowej. <span class="_ _e"> </span>W <span class="_ _e"> </span>tym <span class="_ _e"> </span>etapie <span class="_ _e"> </span>uwzględniono <span class="_ _e"> </span>również <span class="_ _e"> </span>analizy <span class="_ _e"> </span>opłacalności <span class="_ _e"> </span>ekonomicznej <span class="_ _e"> </span>i </div><div class="t m0 xc h2 yd36 ff1 fs0 fc1 sc0 ls0 ws0">możliwości <span class="_ _1"></span>uzyskania <span class="_ _6"></span>dodatkowych <span class="_ _1"></span>źródeł <span class="_ _6"></span>przychodów, <span class="_ _1"></span>takich <span class="_ _6"></span>jak <span class="_ _1"></span>ar<span class="_ _1"></span>bitraż <span class="_ _6"></span>cenowy <span class="_ _6"></span>oraz <span class="_ _1"></span>św<span class="_ _1"></span>iadczenie <span class="_ _1"></span>usług </div><div class="t m0 xc h2 yc72 ff2 fs0 fc1 sc0 ls0 ws0">bilansowania i stabilizacji <span class="_ _0"></span>sieci.<span class="_ _1"></span> </div><div class="t m0 xa h11 yc74 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Zgłoszenie <span class="_ _b"> </span>jednostki <span class="_ _b"> </span>ME <span class="_ _b"> </span>do <span class="_ _c"> </span>precertyfikacji <span class="_ _5"> </span>(<span class="_ _1"></span>styczeń <span class="_ _b"> </span>2024 <span class="_ _b"> </span>r.) <span class="_ _c"> </span>oraz <span class="_ _b"> </span>do <span class="_ _b"> </span>certyfikacji <span class="_ _b"> </span>w <span class="_ _b"> </span>auk<span class="_ _1"></span>cji <span class="_ _b"> </span>głównej <span class="_ _b"> </span>RM </span></span></div><div class="t m0 xc h2 y1f7 ff1 fs0 fc5 sc0 ls0 ws0">(wrzesień 2024)<span class="ff2"> </span></div><div class="t m0 xc h2 yc24 ff1 fs0 fc1 sc0 ls0 ws0">Magazyn <span class="_ _6"></span>e<span class="_ _1"></span>nergii <span class="_ _a"></span>został <span class="_ _a"></span>zgłoszony <span class="_ _a"></span>do <span class="_ _a"></span>proces<span class="_ _1"></span>u <span class="_ _a"></span>precertyfikacji <span class="_ _6"></span>na <span class="_ _a"></span>Rynku <span class="_ _a"></span>Mo<span class="_ _1"></span>cy, <span class="_ _a"></span>co <span class="_ _a"></span>jest <span class="_ _a"></span>kluczowym <span class="_ _a"></span>krokiem </div><div class="t m0 xc h2 yc25 ff1 fs0 fc1 sc0 ls0 ws0">umożliwiającym <span class="_ _8"></span>jego udział <span class="_ _8"></span>w aukcjach <span class="_ _8"></span>RM oraz <span class="_ _8"></span>świadczenie usług <span class="_ _8"></span>sys<span class="_ _1"></span>temowych. <span class="_ _8"></span>Proces precertyfikacji <span class="_ _8"></span>jest </div><div class="t m0 xc h2 yc26 ff1 fs0 fc1 sc0 ls0 ws0">niezbędny, aby jednostka została zakwali<span class="_ _0"></span>fikowana do<span class="_ _1"></span> kolejnych etapów.<span class="ff2"> </span></div><div class="t m0 xa h11 yc27 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Przystąpienie do aukcji głównej Rynku Mocy (g<span class="_ _0"></span>rudzień 2024 r.)<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 yc28 ff1 fs0 fc1 sc0 ls0 ws0">Jednostka <span class="_ _6"></span>magazynu <span class="_ _6"></span>ene<span class="_ _1"></span>rgii <span class="_ _6"></span>została <span class="_ _a"></span>zgłoszona <span class="_ _6"></span>do <span class="_ _6"></span>ud<span class="_ _1"></span>ziału <span class="_ _6"></span>w <span class="_ _a"></span>aukcji <span class="_ _6"></span>główne<span class="_ _1"></span>j <span class="_ _6"></span>Rynku <span class="_ _6"></span>Mocy <span class="_ _a"></span>w <span class="_ _6"></span>grudniu <span class="_ _a"></span>2024 </div><div class="t m0 xc h2 y3d3 ff1 fs0 fc1 sc0 ls0 ws0">roku. Celem <span class="_ _0"></span>udziału jest <span class="_ _8"></span>zabezpiecze<span class="_ _1"></span>nie długoterminowy<span class="_ _0"></span>ch przychodów <span class="_ _8"></span>z tytułu świadczenia usługi <span class="_ _8"></span>moc<span class="_ _1"></span>y <span class="_ _0"></span>w </div><div class="t m0 xc h2 ye32 ff1 fs0 fc1 sc0 ls0 ws0">okresie <span class="_ _8"></span>obowiązywania <span class="_ _7"></span>kontraktu <span class="_ _7"></span>mocowego. <span class="_ _8"></span>Aukcja <span class="_ _7"></span>główn<span class="_ _1"></span>a <span class="_ _7"></span>na <span class="_ _8"></span>rok <span class="_ _7"></span>dostaw <span class="_ _8"></span>2029 <span class="_ _7"></span>z<span class="_ _1"></span>akończyła <span class="_ _7"></span>się <span class="_ _8"></span>w <span class="_ _8"></span>7. <span class="_ _7"></span>rundzie </div><div class="t m0 xc h2 y497 ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _7"></span>ceną <span class="_ _8"></span>zamknięcia <span class="_ _7"></span>równą <span class="_ _8"></span>264,90 <span class="_ _7"></span>zł/kW/<span class="_ _1"></span>rok <span class="_ _7"></span>dla <span class="_ _7"></span>jednostek <span class="_ _8"></span>rynku <span class="_ _7"></span>mo<span class="_ _1"></span>cy <span class="_ _7"></span>składających <span class="_ _7"></span>się <span class="_ _8"></span>z <span class="_ _7"></span>jedn<span class="_ _1"></span>ostek <span class="_ _7"></span>fizycznych </div><div class="t m0 xc h2 ye33 ff2 fs0 fc1 sc0 ls0 ws0">polskich. </div><div class="t m0 xa h11 ye34 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Budowa magazynu energii (2025-</span></span>2026)<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf81" class="pf w0 h0" ><div class="pc pc81 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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rfOeQLakKJ6ow6k12rhiploRd1KgvcrraNjlXdl/dQJ2cRUZJfYK7mqjUmNnURFVQfnyWXEvtsEGpZq1DfrV7VAJueW2zf/4f+x78gsSwGCavSezFC1TdnWCRSJA/kAF5BHQ6/rYwJoTBakQDS0iRrl2rgxGQxjMq8Eg4g4g4Hl8PE5Nd/EbGnEcFODhpuUJSqWhvGvPvQpMBRs4JViEME5HDg6e/f99y8MS8l7Uf2gDJBOMB+NF0dVtBVl5xtCEPGwSh/46+vf9Eu/tf2uR0a1K1u0yYF77PpGvRjzqpZOf8PiMA5qHgX59Oe+8vo3/fbnPn+PAsYYtY3zzmdeTUajAOuITGpyZlBDgktwAVlLWUAW4BNcHOvUlkfLk+UJmVqWzIVkSvAeJCfl5qfiW2IrBtq2hSBqbLGM4fLRxx8rEGFtQu0KKiUtdLjsyDC1IsQaN6Hrji3GnfuLhjdEmmiQ0I0uv/rHfmxuVOXc6UKyOmUhOVWfkEdks8vpwZ3RGvWEpE4BQiuaEd33lx86i3PPIbUhaTKzDJwbI6E/tTY/fVsDZOioAQZaLI/s2Lm2pumWqC3zZK5JWTBnPCjr/pYtGzaeDle0IgD30Vvcf6A6fNyF1Cu6RBRVATreo0cnaVc/zHZ1tquzWcpE+JHDfHyphSYgqq5SzzNKBW28uAIwBBqCGjzQDQGP7n3gHX/aeWjvpKaZOpzVoLv74M73fABt8tqOxypG0oh4ctziU2wrALJMfFYENSVhl8dgyUicJ3JPK8fC86gsfZ4lSxAmoe5EJ8ZGGP0JD0oAQqs+6xJnBEeSEeVtxOTUOp9NfO2WW2sd1ylbILIgpWZyqg82EBmbMRmRy2R5UPrxHEiGkZGjZMllokjsBEx5p8/iU4JzzMQEGgzKzBcGR5w1kaJJrz81GLXiuiD/lRtvrmqMmmBA1dQgxKgK3L/zgWhKQgYjobwoDAoxEn7s8UeNYUmhqm2rNo566P965399yx++rW61rEIyVxQ9VTPDaDRSjSlFn8lgMNiwYUu7XCb4JtLc/Oj3/re3PPDAMREW9gCaphGhXq9DhnK4TBT7fe88Qqqb2CrUmFRIvAsawOYLpm8AREZEeZGnBFW0bQRARM+ErQSgXJIz0WZLyPa9/9Pb5uuZtl0X01kDO2/RiuCOMy2SZ9/RRj2IYH3ozKHl4ce/6gaEBgaXKMOVV2x43hXLjgsu8sisTuEUnAW3pcb9n/hbV49KNGBCbVEwBPPRuXjHg+vqpqEhOReda8mFClRKkN5Bos0vuAZadIGOAgmzX9/Z2zN7rnbyqtzgpxB1yvXz4BEz2bClueziTPoo0Yuy3nj9qB7e+shpyzoV0QnotNRrpQMJ1FnO8+i7LkpIsfU02cbnHUO44YF16rohdVeHNDwzsADiFJIUwICTchuX5todD9/+pv91+VM3nB3QW24nFGsUm9sUvnzbo7/9Fj5wOKXRMoY1mwvWTUGfhnvG6R0pOEHIVjgDxk+tLdlT/BQUgGQryeE4P0o2LpCNx3aYjOtaRmZkiSwvumUVl4ftBz/8mZRgqWHHTWrVYla4JpTjBHCl5ZRaUKscjACKoARSUAIlozTOjPDkMr+tlPlFsuXh0ECJjTwZISUUeU+VzNzi4mjnzkdz780gIoCyUATuuvt+531eFCG1nKFJNZyJ42ixLKulQWpDBSGII3JlbR/9+Oc++rHrF+Yb7/tRyQzVcLBmatJSNTXhU1gqskar+V6HDx58Ynrjplhbr7u2DjI7X/7Sv/vNx/YccY7blIjIUapH890i9oroZNg2x5MuEqo8h1F0jgFt2irLBWibZui5clQ5qR21wkEoaGw0KjMyL2rjWZrfvm7VTdoyarJOYhxcfOBDn35WHWvAQIGE2LWUBS5GrU6SRwiNwwKFYBxHgx2f+NvrfvSHh5N5AdLM4znPOuPVL7t15129SsikytAIwaQTZCLgwRu+evYddxfXvQSOUCICBMSH9vMj+1mrKm8DTwxdEMn74rV1cxNTj0xlV1zz3JKzLigZJMOJr+9Y06QJcIIOcwxABZOSL7Puviy7+KUvGWfvUdABMErLX75tKqSWtPaIzIGlTM63+XTbTMKy2MxboMJy8IzSoRu/vvWnXlqmaL63Klw9E7sVEUU4wgS4gdbUZG2NNtz1m3+wZvuuMyenBkuzmeUNUmltxrzm8JETH/jE8U0bNvzW64ucavg0rCf6U0nSU+RbGv/IyqYMNWMoA2ZG0HFKcbKUbitDYxm0oqEkgmOQrlTWCQSDEpQNwFihTKAIIzNt2iTOTfXW33ff7o9+/KZffvWLUmq9ZC1kOBr2u71RpaDENpZpEsGMyE4V8ldqVcYwNWIywIzieLYaATAhsEUbLo/AuVrgTNRCbGOv6LVl7Tlrm9H27fdf/dzzklruvAHEJMDNX71TuFAbWzhC0pR5ApkphdaqUrMZB7amSZ6dE/fev/zYiWOjXm89UZ5SI2KO2rlj+ycnei950WUXX3ThwsLCV2/62hMHDm9ev35hYeh8tx62k52JheXjfHTus5+58Rd/4TX9rlx8wXl/9sd/VDcE6po6J3Weh0Fpf/4XH9y1+4BQZ1AOiCh3BG3WrZ3+tV/95ZnpibH5hMzYDJTWzUx2cj7lW2B6RmyFGii0FXFqctu97aHZoejBPqJIEq8sKcpp01ubuaViWHnjiDhCS+J7Mcw/tgdLC+XUphlAiOCtuOJim+ymxRM9Q22kBDbKI3VM19fh8E23Puu6F4ITMiGggJa7j05HCQjwPBGpiupZuuaylkcJGy65GOvWdMDUroxbz3Y+ugnE5VIXPF8uu1zCqOmgaDVbqsPm885HhtphmW0G0WmcO7C/6+ICpWGhCZJAapzWzvjDx7owE07OzGnrYtJm/vATW5vSTXQq6Gp49QwghJDgHJCipWoqUwyrg3/y7vTw41tdUS7O1tSWyBrmFkmASWYJ7f6PfnLDCy/PXnAlYp1NT6Ey80+uNCmZGY0FZDVSgzlLbJSgjHQquFphKxrPvIYY2AjGbIxxIAaDsRlAY0cg2GhlUSGBIE7UlIjqOsaW/vI9H3zFC8/devpWBWDQRERCNl5nBrOV+Y7jOj4ExoCyMa38x/ENiSIjsZ3kMaCtalVlqFoLYjNYTFCDmRB7nz2++4lTx8+AmTYtHzm0oEnaNrksTxpozLxJiYSIUuSExkFABMZdO/Y/umtfUUwDrmlaNk2pWjc9efjwwbe8+fd/5mde3inQNLZnz7/6pV/6jaNzVa+TNY1OdqaqMFwzs75ulm++5bbf/I3XAJiamvrhH36JnEzQVaMTVwZ85GOfqsqBiTlyMSbOMgF3svw1r/rBfvENKwWvqGhgQkrGbGb2zdsjfGvrrUnJUCO55erBv/rMWYs00XAgVngfpKhFkW15+cu2Pe/K1jnAksShb+DDhrradmB2cOvtHmGyRhahEnDhaVsufVayJoOxWSIokCs8wplKs3//NTo6m9jGttHOIKVbHuiE1Aob6ZpGO9F8RF5SBrbe5Ate++q6W1CIGLWI5YFDu4YP7OyXpaCEhIGVyIiRuhCX6FkXXdY771xLtUqMaGi0uPy5L04cPN6NjXIgS0XSPIGA9Iprs8kpB67IQpcjmkUeHi/KhX2PYvvdvVALwir1PJNEMEICEiFkVDjog7vv/tlf3ffej26o60bLITfI/KE8H2a5F+9VEUY+DIt9++/8rbfNv+sj2ZLWmuaLU8XAk+xDCeNqIyVDSqRsiS2IRbbEFslO2hZWbiuRmCQhHd88zEMzrLjkWeHJAAObEbWghqgxVN4TgKpsOp3pPbuPvv3t75qbW44JZujmk1UZyByrsDIbWImMDR7ASqVeCSpkzOZYRcaPRAAi4Rubmhw/eiQTZ5ZArfggnDwUKTrm0LbeuXvvuWduvhov86hJYR9+/23lkGPjGDlBzIwFpqoKoU5s3PJC08ZaAV9kozK97W3vLCs2zWLLwq7o5N5ZvTz7v/zqm179b3+gcMEh5lKee9bUW9/yG6PFY81wgZOGOrLPBqMakEd27Xli7zwDuUCsJW0YDVlNVmsoC2cW29yxI+oWPe+8Rc19Eaqml8Gj8Qge0ZmKqZhpVAKYjABN+s27uXxrbBVCYF1GyQePDW558LyRnN7SaQM5d4nPG/C5Q+bc45XXuR+6+tBadyQL85NYmMKwp8TN2iYcvv9eQ4WEkYuLmcMkd684d1jwUHQpx2LHljoYejSI+aj0+08M9x2K4/OFgJaqB/eUcZm6uWoaWl0XXHf8iDQV3f6FZ3ef/+x5keABn0Zh7mO3Xz+y0YAr1+8f983SJJ3IYtvNYzdfdPbsl/2ArulTRLcupxFkfrDzfR89o2rXpjTTpHWVbhymTY2ui9AfeUFnzQzALdQ5KVLKxUiCO3gUN2zHkYV8VWV/ZohwgihYpgSk+/7sL/XW+88cRgnNyIWUZ3UMi9P9klkSCiMSzfsybUkeeGz729618PmbIDLHK+saT17fY1c2bKwyMdL4Rkh4inZlwDjnW8n6xJhMyBzMwVaMoycF2/GzxnuMRKLQ6WYhtm3b9vsT5Sioyvv/6sOP7jokAmG0rfaKPsAEIRAbMQjjv/ykMj7BsQopiwmZsAlofNX+hrB24sQJ55yZEqvPzHvy3gksd76uqhTTnt17jh45uuILMIXh3f/t/YKuJtftTqdomThSMwVMhLK61oW5UZb7YTMCsGfviTvuuMu7jpNCJNOk1WgYY33Wmaf9h9/5lU4uuQOjho26Bb7v6suefcl5U/0ug3LnQlKXZWXVlmV98823mQEGEWNqUlxEWnQSSBPD2qrUFDPvy+Gw4wsGIUFIQgtGw6gZDVMgUiIjxBRiaGvAvPdPW+77FjDdteTPh5u7886tNjSM5jruQN8fzXiIUYnZdmoCF1+BV/zoMe8vKjZuXYxc4oiXg718gGZ47/0z9eDxHkRlpulilLsrvu/xfm+uWxROzhnQ5bPo5hP7spKz+rTShtuP5MG1gpJbLNyvu289G9JtqElrlnudtombh7pR02HXbHzty+K66Q46y8hCRr39dt1bPr91cfHcKDa02XxybTOzdQ5n93vz5YF9m13nF/5NwoRFLYs+EvCVe/L7Hi8dP95xwfxmWT80299JR3th4szz5GXff1c3X8o6WRCwDEQnGr2ykoMf/gKS1RyBiEbRAAnBLEINAdoiAgm2ymZPh9IDBXLViPm46x7+1OeeMxz2mgXWRS9aZmlYGOpdPTpeUtinXLvT2+GWQ8WGvdN9C1q+/zPFY49vxHCAah6hTYTkWuRDCLUoSmNo6Yk0H1nRcC9wEeHtpAJCpzZjO2VSJE2cVEJ0jXGjUoMbAhwgCImR3FCtr2nS4A2uHhWkk50+LdZPuCJlxdr+xgs+fv0Ng4gAZN0wqo4TAhlgYuDxTFolVQAcTVqwKmJiNnIqZNIkGVGaNCtsZVfLaA4tZFBa0k7O0+VibEPSji7E4wNdKCbWLCxnals//ZkbmdUw8uIP7lveXc4Ns2h5OxgdzVxgMTgf2I+SJYmdLOzbey+s66ivwGN7H57ZvLaldqlegtOgsT8xLdz5iVe9lERdJmbcNnAyZdbLst613/9Dg7ZqpQ6+9tRq2/Q6PbH8C5+/kU4RCeXOr2e/yXQN5xOJku/kTta1deEzNZkzamLriZlyAJPABNAbd00C7Hwm3uVFl8iN73lGbMXIhBB16b77mmYU0KTYZuOQzXWCdNedeRaEMTWxZvOmwajsBFkX/VSp/SatN9c8vBePHibAKcEIebHhwmflp21iJbfUpCYO2UbVoENZ1dYpxdEjjyJAGIXGfTfeHGNISKqJCRyaXidfqpcNebZ2/Yarr2yco6Q5oJzmP/spN79ERgokMlEjwEOGg5Kkt/ni89k5J0KTXbOEtt3+mb8jmKVAKZCXYTVynKessC0bN2zZtuY5l3fWzHhlrs1aBVFjKQB75w/v/btPO40A4BgCBca9qifXhK70R63imys2gBIero9nDe77g/ecvpT2xcH+abRFXtWVnGMAACAASURBVARMNrQuZufWPbXi2GRn6Yy19UuvoDe/6rJ3/vq//i9v/pE/+f01r7h2cfaw07pIbT42D6ST5+hJFZ0MrP+0E8roScYuxyxt0zhhcShHw7Ksb/jSVw4dPGFAXbVFp39yWf0PXa9iDOMSvqoyM0AE8t4zk4h471PSL3z+S8tlqaCYbMeOezWEGIIT6RSFaooxmiXAmNkMRhgOR2bmvRhw+PCx+fl54hUGYOaUkqpefvnlnQ4DRDR+ohGBGBdffGGeexZWiyAa/yqmuLS0VNffLRnhW3lQ5eCgGJQH79zhJLBTtbYAsVLtO3OdzvQlF6Kbo19MX3DufAoZsg2NWz/CmoipECcOHccH/24akGQIEWb+7G3bfuD5gGxBNzNe6tgojTpkrtvR0CzcfT9GI4qNX1p+5OOftxRHSMkCQYvYeqjBL0GnLrkEZ58VuduFdKC+Gt3+sY9OLSx65SFQO/MKNhQqbRWXi3ztC65ApwNC5SCq/vHDu++8iy140kxVCS2ok08sQdZdd03Rm8KVl8q2zaRStOQpMzNFGom2Pm6//nOyOIgpKqnJSu1yZZPC8VpZZat/HG0KW7tr+0fn9ZaHJiLE5+p8ybQsUPJrGuo2U83kltNf9sPX/vf3nvOzr3rixK73vvs/v+8//u4n3vJ7X/7Iexe/fEv38eVOEhcaEYIiBjXwuLffaOyYtO/A8mADqqoyS5dddmmnk5GlTpFNTqzZt//wW9/6zhixft3W0SgA4yvm/xCqqmRmZk6anHOm0NYy8Uw2JjLHbueDux57dB+Qichtd9yTUjJVITBBGNBEUIM5z2ZGzMePn2BmJhBw7NhCVVVOZNyLx8yq2ul0zjnnLACq48YolXGTk9nllz/be2EyszRmbQApphMnThw9uvg9xFY1gdvQ3HQbDh501NZSgkORlBMtgI7leXbReanjKhfpigtO9PIWIolcJFIaYXmDk/s/9Dfu4BFuWpgqU+343Ff9qzrPcyu8onTKAg7Rcm7T0D9x0B7ayakMjzyW3/e4MA0KJCgsEjVcVt3+9BHn9bprGvYJHmpclYuPPGT798+0lUu80KHaIU/GCgdWyuem+2uufg6MYooDSwXcE1/ZcbrraCgtVgVSk6LLu7Bs6IqpV768cYZnbZh+yVXB55l5VhGIT2i13lD4zoOP645HhDgBNa1MSUYa+x7VSJV0dfzo02eCkopI9Lmv+72zT8ho4LChobWzkdU1/f7AuVKKh668ctsf/58L3/+S29/57nve+Hv4+NdeuHvxpUfClceqTY8dPv7ODx3+F28c3fFglxzFBEHuOMGUCQIysK1sX/RPATtpqF75mjQR0ZrpiZ/48VdWo2Wkuqpjnk184XM33XLzXSFlMYxdl2akRmr0DK9ai4vLKySS1DnnWGC0ft26badtEVYvbEZ5MXHrrXcbspiwfccDjskLa4qhKc8+83QWU1WsjGFQIjly9KipNW0CMBqNRCSpikhKycxUdWpqanJyMimcnNrFfKV8MTmZOSdqiQgwExFVBWEwGCwvL38PsVUCZHn48Ic/NbU8Iq4rGhHHLKp32Yjccrc7cfEFA8ZiIb2LzzmxvrvA0oAq1qUsLZI2qaKl+Qff82EC0OUorgL7Z188cfGFQUOBzGzsf9NB0+SgybmF3Z/5W5TLC7fccdZCYGhZmDIEWqOeMBrUbXnmaWte9H0N5TnARER64sZbTkspQynEyzk1TvOkzkCQxnf9JeevufwikDCzI0ad0ld39JbLrme2kJkZoTYb1nVvw1Y89zkDz/Wk2/KyF8ZuQWALmqkrlLxpb3n4rKOj8sbtVNXEVANxxaI91kktwRS6Glr9I5mg4YnZu/7gXYuHDutzz1z2msEF53LK150INgiL//qay7d/il/18uKMLbXz0wO7aL68ZD5OtQvTcTQ1GmwbVL39T+z/m79Dm8i+sStkAEGIADbjfyLV8FSIPCYdIxSdDijNnjj6pjf83JnbNiHVqmbmJvprP/DBL3Ty6YnJ9WNHwcm9Kemba1vfCpaWhmYruZiIWIKGuGn9+vPPO0skxdSomnO9HXfuBPDgQ4f3HzyeiyOoafCOn/+Cq01XvK8iZGZENDs7ZzBmVkNd1c65cZpJROPYynvf7+Xjw1VLznmDqSUmChG9fg+wMa8R0fiFhRBijN9DbCUABqO5+x7spSgOnLEhsZoIJ5GYZTw9xQgFXH96os1c6RCEWsNQYt13y1Kvm5k89qWvo62DszhukxBfXHTuIijz3UIpwZD5um17WaeTmkP33oXhUvP43vUJptoyjI0NQ0aPsoVYllvXydlbC+aOrpyo9ti+aaUGLcBBkAhOjQwJbpB5OX2LTk8hqDIXiJido4PH2rnZbpY75ywpi1ShHaHtTU+hkzNigHW2bIAIjxMMVYNlmeO63qSshw5jYRGqQWN6krShhAS11d1T/1E9RvHo/vj4gROH91/woiuHsHm22Q4xuR782s76zi+98hGSY5BzXvyia1/3U7Mzrucmk7Ugj3W96BM8EgwHj+PEHAQwhFFgcDppTBDDd+pSYcSMFJOmuO309Wefua3fzbMsq+u2auyeu3dOTW1oGz2ZCerJEt8zeTlNE05NcyIiJhbiNdPTmzdtKArnBSxSle0T+4+OKuzcubuqWuKxeUPz3J9+2taUIlkiGBEZAOO2jcLiHZmtyGGE8SSpFbZKKY0tAGor3wMWYwQhhJTnORGpruQNZsb0XT3Nn/6f2UmMf5zQavGuu3tH5/tJy7apNBLENFq0qPHZl1zCkk0O6jV12DSxcZ3LnDDAuc9IpEXMicv5uTUP7A47H2gQFehZrir+2qv3Zm4I7taWMQ8sMnsh63NcevCB6vNfoAd2emuY0JopszOkLrcx+ZmtW370B4frpm2g3IAZOLif73jIDwdDp2DH3sNUUnKgZSdHJzvX/tq/b5CDHSfthlIffKjctXujFKmuWihApGSOi6y38azTUTaTc6OJpoErzjltawYqJIvEtedlCpZBOT6+/U5UiWNbsNNTLj0jXRngCFqtCT79uRX2fPJjZ1dY/syNz37Ji/TaC/dOWS3MyZVZb/O/f217zQs2ttjasFWQl14784Yf39WNQ7K5TjreLOcplHEw56u5e3airceXI++8Aw21SYRcvLZhTA/jbKXX66kqgJSefHoDQEopy7KU0ngRAogxtm1LhJRWHnTKCm9gIwopsmA4WKxH1Rt//tWpGZTNKO8UzO7EicHf/92XiqJnAEiVVAkKfmax1XBYikiWZc65qqocCyum+p0XX3vpcHDc5xZCy1IcPDi7d//sF2/4ajQXm4ZJgXTZxReevm2DpprZgBRCawZ27vjxE6oaogljampqzFJt24YQxm9X27ZLy6M8ywjMLABSVCdeFaPhaLA8AIhZRKSqqqIoQgy9Xm/t2rXfnXPn6b3s42LEKcJyo+Xjt92xpmpzw6yhmCrytnC1KCgzXdq9e9/b3rFgBIvbIL19xzshZWnc2wAAPpkYztH66O23z1xzgTifJSHfW//8K29a399SUrGwZDkNyQod+1Pi2jY+8L4Pdx45sh7GxqyqRKIWEg3Jj7ZuvOLnf/oQbDJjNOCiPfLlm7pPHOnCzfYoHzmuW0rJsTDJgYwv/bmfxLbTDBlEEBVzc7s+9nFZnO8wBlXjcg9yLnFkq6ldum/H3G//rlUeM/m6NhYHDhFiSrFxaNxYv7BWrF5YWPz4Z6Z//XWSOcCnlBgEIgUrmMbzm1bjq28mK6+33HfrtfXC1B1z+z/wt5f+2s9++fffHh86MmocvfTyNb/xKrhspgZOtNiYLedh4+tefv173j1ROd+mHMgjL+W6mGu2NNLBYhLzBhicouDCQG1dF+KR1Dk3zlCY2aKFgOxpNom0pmkAXpn9xmRmnU5nfPLTU9pq2U617VgyS73C/eD3X3PdC6/+/O23p9ASd5n83/z1x6fWTAFQSgCt2LyeUcFlNBqpqp609bVNM9kvNq6fuerKy4jqblfqUfQ+Hw6X/p/3/vWOex6Ixp7JERPp61//c50uvGewwU41IVJIWrd1nk8YMDU95ZxLSswrlUdVXVpaWlwcTE/2AGZygDJ7ZseGgwePLC4OiDpNG51zY7VLmKenp884YwrflW2i+GkDq1OctUJYITYP7+qmSCDOOMEvDYYKYmEfmsH+/Y9/4UuzX7zp0Cc/t+/TX8hGSz1yALyiE6iIyBPyiI621UMP95RyGMZtU5s2rbniov1tyXASAZKMMiStrF4j0j62N2/bGkrGTlkBNprg7qLnrS+8Ev0uj/UKZ2jKA7dt56p0rqhBAZRF82AGNKVBL9t43feh12MVEIsBj+078cADHQcxZUMgGYbowd1uQYUNjux/6BOfXvj8Vw5/8nOP/u3nBrPHIpL3ooTGjYN7Lh3H0By4dTuq1kMB1ZU3jRI4jaWKtEpNT3chDCE4XULsxbj3Q9ePDs/+wOte3T97W7527WFJmO73TZoOsClLuT6hS9WmNTPPe3blMh85j6SMOqNhps5Sa3Fl50cF0ngSMjiZEOtJxYeYx8JKVT3lYvwUHmIGrSg7MUbnXErgldK+PmXsJZDneUqp18lTDLD251/3WpLEnnq9TkoKlqqqjFYibSPYylCXb79y2rbjiC9pYmZhErLpye7atdOnbdtYVUvihMlFtdtv23H8xBwxk6nGsHHjxquee0WRswgBSuOeRyIzi1HrumYCgG5HxlRIJ4+diEIIR48cB6BqmsbvjYSQLOHw4aNNE5hk7JIXETODYWZm5n9+Jnjqm5QSdj02evjRHpAMvj/dBEx1ZoSzOtQTrGeCNi4tnlmOrkh8TtVuQTbQcuS1ZWKjLDEZKzGkGt1zPw7OU1lGQUxQX1z9cz99sCuRc9catyzqiKTxmLC0aanuMy9mIKM8iEHEaG3VmV0/dfabfqoqyxkd76vVxr17l2/ZkZtZlretVbCJQH2SRClZlPO24bkXBOJcXQoJRuX7Phj3POa9moXcFa3zXExIpKYezdVzU1a9IOo5qT1/2GwajsjHEUKkRGZkPFPTuop8ol5Mw7vut927HSIjOSYQgSgCCoES4io1PW3JhjoZ6bbJRvTioX/0f3/XIwtL1/zOr639mZ+cmlyXHjk4EzsHMVzGsoV4TlrTG+HiH/qhhX4vUD5iP9uV0iFLykhaUDUWhRRsxIAp1q5Zw9AEHde5RCTG6L0/cWIuJajquEXQDKordbExMY0nl8QYO52OKphhavwknhrPV4kxOuGUQttWjvkl153/O7/364amqkrnM1NiFoOC1GhlZwU8Q92qIaKxB0pEhLkaDc468zRP9trX/tuqXmbWaCqSHzh4GBASSTHC7BUv/5cb1qMociYlJGKMi3em1LbtaDgaH87mzZtjjCvZLtHYlEBEO3bcEyOYVrZ7MBMiUcV99z7I5FVJxONk4myw5z//+Sn9z2OrJ09qH8dWJ/76Y9nScgZEUBMJyAZlU2kkR5NMk2W5gdKM6ExqszQQh+U+zXexnKNlikytUOWoyWrdexA33Io6VYTEYMjUC64+47rnl5ljsw48tZqitTmH4eA0dRrCUgEC5YkBYXAvaP/yi3Dp2SwuD0hOWwlHtu+YPjFklcXQZMgjcz86n6CWMs7OeN7l9cx0zSxK4mV44sSBz1w/E2IbR44dQxqTxsCwfr/LXZqwdmtMGep1SGv72airo5411oqhGzATeG2UdSWtTdSdXzp65w5GUkQet74SpbHIa1iNrf6R4Mpefu11/sTAO55F011q5v/8Y7e85b+Mdt5/wc+8Rjaf6U7oluUTkxXcbft6b/v43Nv+Zsul17RFL1HWsGuE1w/tooU0Mdnrblp/KrZyJIpAhnPOOEuIx3MTiEhPalK33377yTIfmSGEWFXtsWPHx4wAM+ecmjLzunXrmJHSN4vjNBa2iKApptgIiyX8whteecVzL23aaixFY6X2f3LSwzeadr89LPy/7Z1psGVXdd//a6299zl3elOPUqtbU7cEGpAEktAACGwDdkAG4TAYD2CXcdmu2AY7cVwUVUnsVCUeMhIbJ3El2C6cOMEYBxs7HgLGAmPADBKa0IimbvXwpjudc/bea+XDuU9DS0kKVTuVlM/vU78P7/V9+92z7pr2/7+x0aY8wsLMOaX5bLp37y6D3vz6bz33vAMpN6pKxCBHLEYkTMNB/zvf/jYmrK4sq+b2RZvZzovXal6lDAIuv/xy55y2/4VI+6QT0Uc/+tHHHj1JBGaGCYwJ/PjjJz75yT9zzuXFZig3TWNmwYdbbrnl/9oltP+zBoOZ3f3FL620txaIqqbulaOVwUimdYZqSpbnkaRW81kdVANPUSdHAJUJnBG5dYpQm81O3HXvHtUGCO3fsSjOv/SF2x+/lWClL9HUyapo2WIufQmqkiykUlsvZQOtnXvQBEVvhBmaIiakU48/vkSizqYxhqJvRhKR1BRW+lCdc3YNYnjUBk8njh1Lm9sru1bmG9MQwjw2Uc35ItfzlFKVKoVXaG1Omxg5TDkt9wrPVmv2CgcC0FcyRZF18+jRs4CUG6jbWbt62oCw47necUvnXbBaJRF7tJzvs/6+Ld04uXFP/tqHf+Z9OHTO5buPDC7q4baja7c+ku9/YvkVL8Kb+w4sxqJw2XZFEGxltILlgbYnHQFFjomoaJvHzExONOecswKzenbXXXcxv66VTDKzGFPT5Mlk3FYP4iEiOTciMhwORZBj5ucKMiGENJ8Vhc85Eyd2XoGrr776ztsfH4+bPXv2bE1PsXzDY/dnM5vNVJWlVU8gEXZl0SsDYPvP2nfhhecffeS+OpqZcRtD2ZxI2SsPX7BEhH6vp5qe0kklMrV2Xyzn7ET279/nvY+VERMR5ayAEdtXvnz7448fPXBgt+f2fgbVVVw/tX7//Q+IXzZTMmaiKkYnwXl35Mjw/5qKLsOAiASrEQ0NcuJMDbCNGG3u6u17P/RrV33mrgPj8brXcSED7nGTt3Q66aVIDffKkxxqL0mqcUmb4rTWQxN/6JTtnQNm0RVNKoPtnlLviIb5r390/slPrNiWj9YYb6wu7fn+t2/sXUuIUm0bae1CEYfo7bvHFTWW945LNtdDsTL1cy3+4GAYXXMtVf0N4if66M3D6IF573c/PZxvguuVIrgmDvL0kdEk52kJ94mDvfI1r14eD0aP8VbPapr0fu8PB4UUW+OzM9fVpJFsgR7xzfHhMG1VV81Xh3Hw9dFgyPVWoTXThdPh2evsJxRZJh7HHdbJnfIlqezJsfnkF3BivAza9lIHIPNKxbtrCDe2PO9C07NRGuKNr3/g+95472DpcLXST7bht3Q4OevkA2/9wh3v+PCfXveBf3/Re35q5bf+3e6HPrcix+48PMdSdXAciIrZYHD2zG04/vQ5xe3ffzOalX1ZtsK03p2Sr1eySI1rrn7x3rN2VzyrLdfQ5GlKuSkGH/zwH//Aj//CZ297fJx6j56YffxPPv+Gt7xzvXENSt8fGTQ3E89NQc033XSdGTK7hKBwapJly2hm6jQPco4imqvQd3uFAD/pN/j+t7x2VG65cHLcPJ6oTlSqLnEuvFWFrRc5hei9toZglVLMZGqi6i15ZOFMOfHOImoybXLE9lYDGzKPGqVa61qahrG8erZTXnL6nW96OdxRGeQow5kOphlUzFxVv/KGazJZTQiDgshzMwjz1bJZcSrZbSd/qqnnvcCxSssDfM/bbimoQZwhN0wwJgMvlRf+6A/97K2furNRbM+tBu599LGff/+vivSclMFCSE4jr4xGVs9f9+qXUQWO4EwwASRDE5JSDUukHhpU5slVDfUbW1M4dRugGafnnVtxu1RFhIXRoRE84GPEePrpD/3nUWiTWh1GKxMXgAAOfgbSRvfS7mY+H0jfyFc5E0icsZuZNjlX6nIoylne3B5YE/NkFG//b//lVW+8aexzhngw7V32L7v02OP3H0hgahygBgEDcEacLYivUmXEmWl97/7d116RSzcDEmCY0sYjdzxx32Vr4cRkNvNJgw/znIc+at13BV9xUe/IuXBAQO3gkW6/6y/3F6gzyKyX8nJj/WiN1XtkOLXa5wJZBnUYymgzzzM4U18tLw/KWXPSODrLylnF1Wp50Hvw8Qdf+NXbwk03KukMDIdiMYFhhXXK7c+ZrGNl+Iof+8FP/Omne/MqzNb3gmeSpgGbZePMWHMKrja12cYy9hwkxvoTGzbepU05z0G57hexnl1106va/XLvCgOrRbAQsLpKP/zD7/qx9/1sjgkAkwVfCGwynnzkI7/38d/7w37h108d98557wVrJKY5sWWGplgfueDQW9/65qzmhIhMd8zvnpki0U7SRCAJHofO2ft3f/Ld7/0HP7c1mwyGqzGjLURhApBR0+pj0ZPf+4wF93ahNRsZUzt8FFBbcpIZCKyZBOS9WxoOACXw6173uvf9o18+vm0pNf1+P9YENeL84qsuDp6SKYiKomgq2EJBggEP0qZOZiTiWPCen/iR3/+DPzr6xCaY5rM4HC41OW/M6ifGj37Pu97z4pdcfvmLLnno4Qdvv/2OY0+sV5mFsnMlkViuirK/vTF581teGwpYfKYH19ONhUD2DFOwVjXsed41cItSvv3ZxjBOhmhaEIEZjzyu9z+kDFJ4RZFzARMQozwFnCz7xwchj/rbExfUZ2Y1X7IU8819hLJOPc0+RiGSmHnsKiJX1/Xn7+o/uj4/b+Qha9mgYXT48MR8LzcNZdYdJQ+ggJhlpJxROykpuEPnXYzlfZJ5IPAA1fnkn316sDkZkXAms5zglhvjOVkuNllf8tLrHXx77Xg1q9/eSHc/IAax9pPMPNQZlTI8Lmle7KHdy19vpmOx3bSyXlUQWXLFLqFTD997dl9GSb1lQ0aKkaTxBc9nX7v1s5e99Frp5xquAQpuO1aUwV20eo62FTNyhfPP2nv1Jc0f/eVy9A6pl6nJaRIwYwuJo+mQvUcoVocY9k9++YuQJGgsVdrb/wBmL7jpFWuHzmk9i5/SaNcMMTDdcP01q0uDrS1xzpmmHFuflcKJxJg2ZvOiXFPLKYNEoWCYd8JsTZWvv+Gas84aEpkQ1DLoGRM9eipDZCU2IjI3n1WhLN/4hpvf/4H/mI5tW85s0q4vWGvaarRzs4GsVZEB2tsPO/d62MjM1BgGhnGTEFNuFwuIRNUckw80HEkrg1WEYv/+fRvTsXeOiLz3lmrv8uHDB9tSV3ZmmjuLF2wQmB+Pq6bJvpCqsrVVuu6lV/7ux/5YTUeD/ryqvC94ONzV71fV7NbP3fa5r9yZUrOxsbW6slsRNaEchllVw6p63lz30iuPHH4hgJhS8HJ65UsLLa+ndSzbTyt+yiz6G45WBFBm2EIRCEiMaDYkRRMf+9StlyY+VYpXLVPOnGPOSrLdy3ezveinf/yVb745ro5yDqW5ZKaMoBGPPPQ7P/Cu8pHphcmV07nnKgU9MNWNUPj16XA9pz+7fencAwmKrYiChtdfcXxtdXrieOVTO8YggA1JFU6TSCzLsTbRxZe85bvQX1JFT62IEQ8++sUP/uZFya9Mtleo2ITEynZlchVmvnd0/+rad7wpGyuBBX5S6X/9HwfvO9YU0jAqsZnLvQRRm/XcXUP/Lf/4p8Irrj9/aWD9EcbmXWHe6Xwi483P/ot/9ehHP3buuEqcQZmMWD2Pty7Stcf+08cve+W39q67PPmgoLa/lsFzUOiC03NkVqS9nsX60Lu/7+tHj9IXJvtjnRFhBs1iVmbbO/Pm5WvcbPiTN15z2a2/9MsH6qqAn0M+v8qH3vG95/3gO7E0gjhlTiABOfGWamgi9gcPLb/zHW/+wPs/nOoJM3sSVev3B03TGIKxUwoxRSIizSzkhZtmShqvfvFlP/HudwFwDLXIi1YPw2ina54X7VPAjNUgJL0ezPLuZfnut33Hz/3zf1s10RVDPBWwSMmUVInJiEwMpKRKtvDwaVNxSWqJgKxgko3N2byuiXzKSYRSNAp5aVQOB8gNfMGxStdefc2X7/iYiKtmk34RUlOXpV15xaWm1qonF0Woa2uVVJWoVQQ8dWLLiZBBHFK2v/Oj33vXvXd+5St3l6U4CaSYs1pKTYZzw3mjpn5lbaVpmuHSyGDbkw0nUoZ408uv/3s/+e59+4qqzmXPPbkMTYu4xAAr2iVpayVRAIUR0Dbvn+dM0KwVsd/5fhIwC2lGnerPfH7ftKrFN+wTSybOTJlQATRY2XvJldh7qFk920b7Mdytu/bMdu+p9+7HkSP7XnRF7q805sz15uzmriAwDGXCWmPbn/mcJ6soa2FpIOV1Vz5+2aFjvV4loZaQ2CVyiUKtxP3RlCktDU7BeucfKt74mu2lsO4x9wSrHvj939k6cVQUBmITMhaE1lN6A+JefR0u2LtRuCcEpwSYbd75G7+1q06sQcnNPM8CNUJslqNiOAovewXOvYD2nZ9HZ+lZB+JgV+yvzPbuwwXnXv5t32bW8zk0Ukx8qMWz8mqW87bz/rtO4EMf91vzEsntyMNlonm3G/qcfStIlP624+ENV1328z91/BVX3LE6+vpoMPG9EMNw7pYrXsMacu/Execsf/e3zY6fxB2PVUwProRHLj6w+30/dMHPvBdr+8AEJ5lIdoIgBK3bQr/Aj/zg21/32hvPO2cNebo0YLJmNt0UNiJ4H+Z1zc6X/UFwkBzJatL6pde86D0//iNnn70SHAjQFPkp43oQMi3k/dJilY6w0FKhpDky8Lff+Pqlnu8HFsuMTLYw0zPK4LgjDe8WRl2UiCIhkSkZQlCzxX1TA584cTKmijiZNgJDMiE9+5xdIATvYFwW7poXXwaL0Lk1E9LkmW+55TVrqz3P5Ajeu927V4kSqDFKRmpgg5vPahHkBO8oCF188bkf+KVf/O63v8m7jFSxZeM0mY8VuZT2KAAAE9ZJREFU2sTcVEmonGzNS1dUk/F8fGp5SL1Qv/bV1/3Gr//CpZceEEHZk5iqhcBhq6AMahcqQWivojEyU2yVEdme/xTK4dlpri3eVvnYEw8/9NCuKr6w7gOJjAGObLXjhssp/ODgReCRpUXEdARpVRutf8WlL7/tD29bGec1M4XMYWOqTTkom8hjX717bTOPygRfACgHKy+44RXNXzy4Nl0MMNpxhAMJPCdv28P1yeTA4Rvh+oDRrBqURTp28rY//tQuGaS6UQwa+Fqcih9bWM5uknHOVddWkUfEDHUOk/sfHt/98D74I9s+Q8eimWLIEHBWv+vQhdh9lkZpmBlkbN4RGBCPKg0uv/Ec7Fmrm1SXkXhE5aafb3kMawrqvvSZz13y+DHZvZSQF58bBurmgs89YoYRB7e6ZfP+jddf9qtn3/HB39y+64HJ527vnxwH0trxfW6464JDL3jXt++6/IIv/vQ/W+Pd65fvWX3l1Udueln58puSDJ069bnVDV5cGjYj52A5Z4tZdi0VH/g37/2rL97+oQ/99p//+WcmNO73B/NqiyXEZEUZgtfZfL1E7R2fe+jgt3zzy25506svu+TCWKeycAQlYTMlQFNjuQpeQCnmKGBwSnHeDtliVm6m0hvGJh46uPzTf//dv/CL79+eVAoP4id3yL3n9jUysWkmS0G0zrN2J1MoKzdMUTMcgYDxeBzT3AAmhuaSFVofOmeP5tZy3cxw8eHDw4LmqYY30sqTveMdb80pgk0JvRBWloaEY0zVjntFNlhsFnlJTLVzrClefOTQP/0n77vqypd85Lf/5I477iOJVarZvOc+giDNlgumZtyXyhCvesH5b3jj37rlO76lmTf9XjBVkLE8aU9D2DHJWFwy1MiUyFSoTPW8cE4YbPr8vIMdFpayYAIJkOEAznm8sf3EXV97tKo1eOKlxCm6OPdxFrRytNkfhksuw/7V5BAdOCuAxBwBI4TSD264rv79P7ov3turDEU5A433TJfGqTezeti7Z3pi1yc+ffZrXotCFHBzvvTGb/qLj33m7ocf0YV0P9jAyk1s5kUIu1bjwb10/fU0w1KfUJRIevTuex8+cWKfD7y2ciLpzNMkuEZgs+acLZ8PHTj/sitLGqLmgrJS+uqdd94veWvFv3B7qXJ6qq/zENuP5eNB9l12GMuD5HoZmNUYOkUhCZgBrvC8PNw+72BTxUp0Yjr0w8dkcxrme2dFQ2E6wPDEY/tw0eJhBDlDr4tMz5nMEwUDA5F6U8DOO3LVP3wvxglf+Bo++ZmHHrhv6nP5qmuPvOjGrz949wd/7be/ac+RS779e/HO6/P+lYTiBHorc8EYusK60yPh9qlGBpk4IrACavnl119+w0sv39ycf/YLf/WJT3zq7nvu39gab21PfShX13b3er3XveqVN77s+oMH9y0vL8zqQ+EWzxwLgGqCINYveDqfKKgoBzHWQmnQW43NzPGQWIgL0+yLoIrvetvNmxvr//Jf/4og6Y5CqSv0xMmjS8NDhUhreaG5ds6SRhZ2RkxIcXs0CPU8lwOZTOLJE8egc2Zl8qKx8CxeR6Mwn83Kfp+EtLFDBw+88qZrv3zHPSeeOLVv9/IF5553+PAhJhNxs7oRwXXXXPXV2+5gkFLkhRsGqroyBTFIjQBhg8V+6b/vHTff8oabv3bP0V/7jV86dWrjnrvvO/HEuik7Dr0QXvjCC1//+m++5torL730/F7PJVqosDIbYK1CFnZuRBJAxABm8xgces40Nb1eUddJkKrpfHTOru0NlHufx66eGoBImWAOjMwgRIZXxdYmvnAbxhX2rIIzJIJT2yvLDclgF45chuDAaOoYWOFlKq4Bhsh+XtVf+nKRDIoUCre2VvsT4eicEqPHpwrsuuzFCcWmcxlYyXVxfEvvvYcLt0itsGP+Qaw51ZQwKMKBffWugwoAWsL45Il0//1BGU0EKQIQKAlYhI8pin66+uK6VwzqYJy2fZITTwwffhyBcSpBFCFDtH33gCStrLojLwD7HCEGcAU4sGwzMXTYRNzzME6toyfGROUgxy1JU8w8aksF5lccrlZ3OchyFo4Eh9qh6ILTc1SCYF188s48xoCg2l0bpoZZhTjFathaWVqOhMk8bs18swKP+mDOjkvzcyoGNbCJZl8GhBcTNYCUEA0GOIWznUZu++lhwPrWfGW51yTEDGKEVvW7RggAoanMB3KMnb7wjnyCuZMnquPrW4PRSlXnyXTe6xeq1Xy6+eIrD+cYLceytJwgrpeVQXjiifnG1tQgT3ZmqrjxossuEMCiOaIE3Pvo8WiIGQIJmSlTGszQpMsPH2pb0Se3qmOnNjI5mIh6l6XO62GULjr3vDxtQhEAKOPoqflotdeWrnGGYT/FmJwvVWGMr371QRd6BmfwZtJOrvYNqrPO3gUgWwJnAxGcgbOCGCmi8MgZmxtNM8tEXBTF7jXUDYqijUNWVZOi13vWXuGTw9PWcQwpZXbyyNFNH3rMRV2nGOPSoIDCUtq/LzwP+QYyNWRUThNygIUscabmRbyJAdtjxDTfN9SFx272UAa5JJQcVGCihSA1DIWTKL4iEExQizYKVS42jSIVEc3+VA0NM5+2IaMcnIWxczWwR1Oo6xSsEVIgAYp2879NpqWGKWSGtNYU7BmkZllyI1k9OxhUci1pBstQNds/94CM+70GumtiKGXmUg3tA9GSEC/aDjv3TWOdCldyFuZg2UBEOoP4zK59SYwkaU6Us/gxXAPvEFeRqDECwckWm8EV4KEyRYLApCsGnzNaGS/+xgSHSjBPuWQqkkIocp6xzgHXxCKMzPLSmBl5PEoDBc8EzqcANEi9RhDE2l4uwAZKimwQwBOgqRYRM6SUnPMxZWIhbs25CMymEDMQwSCsBoUpP2lnZwIgxsX1ZiMwkzFihPdtuzczqeYIBkGYfYpGxMKLhrPtzMWSppxz6QNnMCgDSVp/GwjgDJww5dhjTwmWMwtHUwrctoK8QjJqxAax50qnDAWiZa/mpTEwYGqctCgsZyNyZgQYMbXBun01C3tYTUyipuIo5eidz2ogUiUWMgMlFWEAmrXVhCEmEFQt50YEJPRMoRh6yv9sJ3zlrEwck7Lj9q4TC+pKy8C5id65mKwo+RuPVtmQMAtWofHQUWZEn2KmkU8A5RQYSA4ECKzdFDFojJmQnMxIZ0geNoAHXDuc9ABSJUJ5NpViAA4AnWTsiqCMHOqKeRAZlUDa20gZ9RyFR7toxe16CMgIrVirQmPD/QLtZodGAHB+8bnZzm2cZoqKNM9Y3hZE0rWCBZgZckawJDpPFOBDj0iBBjDAITk0hACgiS7IFDaFrUHHCAoMFKXCCI00DlkSwzyEI4OABDRQBRG0BAWAMrXqE5nQbTA810ywIUSAkT3ULf4EjAqIsJirgnipmY6935Ceh9ufYPO4PkrL2UItgKv6Mgf6qByCZF5M1cTAKUPbCMC2aGbFuvbeo91Tdw6AaXratWaXc8waU2p6ZUG0s1plrfEfZtubvV6PfNE+hjkbCaWUgkdVz4sgZkm5ZwZNOfiSnt75pYXiVoYBIuA0yc4JPLIgIRvUgcQcZSSXyLgZVz1XwhG8ZsqGTGAxj8yJkoqJEdXELFBkl8zZpJkNQj9nLblQNEw+J2pXnlJKPjhQROtO0catnQLaDDkrMxuglpzIvJqIY2c9ZiZuZ0XUCodWsVYj55xjB7BYwlPWEfzUb/xkWmo7kYugbeEJ5BxFGGa5qWCQcvi8uuy28Lp1UINRJiehAaZAEnGgtQQjaAYAaZc3nGcCkTmghBiQ4BzggdDKkDUZpZOyhxiRFNzrF6AIJBA5KgxxMYpEQOUEvvC1StQ2K1FWGEs2kEc0CDMVaACJEAIzwBoR5ygCFi4OmZwYAKY+CkKBaR114JdLw/oEJlqGYRmoxsRQZrimFUWFlohAAQg8ksLFCg0wbHVenQI1yKOiJJyGDQMMhUtMETIEOzbAm/CTyhyCSIvnpuNZpIQ6w7HAExAdMkCYQR3xmvRcDaS6710DB1WbQQrvIeuSR33tQTOM4QDj1r3mqUzm6c9M+64gX5RQaEziA1IEExGDDJpN1SjDNHgJvjBLqmAOT/8Z/aUBQKaNqbELIqQavSPAvIPmRpxTCEhJ/NOcChVQWAYZoAbeHk9K6RUS0N7pEWLkhAZw7dxsNp8My0Fv2G/lZy1F+ARkAsMM5ptcO3EpWcFl++qEKSMPgiOkQpzmRqHEJrKwXvXOweLiXpI6mAfYOG9uniL45eUVJ9x6jLI4IPXKAGRLRNxmCqbIURtm8T4oSIFKVVrhK+OdJtVzk5sG7R0oRylF59g01nVV9HsS+PkpzJCqNRmN04jaI/eNpBbjIjnaspwEAFZt4Xnd7lUuOv4MIzXBPNdOgkAYTxNwZAOrWjIShphSBny7xCdoAAe4CBCSwwQGWKHag7Sz4sU41MyBLGYSQTYwNU6zZSYByECyUyjzUzM4VWObZyllLmiAAhZiZO8iuG4wIGx7BKBsIzRBBUaQ1Ip8JHNaC8ocosCAEIEMOFRODblQY7hM1DRSWCusC3XI7XzY0P4rOcusBXwXnJ6dWyliAgNctGmVkXlUAAOFApXCKi2kccEpuQg0aTbibUQP6oPCYhk6CYT0ybmbgdvbta2BJkh3SpO2BCJ6pvXpQomBGICpZlokXPw0XSqgTQMXz8qTyYLmHL13gGmOJgNTZWbTDDMmEFHbvVnIYYENrtXHamYx9L2xGbIiM4iNYaRsZETaeie1v0tbLYNMoJJJwQQFqywcmJGTNuxYTR05Mm4tnQmkuf0FM0s7QsOTahCKzCwA5WwAt9IhIKglIssaHfWtdZEg48XpWmrdq8m1NkMB+lT1R08FHnra54apEVNM0TkhQs6pLTABQ6txgW94H5HMLAEZGWgAZbCDj5V6duQZ1CStHbvuMTuNGmJwLqljlxgnNfbZDwCpDZrhzRyoi1YdHWeOdmkEEIXEDE0QgnPGnICmQTVBjhj1u5N6Vru4hmaMG4QBhOuSrdd3YNfmaA4NI3QLoh0dZw4HLIZwAItIDa5Ul4x4fftLv/Krx//7n54VUx274dbpeEyWOZbRn4x6cti78N0/cOgtNyN4FWfiGkL9PDLdjo6O/120ovapYhBnIAGTlJayQmn3I8f7X7nv3Nm4ki5anc5mMZ1hRk1BVGB5kCbrkKYB1SQCcBeqOjrOeLRSoHIoFxZoIGA5BJpHgEdZy9gAsxk6qabTGRc0CYyKE/nYk5oaiM6hEdoDQmvA2RWCHR1nNlq1Rqs9AwMemBmUIag3QpqGJkTk0HXZT2d15s+ahDKHpL3QuOGkRON6oY1RmZ6vL1NHR8f/MloRUADBQAlkCA6VIRfOu+reff6RA+54HhQnumj1rIOrsRaLXShrhPUqjbQHLT24AJcwsgwFullqR8eZg9TMFJwM2QCCp5kgkpaYz49+XY99vVdPPS7oTuo0tnxuWJcb7fvRZqrqCw7Y7j0KXoYNEhZX1vpdtOroOHPRarHBAAUyCBCec6vSmyjOXJ6J6Myf053U6dEKU0VeARAz+eE60MrfrBmKuNMC7DrtHR1nsKAB2i11gNWgGcKmRXaMACVkgea+dl320+nHGgAaRmb01TnVwnN78YiQPSrCoDumjo4zGK2M0Hg0sIgMqIcNyVNjGKeHPnnr0Xvu1sn2SCbdSZ2elLJU6+P+8u6poun5819904FrrwEWq6HbhA109XNHxxmNVm29EoyJyhnYKahCKqKTrfGff3T3f/iIz2Pp7uc+O1ppNs+Itpb98X7Z7C3xsksyemw8JwzNVuuEsrt509Fxxug2gjo6Orpo1dHR0dFFq46Oji5adXR0dHTRqqOjo6OLVh0dHV206ujo6OiiVUdHR0cXrTo6Orpo1dHR0dFFq46Ojo7nwsGMaoMyiPoOc48TfV2xBusbPZvNy2bPRjIsPSvIPSPMGcyel53h/78cW9ne0I0LafnkLK2v9qnvG1hC7OfQrwkFTUvfaTB0dJzJaGUEDWAFAcpQIIAtKqhAA8qOEY4Nt7uTOo2cmrNjGEYw+jmXYZqCQYixI3UcuzPq6DjD0QqYsBbMfkdCzgMMgRs06jcihpBRMz7t27S1xd1hx+f2b1IJLb09fi/qTOjHzaZMBZKIIxiBkbmLVh0dfw3RavH4GZQgQAbMGOKbpdFs967pNI/G9enRyp4ZrUD0N8w0YSvJNDYD8Az0RE6DogAxwJ13REfHX1e0YmBgkGykJAA5ZIC8B1eDG65ZdZKmzbZLp2cWz/zS8DesawUkAiunmThz5y31ly69IInLRIFBGc7Q78JWR8cZhUwVMSMLlNo6cCtr9nkgUlhCHZFyHPafFa3+pnfZWeeiDWaE7NDz04JqKgUYKTgBDEjn0dXRcUZzq6eXc23gGZQ8BzcAyBUF4FyDzrvldDIXwtRfYjIxkgaSAXkyxzRA0UmudnScydxKTZOpKLEt5lkqiw6xAKJGauBuLet0asqZLIAYpKAaZIAHgoIyQDveHB0dHWcqWiWzLWgAAliefL5sJzvIgAFlN+B6juQKKouclJ5W9NniS6OuEOzoOPOVIBtUoQzoooNOMFo8igZY6k7qdNQhy6J99/SWHQO8CPJd/dzRcWYrQUsGgjEUMCIzwEAGWQQsg0PuTupZ0YqMOO/kUKIgBQATZF6cV9GdUkfHGcytyODjToLFBoICEZZhSqZgEIquAfNsGArUOzlUX+BoUQZqdzgdHX8duZWZdafQ0dHx/z7/E6fRgQwYX0jqAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">129<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xc h2 y85 ff1 fs0 fc1 sc0 ls0 ws0">Planowana <span class="_ _0"></span>budowa <span class="_ _0"></span>magazynu energii <span class="_ _8"></span>przewiduje rozpoczęcie <span class="_ _8"></span>prac w <span class="_ _0"></span>2025 roku <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>za<span class="_ _1"></span>kończenie w <span class="_ _8"></span>2026 roku. </div><div class="t m0 xc h2 yc2c ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _e"> </span>tym <span class="_ _e"> </span>okresie <span class="_ _e"> </span>realizowane <span class="_ _e"> </span>będą <span class="_ _e"> </span>roboty <span class="_ _e"> </span>budowlane, <span class="_ _e"> </span>instalacyjne <span class="_ _e"> </span>oraz <span class="_ _e"> </span>przyłączeniowe, <span class="_ _e"> </span>co <span class="_ _e"> </span>umożliwi </div><div class="t m0 xc h2 yc46 ff2 fs0 fc1 sc0 ls0 ws0">uruchomienie jednostki w terminie. </div><div class="t m0 xa h11 yc47 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Oddanie magazynu energii do użytkowania <span class="_ _8"></span>(<span class="_ _1"></span>2025<span class="ff2">-<span class="ls1">2026)</span> </span></span></span></div><div class="t m0 xc h2 yc48 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>harmono<span class="_ _1"></span>gramem, <span class="_ _8"></span>w<span class="_ _1"></span>ielkoskalowy <span class="_ _8"></span>magazyn energii <span class="_ _0"></span>zostanie od<span class="_ _0"></span>dany do <span class="_ _8"></span>użytkowania najpóźniej <span class="_ _8"></span>do </div><div class="t m0 xc h2 y42d ff1 fs0 fc1 sc0 ls0 ws0">końca <span class="_ _7"></span>2026 <span class="_ _8"></span>roku. <span class="_ _7"></span>Po<span class="_ _1"></span> <span class="_ _7"></span>oddaniu <span class="_ _8"></span>do <span class="_ _8"></span>użytku <span class="_ _7"></span>je<span class="_ _1"></span>dnostka <span class="_ _7"></span>będzie <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>pełni <span class="_ _8"></span>gotowa <span class="_ _7"></span>do<span class="_ _1"></span> <span class="_ _7"></span>świadczenia <span class="_ _8"></span>usług <span class="_ _7"></span>s<span class="_ _1"></span>ystemowych </div><div class="t m0 xc h2 ye35 ff2 fs0 fc1 sc0 ls0 ws0">i uczestnictwa w Rynku Mocy. </div><div class="t m0 x1 h2 ye36 ff1 fs0 fc0 sc0 ls0 ws0">Wpływ na cele ESG<span class="ff2"> </span></div><div class="t m0 x1 h2 y64 ff1 fs0 fc1 sc0 ls0 ws0">Projekt budowy wielkoskalowego magazynu energii elektrycznej p<span class="_ _8"></span>rzyczynia się do:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h193 ye37 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc5">Zwiększenia udziału <span class="_ _8"></span>o<span class="_ _1"></span>dnawialnych ź<span class="_ _0"></span>ródeł energii (OZE) <span class="fc1">w <span class="_ _8"></span>syste<span class="_ _1"></span>mie elektroenergetycznym <span class="_ _8"></span>poprzez poprawę </span></span></span></div><div class="t m0 xc h2 ye38 ff1 fs0 fc1 sc0 ls0 ws0">elastyczności sieci i zmniejszenie ryzyka przeciążeń.<span class="ff2"> </span></div><div class="t m0 xa h193 ye39 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc5">Redukcji <span class="_ _19"> </span>emisji <span class="_ _19"> </span>CO₂ <span class="_ _19"> </span><span class="fc1">dzięki <span class="_ _d"> </span>e<span class="_ _1"></span>fektywniejszemu <span class="_ _d"> </span>zarządzaniu <span class="_ _19"> </span>bilansowaniem <span class="_ _19"> </span>energii <span class="_ _19"> </span>oraz <span class="_ _d"> </span>zmniejszeniu </span></span></span></div><div class="t m0 xc h2 ye3a ff1 fs0 fc1 sc0 ls0 ws0">konieczności uruchamiania wysokoemisyjnych jednostek interwencyjnych.<span class="ff2"> </span></div><div class="t m0 xa h193 ye3b ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc5">Zwiększenia <span class="_ _8"></span>stabilności <span class="_ _8"></span>systemu <span class="_ _8"></span>elektroenergetycznego <span class="fc1">p<span class="_ _0"></span>oprzez <span class="_ _7"></span>ś<span class="_ _1"></span>wiadczenie <span class="_ _8"></span>usług <span class="_ _7"></span>bilansowania <span class="_ _7"></span>i <span class="_ _8"></span>s<span class="_ _1"></span>tabilizacji </span></span></span></div><div class="t m0 xc h2 y3e1 ff2 fs0 fc1 sc0 ls0 ws0">sieci. </div><div class="t m0 x1 h2 y622 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye3c ff1 fs0 fc14 sc0 ls0 ws0">Nakłady inwestycyjne związane z projektem obejmują:<span class="ff2"> </span></div><div class="t m0 xa h193 ye3d ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Koszty dzierżawy gruntów i przygotowania lokalizacji,<span class="ff2"> </span></span></span></div><div class="t m0 xa h193 ye3e ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Budowę infrastruktury magazynowej i systemów zarządzania energią,<span class="ff2"> </span></span></span></div><div class="t m0 xa h193 ye3f ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Koszty przyłączenia do sieci oraz uzyskania wymaganych certyfikatów i pozwoleń.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 ye40 ff1 fs0 fc1 sc0 ls0 ws0">Projekt <span class="_ _c"> </span>znajduje <span class="_ _c"> </span>się <span class="_ _c"> </span>na <span class="_ _c"> </span>zaawansowanym <span class="_ _c"> </span>etapie <span class="_ _c"> </span>rozwoju, <span class="_ _c"> </span>z <span class="_ _c"> </span>wyraźnym <span class="_ _c"> </span>harmonogramem <span class="_ _c"> </span>obejmującym <span class="_ _c"> </span>zarówno </div><div class="t m0 x1 h2 ye41 ff1 fs0 fc1 sc0 ls0 ws0">działania w 2024 roku, jak i planowane prace budowlane w latach 2025<span class="ff2">-<span class="ls1">2026.</span> </span></div><div class="t m0 x1 h2 ye42 ff1 fs0 fc5 sc0 ls0 ws0">Projekt <span class="_ _8"></span>nr <span class="_ _8"></span>3:<span class="_ _1"></span> <span class="_ _8"></span>Rozwój <span class="_ _0"></span>projektu <span class="_ _8"></span>stacji <span class="_ _8"></span>ładowania d<span class="_ _8"></span>la zeroemisyjnych <span class="_ _8"></span>pojazdów <span class="_ _8"></span>ciężarowych z<span class="_ _0"></span> <span class="_ _8"></span>w<span class="_ _1"></span>ykorzystaniem <span class="_ _7"></span>korytarza </div><div class="t m0 x1 h2 ye43 ff2 fs0 fc5 sc0 ls0 ws0">TEN-T </div><div class="t m0 x1 h2 yc56 ff2 fs0 fc0 sc0 ls0 ws0">Opis projektu </div><div class="t m0 x1 h2 ye2a ff1 fs0 fc1 sc0 ls0 ws0">Projekt <span class="_ _9"> </span>dotyczy  b<span class="_ _0"></span>udowy <span class="_ _9"> </span>sieci  stacji <span class="_ _c"> </span>ładowania  energii <span class="_ _9"> </span>elektrycznej <span class="_ _9"> </span>dla  z<span class="_ _0"></span>eroemisyjnych <span class="_ _9"> </span>pojazdów <span class="_ _9"> </span>ciężarowych, </div><div class="t m0 x1 h2 y79c ff1 fs0 fc1 sc0 ls0 ws0">wykorzystując <span class="_ _9"> </span>istniejący  system <span class="_ _9"> </span>korytarzy  transportowych <span class="_ _9"> </span>TEN<span class="_ _1"></span><span class="ff2">-T <span class="_ _9"> </span>(Trans<span class="_ _1"></span>-European <span class="_ _9"> </span>Transport  Network).  C<span class="_ _8"></span>elem </span></div><div class="t m0 x1 h2 ye44 ff1 fs0 fc1 sc0 ls0 ws0">projektu <span class="_ _1d"> </span>jest <span class="_ _1d"> </span>rozwój <span class="_ _1d"> </span>infrastruktury <span class="_ _1d"> </span>ł<span class="_ _1"></span>adowania <span class="_ _1d"> </span>pojazdów <span class="_ _1d"> </span>c<span class="_ _1"></span>iężarowych, <span class="_ _1d"> </span>wspieranie <span class="_ _1d"> </span>dekarbonizacji <span class="_ _1d"> </span>sektora </div><div class="t m0 x1 h2 ye45 ff1 fs0 fc1 sc0 ls0 ws0">transportowego oraz zwiększenie dostępu do środków unijnych i k<span class="_ _0"></span>rajowych, co wpisuje się w cele ESG.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ye2d ff2 fs0 fc1 sc0 ls0 ws0">Wykorzystanie <span class="_ _a"></span>korytarzy <span class="_ _a"></span>TEN-<span class="_ _1"></span><span class="ff1">T <span class="_ _a"></span>zapewnia <span class="_ _a"></span>lepszą <span class="_ _a"></span>integrację <span class="_ _4"></span>z <span class="_ _a"></span>europejską <span class="_ _a"></span>siecią <span class="_ _a"></span>transportową, <span class="_ _a"></span>zwię<span class="_ _1"></span>ksza <span class="_ _a"></span>dostęp <span class="_ _a"></span>do </span></div><div class="t m0 x1 h2 ye2e ff1 fs0 fc1 sc0 ls0 ws0">dodatkowych <span class="_ _b"> </span>funduszy <span class="_ _c"> </span>unijnych <span class="_ _b"> </span>oraz <span class="_ _c"> </span>przyspiesza <span class="_ _b"> </span>rozwój <span class="_ _c"> </span>infrastruktury <span class="_ _c"> </span>niezbędnej <span class="_ _b"> </span>do <span class="_ _c"> </span>transformacji <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>kierunku </div><div class="t m0 x1 h2 ye2f ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego <span class="_ _4"></span>transportu.<span class="ff2"> <span class="_ _4"></span></span>Dzięki <span class="_ _a"></span>dostę<span class="_ _1"></span>pnym <span class="_ _4"></span>dotacjom, <span class="_ _a"></span>kos<span class="_ _1"></span>zty <span class="_ _a"></span>inwestycji <span class="_ _4"></span>mogą <span class="_ _4"></span>być <span class="_ _4"> </span>z<span class="_ _1"></span>nacznie <span class="_ _a"></span>zredukowane<span class="_ _1"></span>, <span class="_ _a"></span>co </div><div class="t m0 x1 h2 ye30 ff1 fs0 fc1 sc0 ls0 ws0">poprawia <span class="_ _8"></span>opłacalność<span class="_ _1"></span> <span class="_ _8"></span>projektu<span class="_ _1"></span> <span class="_ _8"></span>w długim terminie. <span class="_ _8"></span>Publiczne wsparcie <span class="_ _0"></span>finansowe z<span class="_ _8"></span>mnie<span class="_ _1"></span>jsza ry<span class="_ _8"></span>zyko<span class="_ _1"></span> <span class="_ _8"></span>inwe<span class="_ _1"></span>stycji <span class="_ _8"></span>w nową </div><div class="t m0 x1 h2 ye31 ff1 fs0 fc1 sc0 ls0 ws0">technologię, szczególnie w kontekście niepewności co do prz<span class="_ _0"></span>yszłe<span class="_ _1"></span>j rentownoś<span class="ff2">ci. </span></div><div class="t m0 x1 h2 y378 ff1 fs0 fc0 sc0 ls0 ws0">Postęp realizacji projektu<span class="ff2"> </span></div><div class="t m0 xa h11 y26d ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Identyfikacja i ocena lokalizacji </span></span></div><div class="t m0 xc h2 y336 ff1 fs0 fc1 sc0 ls0 ws0">Zespół <span class="_ _a"></span>projektowy <span class="_ _6"></span>przeprowadził <span class="_ _a"></span>identyfikację <span class="_ _6"></span>potenc<span class="_ _1"></span>jalnych <span class="_ _6"></span>lokalizacji <span class="_ _a"></span>stacji <span class="_ _6"></span>ładow<span class="_ _1"></span>ania, <span class="_ _6"></span>s<span class="_ _1"></span>kupiają<span class="_ _0"></span>c <span class="_ _a"></span>się <span class="_ _6"></span>na<span class="_ _1"></span> </div><div class="t m0 xc h2 ye46 ff1 fs0 fc1 sc0 ls0 ws0">strategicznych <span class="_ _8"></span>punktach wzd<span class="_ _8"></span>ł<span class="_ _1"></span>uż <span class="_ _8"></span>korytarzy TEN<span class="ff2">-</span>T, <span class="_ _8"></span>co <span class="_ _0"></span>zapewni ma<span class="_ _0"></span>ksymalną <span class="_ _8"></span>e<span class="_ _1"></span>fektywność <span class="_ _8"></span>oraz dostępność <span class="_ _8"></span>dla </div><div class="t m0 xc h2 y367 ff1 fs0 fc1 sc0 ls0 ws0">pojazdów ciężarowych.<span class="ff2"> </span></div><div class="t m0 xa h11 ye47 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Studium wykonalności<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 ye48 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>2025 <span class="_ _4"></span>r. <span class="_ _a"></span>planowane <span class="_ _4"></span>jest <span class="_ _a"></span>zamówienie <span class="_ _a"></span>studium <span class="_ _4"></span>wykonalności <span class="_ _a"></span>projektu, <span class="_ _a"></span>które <span class="_ _4"></span>będzie <span class="_ _a"></span>obejmowało <span class="_ _a"></span>analizę </div><div class="t m0 xc h2 yb88 ff1 fs0 fc1 sc0 ls0 ws0">techniczną, finansową oraz środowiskową.<span class="ff2"> </span></div><div class="t m0 xa h11 y950 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Zidentyfikowanie źródeł finansowania<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 ye49 ff1 fs0 fc1 sc0 ls0 ws0">Dokonano identyfikacji <span class="_ _1"></span>dostępnych <span class="_ _1"></span>źródeł <span class="_ _1"></span>wsparcia finans<span class="_ _1"></span>owego, w<span class="_ _1"></span> tym <span class="_ _1"></span>środków <span class="_ _1"></span>z N<span class="_ _1"></span>arodowego <span class="_ _1"></span>Funduszu </div><div class="t m0 xc h2 ye4a ff1 fs0 fc1 sc0 ls0 ws0">Ochrony <span class="_ _6"></span>Środowiska <span class="_ _6"></span>i <span class="_ _6"></span>Gospodarki <span class="_ _6"></span>Wodnej <span class="_ _a"></span>(NFOŚiGW) <span class="_ _6"></span>oraz <span class="_ _6"></span>funduszy <span class="_ _6"></span>unijnych.<span class="_ _1"></span> <span class="_ _6"></span>W <span class="_ _6"></span>projekcie <span class="_ _6"></span>uwzględniono </div><div class="t m0 xc h2 ye4b ff1 fs0 fc1 sc0 ls0 ws0">także <span class="_ _1"></span>możliwość <span class="_ _6"></span>korzystania <span class="_ _6"></span>z <span class="_ _6"></span>ulg <span class="_ _6"></span>podatkowych <span class="_ _6"></span>i <span class="_ _6"></span>innyc<span class="_ _1"></span>h <span class="_ _1"></span>inst<span class="_ _1"></span>rume<span class="_ _1"></span>ntów <span class="_ _1"></span>finans<span class="_ _1"></span>owych <span class="_ _1"></span>wspierających <span class="_ _6"></span>rozwój </div><div class="t m0 xc h2 y2db ff2 fs0 fc1 sc0 ls0 ws0">infrastruktury zeroemisyjnej. </div><div class="t m0 xa h11 y29f ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Przygotowanie dokumentacji i pozwoleń<span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf82" class="pf w0 h0" ><div class="pc pc82 w0 h0"><img class="bi x9 ye4c w9 h194" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">130<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xc h2 y85 ff1 fs0 fc1 sc0 ls0 ws0">W 2025 roku rozpoczęto prace na<span class="_ _1"></span>d dokumentacją projektową oraz pozyskiwaniem wymaganych pozwoleń, </div><div class="t m0 xc h2 yc2c ff1 fs0 fc1 sc0 ls0 ws0">w tym decyzji środowiskowych i p<span class="_ _0"></span>ozwoleń budowlanych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ye4d ff1 fs0 fc0 sc0 ls0 ws0">Wpływ na cele ESG<span class="ff2"> </span></div><div class="t m0 x1 h2 ye4e ff1 fs0 fc1 sc0 ls0 ws0">Projekt budowy stacji ładowania dla pojazdów ciężarowych przyczynia się do:<span class="ff2"> </span></div><div class="t m0 xa h11 ye4f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Redukcji <span class="_ _4"> </span>e<span class="_ _1"></span>misji <span class="_ _4"></span>CO₂ <span class="_ _5"> </span>poprzez <span class="_ _5"> </span>wspieranie <span class="_ _5"> </span>rozwoju <span class="_ _5"> </span>zeroemisyjnego <span class="_ _4"> </span>transportu <span class="_ _5"> </span>ciężarowe<span class="_ _1"></span>go, <span class="_ _4"></span>który <span class="_ _4"></span>stanowi </span></span></div><div class="t m0 xc h2 ye50 ff1 fs0 fc1 sc0 ls0 ws0">jeden z największych źródeł emisji w sektorze <span class="ff2">transportowym. </span></div><div class="t m0 xa h11 ye51 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozwoju <span class="_ _9"> </span>infrastruktury  z<span class="_ _0"></span>równow<span class="_ _1"></span>ażonego <span class="_ _9"> </span>transportu <span class="_ _9"> </span>wzdłuż  koryta<span class="_ _0"></span>rzy  TEN<span class="ff2">-</span>T, <span class="_ _9"> </span>co<span class="_ _1"></span> <span class="_ _9"> </span>wspiera <span class="_ _9"> </span>integrację  z </span></span></div><div class="t m0 xc h2 ye52 ff1 fs0 fc1 sc0 ls0 ws0">europejską siecią transportową i poprawia efektywność logistyczną.<span class="ff2"> </span></div><div class="t m0 xa h11 y64 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Promowania innowacyjnych <span class="_ _8"></span>rozwiązań technologicznych poprzez <span class="_ _8"></span>zastos<span class="_ _1"></span>owanie zaa<span class="_ _0"></span>wansowanych systemów </span></span></div><div class="t m0 xc h2 ybb6 ff1 fs0 fc1 sc0 ls0 ws0">ładowania.<span class="ff2"> </span></div><div class="t m0 xc h2 ye53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye54 ff1 fs0 fc14 sc0 ls0 ws0">Nakłady inwestycyjne związane z projektem obejmują:<span class="ff2"> </span></div><div class="t m0 xa h11 y8f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Koszty pozyskania lokalizacji i uzyskania pozwoleń,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yd5b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zakup i instalację sprzętu do ładowania<span class="_ _0"></span>,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ye55 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Prace budowlane i przyłączeniowe,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ye56 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Koszty monitorowania i utrzymania infrastruktury po jej uruchomieniu. </span></span></div><div class="t m0 x1 h2 ye57 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye58 ff1 fs0 fc1 sc0 ls0 ws0">Projekt <span class="_ _7"></span>znajduje <span class="_ _8"></span>się <span class="_ _7"></span>o<span class="_ _1"></span>becnie <span class="_ _7"></span>na <span class="_ _7"></span>etapie <span class="_ _8"></span>identyfikacji <span class="_ _7"></span>lokalizacji <span class="_ _8"></span>oraz <span class="_ _7"></span>pr<span class="_ _1"></span>zygotowania <span class="_ _7"></span>dokumentacji. <span class="_ _7"></span>R<span class="_ _1"></span>ealizacja <span class="_ _7"></span>planowana </div><div class="t m0 x1 h2 y6b ff2 fs0 fc1 sc0 ls0 ws0">jest <span class="_ _24"> </span>na <span class="_ _24"> </span>lata <span class="_ _10"> </span>2025<span class="_ _1"></span>-<span class="ls1">2026.</span> <span class="_ _24"> </span><span class="ff1">Analiza <span class="_ _10"> </span>kos<span class="_ _1"></span>ztów <span class="_ _24"> </span>projektu <span class="_ _24"> </span>zostanie <span class="_ _24"> </span>zaprezentowana <span class="_ _10"> </span>w<span class="_ _1"></span> <span class="_ _24"> </span>kolejnym <span class="_ _24"> </span>Sprawozdaniu </span></div><div class="t m0 x1 h2 ye59 ff1 fs0 fc1 sc0 ls0 ws0">Zrównoważonego Rozwoju.<span class="ff2"> </span></div><div class="t m0 x1 h2 yc51 ff1 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _a"></span>istotnych <span class="_ _4"></span>projektów <span class="_ _a"></span>z<span class="_ _1"></span> <span class="_ _a"></span>zakre<span class="_ _1"></span>su <span class="_ _a"></span>wspierania <span class="_ _a"></span>trans<span class="_ _1"></span>formacji <span class="_ _a"></span>ene<span class="_ _1"></span>rgetycznej <span class="_ _a"></span>Grupa <span class="_ _a"></span>UNIMOT<span class="_ _1"></span> <span class="_ _a"></span>zalicza <span class="_ _a"></span>ró<span class="_ _1"></span>wnież <span class="_ _a"></span>montaż </div><div class="t m0 x1 h2 ye09 ff1 fs0 fc1 sc0 ls0 ws0">instalacji PV <span class="_ _1"></span>realizowany <span class="_ _1"></span>przez Spółkę <span class="_ _1"></span>UNIMOT Ene<span class="_ _1"></span>rgia i <span class="_ _1"></span>Gaz<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>zarówno <span class="_ _1"></span>na rzec<span class="_ _1"></span>z innych <span class="_ _1"></span>Spółek <span class="_ _1"></span>z Grupy<span class="_ _1"></span> Kapitałowej, </div><div class="t m0 x1 h2 ye5a ff1 fs0 fc1 sc0 ls0 ws0">jak <span class="_ _1"></span>i <span class="_ _1"></span>klientów <span class="_ _6"></span>zewnętrznych. <span class="_ _6"></span>Zakończone <span class="_ _1"></span>w <span class="_ _6"></span>2024 <span class="_ _1"></span>roku <span class="_ _6"></span>umowy <span class="_ _1"></span>przyłączeniowe <span class="_ _1"></span>zos<span class="_ _1"></span>tały <span class="_ _1"></span>zaprezentowane <span class="_ _1"></span>w <span class="_ _6"></span>poniższej </div><div class="t m0 x1 h2 ye5b ff2 fs0 fc1 sc0 ls0 ws0">tabeli. </div><div class="t m0 x1 h2 ye5c ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ye5d wa3 h195"><div class="t m0 xb h2 yd55 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c xe6 ye5d wa4 h195"><div class="t m0 xb h2 yd55 ff2 fs0 fc5 sc0 ls0 ws0">Moc instalacji (kW) </div></div><div class="c x49 ye5d w82 h195"><div class="t m0 xb h2 yd55 ff2 fs0 fc5 sc0 ls0 ws0">Planowana produkcja z PV w kWh  </div><div class="t m0 xb h2 ye5e ff1 fs0 fc5 sc0 ls0 ws0">(przyjęto 950 k<span class="ff2">Wh z 1 KW) </span></div></div><div class="c x1 yad7 wa3 h192"><div class="t m0 xb h2 y40b ff2 fs0 fc1 sc0 ls0 ws0">RAZEM </div></div><div class="c xe6 yad7 wa4 h192"><div class="t m0 xb h2 y40b ff2 fs0 fc1 sc0 ls0 ws0">2 078,71 </div></div><div class="c x49 yad7 w82 h192"><div class="t m0 xb h2 y40b ff2 fs0 fc1 sc0 ls0 ws0">1 974 774,50 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d ye5f ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d ye60 ff2 fs5 fc1 sc0 ls0 ws0"> Tabela 2-1<span class="ls1f">7.</span> <span class="ff1">Projekty z zakresu montażu <span class="_ _0"></span>instalacji fotowoltaicznej zrealizowane przez Grupę UNIMOT w 2024 r.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m2 x1 h1d y1ef ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye61 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"> </span>poniższe<span class="_ _1"></span>j <span class="_ _4"></span>tabeli <span class="_ _4"> </span>za<span class="_ _1"></span>prezentowano <span class="_ _4"> </span>ze<span class="_ _1"></span>stawienie <span class="_ _4"></span>emisji <span class="_ _5"> </span>CO</div><div class="t m0 x59 h5d ya7b ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 xe7 h2 ye61 ff1 fs0 fc1 sc0 ls0 ws0">, <span class="_ _4"></span>których <span class="_ _5"> </span>udało <span class="_ _5"> </span>się <span class="_ _5"> </span>uniknąć <span class="_ _4"> </span>dzię<span class="_ _1"></span>ki <span class="_ _4"></span>realizacji <span class="_ _5"> </span>projektów </div><div class="t m0 x1 h2 yb68 ff1 fs0 fc1 sc0 ls0 ws0">montażu instalacji <span class="_ _1"></span>fotowoltaicznych <span class="_ _1"></span>przez Grupę <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>w <span class="_ _1"></span>2024 <span class="_ _1"></span>r. Na <span class="_ _1"></span>podstawie <span class="_ _1"></span>najnowszych <span class="_ _1"></span>dostępnych d<span class="_ _1"></span>anych </div><div class="t m0 x1 h2 ye62 ff1 fs0 fc1 sc0 ls0 ws0">opublikowanych <span class="_ _4"></span>przez <span class="_ _4"> </span>Kr<span class="_ _1"></span>ajowy <span class="_ _4"> </span>Ośro<span class="_ _1"></span>dek <span class="_ _4"></span>Bilansowania <span class="_ _5"> </span>i <span class="_ _4"></span>Zarządzania <span class="_ _5"> </span>Emisjami <span class="_ _5"> </span>(KOBiZE), <span class="_ _5"> </span>wskaźnik <span class="_ _4"></span>emisji <span class="_ _5"> </span>CO₂ <span class="_ _5"> </span>dla </div><div class="t m0 x1 h2 y494 ff1 fs0 fc1 sc0 ls0 ws0">energii e<span class="_ _1"></span>lektrycznej w <span class="_ _1"></span>Polsce wynos<span class="_ _1"></span>i 685 <span class="_ _1"></span>kg CO₂/MW<span class="_ _1"></span>h.<span class="ff2"> <span class="_ _1"></span></span>Na <span class="_ _1"></span>tym ws<span class="_ _1"></span>kaźniku Grupa <span class="_ _1"></span>oparła o<span class="_ _1"></span>bliczenia zaprezentowane </div><div class="t m0 x1 h2 ye63 ff2 fs0 fc1 sc0 ls0 ws0">w tabeli.  </div></div><div class="c x1 y220 wa5 h196"><div class="t m0 xd h2 ye64 ff2 fs0 fc5 sc0 ls0 ws0">Moc instalacji </div></div><div class="c xe8 y220 wa6 h196"><div class="t m0 xd h2 ye65 ff2 fs0 fc5 sc0 ls0 ws0">Planowana produkcja z PV w kWh </div><div class="t m0 xd h2 ycc8 ff1 fs0 fc5 sc0 ls0 ws0">(przyjęto 950 kWh z 1 KW)<span class="ff2"> </span></div></div><div class="c xb1 y220 wa7 h196"><div class="t m0 xd h2 ye65 ff1 fs0 fc5 sc0 ls0 ws0">Ilość zaoszczędzonych emisji CO2 (w </div><div class="t m0 xd h2 ycc8 ff2 fs0 fc5 sc0 ls0 ws0">kg/rok) </div></div><div class="c x1 yc0 wa5 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">99,90 </div></div><div class="c xe8 yc0 wa6 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">94 905,00 </div></div><div class="c xb1 yc0 wa7 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">65 009,93 </div></div><div class="c x1 ye67 wa5 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">99,90 </div></div><div class="c xe8 ye67 wa6 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">94 905,00 </div></div><div class="c xb1 ye67 wa7 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">65 009,93 </div></div><div class="c x1 y74b wa5 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">99,90 </div></div><div class="c xe8 y74b wa6 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">94 905,00 </div></div><div class="c xb1 y74b wa7 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls1 ws0">65 <span class="ls0">009,93 </span></div></div><div class="c x1 y46 wa5 h198"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">184,00 </div></div><div class="c xe8 y46 wa6 h198"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">174 800,00 </div></div><div class="c xb1 y46 wa7 h198"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">119 738,00 </div></div><div class="c x1 y7d7 wa5 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">49,68 </div></div><div class="c xe8 y7d7 wa6 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">47 196,00 </div></div><div class="c xb1 y7d7 wa7 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">32 329,26 </div></div><div class="c x1 ye68 wa5 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">49,14 </div></div><div class="c xe8 ye68 wa6 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">46 683,00 </div></div><div class="c xb1 ye68 wa7 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">31 977,86 </div></div><div class="c x1 ye69 wa5 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">10,12 </div></div><div class="c xe8 ye69 wa6 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">9 614,00 </div></div><div class="c xb1 ye69 wa7 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">6 585,59 </div></div><div class="c x1 yc44 wa5 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">9,56 </div></div><div class="c xe8 yc44 wa6 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">9 082,00 </div></div><div class="c xb1 yc44 wa7 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">6 221,17 </div></div><div class="c x1 yf1 wa5 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">592,90 </div></div><div class="c xe8 yf1 wa6 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">563 255,00 </div></div><div class="c xb1 yf1 wa7 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">385 829,68 </div></div><div class="c x1 yc7e wa5 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">249,32 </div></div><div class="c xe8 yc7e wa6 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">236 854,00 </div></div><div class="c xb1 yc7e wa7 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">162 244,99 </div></div></div><div class="pi" ></div></div><div id="pf83" class="pf w0 h0" ><div class="pc pc83 w0 h0"><img class="bi x9 ye6a w43 h199" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">131<span class="ls0"> </span></div></div><div class="c x1 ye6b wa5 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">119,14 </div></div><div class="c xe8 ye6b wa6 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">113 183,00 </div></div><div class="c xb1 ye6b wa7 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">77 530,36 </div></div><div class="c x1 ye6c wa5 h198"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">30,94 </div></div><div class="c xe8 ye6c wa6 h198"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">29 393,00 </div></div><div class="c xb1 ye6c wa7 h198"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls1 ws0">20 <span class="ls0">134,21 </span></div></div><div class="c x1 ye6d wa5 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">48,40 </div></div><div class="c xe8 ye6d wa6 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">45 980,00 </div></div><div class="c xb1 ye6d wa7 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">31 496,30 </div></div><div class="c x1 y2fa wa5 h19a"><div class="t m0 xd h2 y9e ff2 fs0 fc1 sc0 ls0 ws0">13,65 </div></div><div class="c xe8 y2fa wa6 h19a"><div class="t m0 xd h2 y9e ff2 fs0 fc1 sc0 ls0 ws0">12 967,50 </div></div><div class="c xb1 y2fa wa7 h19a"><div class="t m0 xd h2 y9e ff2 fs0 fc1 sc0 ls0 ws0">8 882,74 </div></div><div class="c x1 ye6e wa5 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">290,00 </div></div><div class="c xe8 ye6e wa6 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">275 500,00 </div></div><div class="c xb1 ye6e wa7 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">188 717,50 </div></div><div class="c x1 ye6f wa5 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">6,44 </div></div><div class="c xe8 ye6f wa6 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">6 118,00 </div></div><div class="c xb1 ye6f wa7 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">4 190,83 </div></div><div class="c x1 ye70 wa5 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">5,76 </div></div><div class="c xe8 ye70 wa6 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">5 472,00 </div></div><div class="c xb1 ye70 wa7 h197"><div class="t m0 xd h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0">3 748,32 </div></div><div class="c x1 ye71 wa5 h6"><div class="t m0 xd h2 y7e1 ff2 fs0 fc1 sc0 ls1 ws0">50<span class="ls0"> </span></div></div><div class="c xe8 ye71 wa6 h6"><div class="t m0 xd h2 y7e1 ff2 fs0 fc1 sc0 ls0 ws0">47 500,00 </div></div><div class="c xb1 ye71 wa7 h6"><div class="t m0 xd h2 y7e1 ff2 fs0 fc1 sc0 ls0 ws0">32 537,50 </div></div><div class="c x1 y301 wa5 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">10,08 </div></div><div class="c xe8 y301 wa6 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">9 576,00 </div></div><div class="c xb1 y301 wa7 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">6 559,56 </div></div><div class="c x1 ye72 wa5 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls1 ws0">10<span class="ls0"> </span></div></div><div class="c xe8 ye72 wa6 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">9 500,00 </div></div><div class="c xb1 ye72 wa7 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">6 507,50 </div></div><div class="c x1 ye73 wa5 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">49,88 </div></div><div class="c xe8 ye73 wa6 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">47 386,00 </div></div><div class="c xb1 ye73 wa7 he1"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">32 459,41 </div></div><div class="c x1 ye74 wa5 h19b"><div class="t m0 xd h2 ye75 ff2 fs0 fc1 sc0 ls0 ws0">RAZEM: </div></div><div class="c xe8 ye74 wa6 h19b"><div class="t m0 xd h2 ye75 ff2 fs0 fc1 sc0 ls0 ws0">1 974 774,50 </div></div><div class="c xb1 ye74 wa7 h19b"><div class="t m0 xd h2 ye75 ff2 fs0 fc1 sc0 ls0 ws0">1 352 720,57 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d ye76 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d ye77 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _9"> </span>2-18<span class="ls1d">. <span class="_ _9"> </span></span>Ze<span class="_ _1"></span>stawienie <span class="_ _9"> </span>emisji <span class="_ _71"> </span>CO</div><div class="t m2 x75 h19c ye78 ff2 fsb fc1 sc0 ls0 ws0">2</div><div class="t m2 x7c h1d ye77 ff1 fs5 fc1 sc0 ls0 ws0">, <span class="_ _9"> </span>których  uda<span class="_ _0"></span>ło <span class="_ _71"> </span>się <span class="_ _71"> </span>uniknąć <span class="_ _9"> </span>dzięki <span class="_ _9"> </span>realizacji <span class="_ _71"> </span>projektów  montaż<span class="_ _0"></span>u <span class="_ _9"> </span>ins<span class="_ _1"></span>talacji<span class="_ _8"></span> </div><div class="t m2 x1 h1d ye79 ff1 fs5 fc1 sc0 ls0 ws0">fotowoltaicznych przez Grupę UNIMOT w 2024 r.<span class="ff2"> </span></div><div class="t m0 x1 h2 ye7a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye7b ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _17"> </span>poniższej <span class="_ _19"> </span>tabeli <span class="_ _17"> </span>zaprezentowano <span class="_ _f"> </span>łączną <span class="_ _19"> </span>wartość <span class="_ _17"> </span>projektów<span class="ff2"> <span class="_ _17"> </span></span>zakresu <span class="_ _17"> </span>montażu <span class="_ _17"> </span>instalacji <span class="_ _19"> </span><span class="ff2">fotow<span class="_ _1"></span>oltaicznych </span></div><div class="t m0 x1 h2 ye7c ff2 fs0 fc1 sc0 ls0 ws0">zakontraktowanych w 2024 roku i zaplanowanych do realizacji na 2025 rok.  </div><div class="t m2 x1 h1d ya18 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ye7d wa8 h19d"><div class="t m2 xb h1d y3db ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x49 ye7d wa9 h19d"><div class="t m0 xb h2 y3db ff2 fs0 fc5 sc0 ls0 ws0">Moc instalacji (kW)</div><div class="t m2 x1c h1d y3db ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ye7e wa8 h192"><div class="t m0 xb h2 y40b ff2 fs0 fc1 sc0 ls0 ws0">RAZEM </div></div><div class="c x49 ye7e wa9 h192"><div class="t m0 xb h2 y40b ff2 fs0 fc1 sc0 ls0 ws0">2 721,60 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yd98 ff2 fs5 fc5 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d ye7f ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-19<span class="ff1">. Projekty z zakresu montażu instalacji fotow<span class="_ _1"></span>oltaicznej zak<span class="_ _0"></span>ontraktowane przez <span class="_ _1"></span>Grupę UNIMOT w<span class="_ _1"></span> 2024 r. </span></div><div class="t m2 x1 h1d y429 ff2 fs5 fc1 sc0 ls0 ws0">i zaplanowane do realizacji <span class="_ _0"></span>w 2025 r. </div><div class="t m0 x1 h2 y7f8 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y724 ff1 fs0 fc5 sc0 ls0 ws0">Ograniczenie emisji własnych –<span class="ff2"> instalacje OZE<span class="fc1"> </span></span></div><div class="t m0 x1 h2 ye80 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye81 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 roku Spółka RCEkoenergia <span class="_ _0"></span>realizowała projekty budowy instalacji fotowoltaicznej:<span class="ff2"> </span></div><div class="t m0 xa h11 ye82 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _12"></span><span class="ff2 fc1"> <span class="ff1">o mocy 118,68 kW na wydzierżawionych dachach budynków </span>UNIMOT Bitumen, </span></span></div><div class="t m0 xa h11 ye83 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _12"></span><span class="ff2 fc1"> <span class="ff1">o mocy 130,64 kW na wydzierżawionych dachach budynków </span>UNIMOT Bitumen, </span></span></div><div class="t m0 xa h11 yd32 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _12"></span><span class="ff2 fc1"> <span class="ff1">o mocy 48,4 kW na wydzierżawionych dachach budynków </span>UNIMOT Bitumen, </span></span></div><div class="t m0 x1 h2 y314 ff1 fs0 fc1 sc0 ls0 ws0">Sumaryczna moc wybudowanych w 2024 roku instala<span class="_ _0"></span>cji wyniosła 297,72 kW.<span class="ff2"> </span></div><div class="t m0 x1 h2 ycad ff1 fs0 fc1 sc0 ls0 ws0">Osiągnięte efekty:<span class="ff2"> </span></div><div class="t m0 xa h11 y365 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _12"></span><span class="ff1 fc1">Wzros<span class="_ _1"></span>t udziału mocy <span class="_ _0"></span>instalacji fotowoltaicznych o <span class="_ _1"></span><span class="ff2">85,9  % w stosunku do rok<span class="_ _0"></span>u 2023 r.,  </span></span></span></div><div class="t m0 xa h11 ye84 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _12"></span><span class="ff1 fc1">Wzros<span class="_ _1"></span>t ilości energii <span class="_ _0"></span>z własnych źródeł OZE o w stosunku do roku 2023 r. o <span class="ff2 ls1">58<span class="ls0">%,  </span></span></span></span></div><div class="t m0 xa h11 ye85 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _12"></span><span class="ff1 fc1">Wzros<span class="_ _1"></span>t udziału energii <span class="_ _0"></span>z OZE w wytwarzaniu energii elektrycznej do 1<span class="ff2">4,7<span class="lse">%.</span> </span></span></span></div><div class="t m0 x1 h2 ye86 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye87 ff2 fs0 fc5 sc0 ls0 ws0">Stacje AVIA </div><div class="t m0 x1 h2 ye88 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye89 ff1 fs0 fc1 sc0 ls0 ws0">W instalacje fotow<span class="_ _1"></span>oltaiczne wyposażonych jest obec<span class="_ _1"></span>nie 9 stacji.  <span class="_ _1"></span>Ilość produkowanej przez<span class="_ _1"></span> instalacje fo<span class="_ _1"></span>towoltaiczne </div><div class="t m0 x1 h2 ye8a ff1 fs0 fc1 sc0 ls0 ws0">energii <span class="_ _1"></span>zmniejsza <span class="_ _1"></span>koszty i <span class="_ _1"></span>wyko<span class="_ _1"></span>rzystanie  <span class="_ _1"></span>ene<span class="_ _1"></span>rgii pocho<span class="_ _1"></span>dzącej z <span class="_ _1"></span>innych <span class="_ _1"></span>źródeł. <span class="_ _1"></span>Oszc<span class="_ _1"></span>zędności sięgają <span class="_ _1"></span>nawet <span class="_ _1"></span>do <span class="_ _1"></span>50% </div><div class="t m0 x1 h2 y358 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _a"></span>skali <span class="_ _a"></span>roku <span class="_ _4"></span>w <span class="_ _a"></span>niektórych <span class="_ _4"></span>lok<span class="_ _1"></span>alizacja<span class="_ _0"></span>ch. <span class="_ _a"></span>W<span class="_ _1"></span> <span class="_ _a"></span>2025 <span class="_ _a"></span>roku<span class="_ _1"></span> <span class="_ _a"></span>zostaną <span class="_ _4"></span>uruchomione <span class="_ _4"></span>kolejne <span class="_ _a"></span>4 <span class="_ _4"></span>instalacje <span class="_ _a"></span>na <span class="_ _a"></span>stacjach <span class="_ _4"></span>oraz </div><div class="t m0 x1 h2 ye8b ff1 fs0 fc1 sc0 ls0 ws0">przeprowadzone zostaną analizy dotyczące możliwości technicznych montażu <span class="_ _0"></span>instalacji na kolejnych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ye8c ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yd21 ff1 fs0 fc1 sc0 ls0 ws0">Dane dotyczące wielkośc<span class="_ _1"></span>i produkcji własnej <span class="_ _1"></span>energii elektrycznej w ins<span class="_ _1"></span>talacjach OZE zapreze<span class="_ _1"></span>ntowano w części 2.<span class="_ _1"></span>1.3. </div><div class="t m0 x1 h2 ye8d ff2 fs0 fc1 sc0 ls0 ws0">Sprawozdania.  </div><div class="t m0 x1 h2 yc08 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf84" class="pf w0 h0" ><div class="pc pc84 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">132<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc5 sc0 ls0 ws0">Istotny wk<span class="_ _0"></span>ład <span class="_ _8"></span>w dążenia <span class="_ _0"></span>do redukcji <span class="_ _8"></span>emisji ma <span class="_ _8"></span>Spółka Operator <span class="_ _8"></span>Klastra Energii <span class="_ _8"></span>będąca koordynatorem <span class="_ _8"></span>klastra energii </div><div class="t m0 x1 h2 y5e ff1 fs0 fc5 sc0 ls0 ws0">Żywiecka Energia Przyszłości.<span class="ff2"> </span></div><div class="t m0 x1 h2 ye8e ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye8f ff1 fs0 fc1 sc0 ls0 ws0">W raportowanym okresie realizowane były <span class="_ _0"></span>projekty:<span class="ff2"> </span></div><div class="t m0 x1 h2 ye90 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa h11 ye91 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Współpraca z Agencją Rozwoju Regionalnego S.A. w Bielsku<span class="_ _0"></span> –<span class="ff2"> </span>Białej –<span class="ff2"> </span>koordynatorem 3 Klastrów Energii<span class="_ _1"></span><span class="ff2">; </span></span></span></div><div class="t m0 xa h11 ye92 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Współpraca z Ministerstwem Rozwoju i Technologii w zakresie przygotowania <span class="_ _0"></span>naboru Inwestycja B2.2.2” </span></span></div><div class="t m0 xc h2 ye93 ff1 fs0 fc1 sc0 ls0 ws0">Instalacje OZE realizowane przez społeczności energetyczne” (wizyta studyjna<span class="_ _8"></span>,<span class="_ _1"></span> konsultacje kryteriów);<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 ye94 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Uczestnictwo w pracach Krajowej Izby Klastrów Energii i OZE<span class="ff2">; </span></span></span></div><div class="t m0 xa h11 ye95 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wsparcie Sta<span class="_ _0"></span>rostwa P<span class="_ _0"></span>owiatowego w <span class="_ _8"></span>Żywcu w <span class="_ _8"></span>pozyskaniu Partnera <span class="_ _8"></span>Strategicznego do <span class="_ _8"></span>projektu: „Utworzenie </span></span></div><div class="t m0 xc h2 y1b ff1 fs0 fc1 sc0 ls0 ws0">Branżowego Centrum <span class="_ _1"></span>Umiejętności <span class="_ _1"></span>przy Zespole <span class="_ _1"></span>Szkół Mechaniczno<span class="_ _1"></span><span class="ff2">- </span>Ele<span class="_ _1"></span>ktrycznych w <span class="_ _1"></span>˙Żywcu <span class="_ _1"></span>w dziedzinie </div><div class="t m0 xc h2 ye96 ff1 fs0 fc1 sc0 ls0 ws0">energetyki odnawialnej słonecznej”<span class="ff2">; </span></div><div class="t m0 xa h11 ye97 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wsparcie Związku Międzygminnego ds. Ekologii w <span class="_ _0"></span>Żywcu w pozyskaniu środków na realizację projektów: <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xc h2 ye98 ff1 fs0 fc1 sc0 ls0 ws0">„Poprawa efektywności w<span class="_ _1"></span>ykorzystania energii elektrycznej po<span class="_ _1"></span>przez budowę sie<span class="_ _1"></span>ci zarządzanych magazynów </div><div class="t m0 xc h2 y433 ff1 fs0 fc1 sc0 ls0 ws0">energii na terenie powiatu żywieckiego”<span class="ff2">, </span></div><div class="t m0 xc h2 y328 ff1 fs0 fc1 sc0 ls0 ws0">„ Rozwój Klastra Energii Żywiecka Energia Przyszłości”<span class="ff2">, </span></div><div class="t m0 xc h2 ye99 ff1 fs0 fc1 sc0 ls0 ws0">„Poprawa <span class="_ _1"></span>bezpieczeństwa <span class="_ _1"></span>energetycznego <span class="_ _6"></span>poprzez <span class="_ _1"></span>rozwój <span class="_ _1"></span>ene<span class="_ _1"></span>rgetyki <span class="_ _1"></span>rozproszonej <span class="_ _6"></span>–<span class="ff2"> <span class="_ _6"></span></span>aktywne <span class="_ _1"></span>zarządzanie </div><div class="t m0 xc h2 y659 ff1 fs0 fc1 sc0 ls0 ws0">energią w Żywieckim Klastrze Energii  z uwzględ<span class="_ _0"></span>nieniem obszarów samobilansujących”<span class="ff2">;<span class="_ _1"></span> </span></div><div class="t m0 xa h11 ye9a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wsparcie <span class="_ _e"> </span>Gminy <span class="_ _d"> </span>Gilowice <span class="_ _e"> </span>w <span class="_ _e"> </span>pozyskaniu <span class="_ _e"> </span>ś<span class="_ _1"></span>rodków <span class="_ _e"> </span>na <span class="_ _e"> </span>re<span class="_ _1"></span>alizację <span class="_ _e"> </span>projektu: <span class="_ _e"> </span>„Budowa <span class="_ _d"> </span>własnego <span class="_ _d"> </span>źródła </span></span></div><div class="t m0 xc h2 ye9b ff1 fs0 fc1 sc0 ls0 ws0">wytwórczego OZE wraz z magazynem energii w celu ograniczenia kosztów zakupu energii elektrycznej”<span class="_ _1"></span><span class="ff2">; </span></div><div class="t m0 xa h11 ye9c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Współpraca ze <span class="_ _8"></span>s<span class="_ _1"></span>półką <span class="_ _8"></span>Tauron Dystrybucja S.A. <span class="_ _0"></span>w zak<span class="_ _0"></span>resie: pozyskania <span class="_ _8"></span>śro<span class="_ _1"></span>dków <span class="_ _0"></span>UE na <span class="_ _8"></span>re<span class="_ _1"></span>alizację projektów<span class="_ _8"></span>: </span></span></div><div class="t m0 xc h2 yd60 ff1 fs0 fc1 sc0 ls0 ws0">“HORIZON<span class="ff2">-CL5-<span class="ls1">2023</span>-<span class="ls17">D3</span>-<span class="ls1">01</span>-10: <span class="_ _4"></span>Supporting <span class="_ _5"> </span>the <span class="_ _5"> </span>development <span class="_ _5"> </span>of <span class="_ _5"> </span>a <span class="_ _5"> </span>digital <span class="_ _5"> </span>twin <span class="_ _5"> </span>to <span class="_ _5"> </span>improve<span class="_ _1"></span> <span class="_ _4"></span>management, </span></div><div class="t m0 xc h2 y413 ff2 fs0 fc1 sc0 ls0 ws0">operations <span class="_ _a"></span>and <span class="_ _4"></span>resilience <span class="_ _4"></span>of <span class="_ _a"></span>t<span class="_ _1"></span>he <span class="_ _a"></span>EU <span class="_ _a"></span>Ele<span class="_ _1"></span>ctricity <span class="_ _a"></span>System <span class="_ _4"></span>i<span class="_ _1"></span><span class="ff1">n <span class="_ _a"></span>s<span class="_ _1"></span>upport <span class="_ _a"></span>to <span class="_ _4"></span>REPowerEU”, <span class="_ _a"></span>„En<span class="_ _1"></span>ergy <span class="_ _a"></span>Data <span class="_ _4"></span>Space <span class="_ _4"></span>/ </span></div><div class="t m0 xc h2 ye9d ff2 fs0 fc1 sc0 ls0 ws0">DIGITAL-<span class="ls1">2024</span>-CLOUD-AI-<span class="ls1">06</span>-<span class="ff1">ENERSPACE”</span>; </div><div class="t m0 xa h11 ycf5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Realizacja <span class="_ _19"> </span>programu <span class="_ _19"> </span>PROKLASTER<span class="_ _1"></span> <span class="_ _19"> </span>- <span class="_ _19"> </span><span class="ff1">wdrożenia<span class="_ _1"></span> <span class="_ _19"> </span>nowych <span class="_ _19"> </span>funkc<span class="_ _1"></span>ji <span class="_ _19"> </span>w <span class="_ _19"> </span>s<span class="_ _1"></span>erwisie <span class="_ _19"> </span>eLicznik, <span class="_ _19"> </span>ułatwiających </span></span></span></div><div class="t m0 xc h2 ye0a ff1 fs0 fc1 sc0 ls0 ws0">koordynatorom <span class="_ _17"> </span>klastrów <span class="_ _17"> </span>oraz <span class="_ _f"> </span>administratorom <span class="_ _17"> </span>społeczności <span class="_ _17"> </span>e<span class="_ _1"></span>nergetycznych <span class="_ _17"> </span>pozyskiwanie <span class="_ _17"> </span> <span class="_ _17"> </span>danych </div><div class="t m0 xc h2 ye9e ff2 fs0 fc1 sc0 ls0 ws0">pomiarowych i bilansowych; </div><div class="t m0 xa h11 ye9f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Realizacji <span class="_ _e"> </span>projektu: <span class="_ _e"> </span>„Poprawa <span class="_ _e"> </span>efektywności <span class="_ _e"> </span>wykorzystania <span class="_ _e"> </span>energii <span class="_ _e"> </span>elektrycznej <span class="_ _e"> </span>poprzez <span class="_ _e"> </span>budowę <span class="_ _e"> </span>sieci </span></span></div><div class="t m0 xc h2 yea0 ff1 fs0 fc1 sc0 ls0 ws0">zarządzanych magazynów energii na terenie powiatu ży<span class="_ _0"></span>wieckiego”<span class="_ _1"></span><span class="ff2">; </span></div><div class="t m0 xa h11 yea1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Współpraca <span class="_ _5"> </span>ze <span class="_ _5"> </span>spółką <span class="_ _5"> </span>Krypton <span class="_ _b"> </span>Polska <span class="_ _5"> </span>Sp. <span class="_ _5"> </span>z <span class="_ _5"> </span>o.<span class="_ _1"></span>o. <span class="_ _5"> </span>w <span class="_ _5"> </span>zakresie <span class="_ _5"> </span>doradztwa <span class="_ _5"> </span>na <span class="_ _b"> </span>potrzeby <span class="_ _5"> </span>realizacji <span class="_ _5"> </span>III <span class="_ _5"> </span>eta<span class="_ _1"></span>pu </span></span></div><div class="t m0 xc h2 y32 ff1 fs0 fc1 sc0 ls0 ws0">projektu <span class="_ _4"></span>NCBiR: <span class="_ _5"> </span>„Autono<span class="_ _1"></span>miczny <span class="_ _4"></span>system <span class="_ _5"> </span>zarządzania, <span class="_ _4"></span>równoważenia <span class="_ _5"> </span>i <span class="_ _4"> </span>w<span class="_ _1"></span>ysokowydajnego <span class="_ _4"></span>magazynowania </div><div class="t m0 xc h2 yea2 ff1 fs0 fc1 sc0 ls0 ws0">energii ze źródeł odnawialnych wykorzystujący  lokalne magazyny energii”<span class="ff2">; </span></div><div class="t m0 xa h11 yea3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Współpraca <span class="_ _5"> </span>ze <span class="_ _b"> </span>spółkami: <span class="_ _b"> </span>ConnectPoint <span class="_ _b"> </span>Sp. <span class="_ _5"> </span>z <span class="_ _b"> </span>o.o. <span class="_ _b"> </span>i <span class="_ _5"> </span>MCX <span class="_ _b"> </span>Sp. <span class="_ _b"> </span>z <span class="_ _5"> </span>o.o. <span class="_ _b"> </span>w <span class="_ _b"> </span>zakresie <span class="_ _b"> </span>opracowania <span class="_ _5"> </span>syste<span class="_ _1"></span>mów </span></span></div><div class="t m0 xc h2 yea4 ff1 fs0 fc1 sc0 ls0 ws0">informatycznych do zarządzania energią w Klastrach<span class="ff2">; </span></div><div class="t m0 xa h11 yea5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Współpraca  z  Instytutem  WiseEuropa  <span class="ff2">-  </span>niezależnym  think<span class="ff2">-</span>tankiem,  który  specjalizuje  się  w  polityce </span></span></div><div class="t m0 xc h2 yea6 ff1 fs0 fc1 sc0 ls0 ws0">europejskiej i zagranicznej w zakresie identyfikacji potrzeb <span class="_ _0"></span>społeczności Klastrowych<span class="_ _1"></span><span class="ff2">; </span></div><div class="t m0 xa h11 yd52 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Współpraca <span class="_ _9"> </span>z <span class="_ _c"> </span>Akademią <span class="_ _9"> </span>Gór<span class="_ _1"></span>niczo <span class="_ _9"> </span>–<span class="ff2"> <span class="_ _9"> </span></span>Hutniczą <span class="_ _9"> </span>w <span class="_ _c"> </span>r<span class="_ _1"></span>amach <span class="_ _9"> </span>projektu <span class="_ _9"> </span>„Rozwój <span class="_ _9"> </span>energetyki <span class="_ _c"> </span>ro<span class="_ _1"></span>zproszonej <span class="_ _c"> </span>w </span></span></div><div class="t m0 xc h2 yea7 ff1 fs0 fc1 sc0 ls0 ws0">klastrach energii <span class="_ _8"></span>(KlastER)”. Środki <span class="_ _8"></span>poz<span class="_ _1"></span>yskano <span class="_ _0"></span>w ramach <span class="_ _8"></span>Stra<span class="_ _1"></span>tegicznego p<span class="_ _0"></span>rogramu badań <span class="_ _8"></span>naukowych i pra<span class="_ _0"></span>c </div><div class="t m0 xc h2 ya94 ff1 fs0 fc1 sc0 ls0 ws0">rozwojowych <span class="_ _10"> </span>„Społeczny <span class="_ _f"> </span>i <span class="_ _10"> </span>gospodarczy <span class="_ _f"> </span>rozwój <span class="_ _10"> </span>Polski <span class="_ _10"> </span>w <span class="_ _10"> </span>warunkach <span class="_ _10"> </span>globalizujących <span class="_ _10"> </span>się <span class="_ _10"> </span>rynków”  </div><div class="t m0 xc h2 yea8 ff2 fs0 fc1 sc0 ls0 ws0">GOSPOSTRATEG; </div><div class="t m0 xa h11 y50c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Udział w Konferencjach, Szkoleniach, Seminariach i Targa<span class="_ _0"></span>ch<span class="ff2">;<span class="_ _1"></span> </span></span></span></div><div class="t m0 xa h11 yea9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Organizacja Grupy Zakupowej Energii Elektrycznej; </span></span></div><div class="t m0 xa h11 y485 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Organizacja spotkań i szkoleń dla JS<span class="ff2">; </span></span></span></div><div class="t m0 xa h11 y38b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Prowadzenie <span class="_ _b"> </span>Punktów <span class="_ _c"> </span>Konsultacyjnych <span class="_ _c"> </span>„Czystego <span class="_ _c"> </span>Powietrza” <span class="_ _c"> </span>w <span class="_ _c"> </span>Mieście <span class="_ _c"> </span>Żywiec, <span class="_ _c"> </span>oraz <span class="_ _b"> </span>Gminach <span class="_ _c"> </span>Lipowa, </span></span></div><div class="t m0 xc h2 yd1c ff1 fs0 fc1 sc0 ls0 ws0">Łękawica i Radziechowy<span class="ff2">; </span></div><div class="t m0 xa h11 yb42 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Opracowanie „Koncepcji Rozwoju Klastra Energii „Żywiecka Energia P<span class="_ _0"></span>rzyszłości”.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h2 yb27 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa h2 yeaa ff1 fs0 fc1 sc0 ls0 ws0">Realizacja <span class="_ _5"> </span>powyższych <span class="_ _b"> </span>zadań <span class="_ _b"> </span>ma <span class="_ _5"> </span>na <span class="_ _b"> </span>celu <span class="_ _b"> </span>między <span class="_ _b"> </span>innymi <span class="_ _5"> </span>promow<span class="_ _1"></span>anie <span class="_ _5"> </span>koncepcji <span class="_ _b"> </span>klastrów <span class="_ _b"> </span>energetycznych <span class="_ _5"> </span>w </div><div class="t m0 xa h2 yeab ff1 fs0 fc1 sc0 ls0 ws0">środowisku <span class="_ _e"> </span>samorządowym <span class="_ _e"> </span>i <span class="_ _e"> </span>biznes<span class="_ _1"></span>owym, <span class="_ _e"> </span>współpracę <span class="_ _e"> </span>w <span class="_ _e"> </span>przedmiocie <span class="_ _e"> </span>budowania <span class="_ _d"> </span>powiązań <span class="_ _e"> </span>klastrowych,  </div><div class="t m0 xa h2 yeac ff1 fs0 fc1 sc0 ls0 ws0">promowanie inicjatyw związanych z koncepcją wykorzystania odnawialnych źródeł energii w regionie, <span class="ff2"> </span></div><div class="t m0 xa h2 yead ff1 fs0 fc1 sc0 ls0 ws0">angażowanie <span class="_ _b"> </span>się <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>mo<span class="_ _1"></span>żliwe <span class="_ _c"> </span>wspólne <span class="_ _c"> </span>projekty <span class="_ _b"> </span>związane <span class="_ _c"> </span>z<span class="_ _1"></span> <span class="_ _b"> </span>poz<span class="_ _1"></span>yskiwaniem <span class="_ _b"> </span>śro<span class="_ _1"></span>dków <span class="_ _b"> </span>na <span class="_ _9"> </span>rozwój <span class="_ _b"> </span>społ<span class="_ _1"></span>eczności </div><div class="t m0 xa h2 y31e ff1 fs0 fc1 sc0 ls0 ws0">klastrowych, <span class="_ _c"> </span>wspieranie <span class="_ _c"> </span>procesów <span class="_ _b"> </span>rozwoju <span class="_ _c"> </span>w <span class="_ _c"> </span>zakresie <span class="_ _c"> </span>społeczności <span class="_ _b"> </span>e<span class="_ _1"></span>nergetycznych, <span class="_ _b"> </span>realizowanie <span class="_ _c"> </span>koncepcji </div><div class="t m0 xa h2 y909 ff1 fs0 fc1 sc0 ls0 ws0">Śląskiej <span class="_ _b"> </span>W<span class="_ _1"></span>irtualnej <span class="_ _b"> </span>Elektrowni, <span class="_ _c"> </span>współpraca <span class="_ _c"> </span>w <span class="_ _b"> </span>zakresie<span class="_ _1"></span><span class="ff2"> <span class="_ _c"> </span></span>przyszłych <span class="_ _b"> </span>re<span class="_ _1"></span>alizacji <span class="_ _b"> </span>inwestycji <span class="_ _c"> </span>związanych <span class="_ _b"> </span>z <span class="_ _c"> </span>energią </div><div class="t m0 xa h2 yeae ff1 fs0 fc1 sc0 ls0 ws0">odnawialną.<span class="ff2"> </span></div><div class="t m0 x1 h2 yeaf ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yeb0 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yeb1 ff2 fs0 fc5 sc0 ls0 ws0">Dekarbonizacja transportu </div></div></div><div class="pi" ></div></div><div id="pf85" class="pf w0 h0" ><div class="pc pc85 w0 h0"><img class="bi x9 yeb2 w9 h19e" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">133<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc5 sc0 ls0 ws0">Wdrożenie HVO100 do transportu lądowego <span class="ff2"> </span></div><div class="t m0 xa h11 yeb3 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Grupa <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>wdrożyła <span class="_ _8"></span>paliwo <span class="_ _8"></span>HVO100 <span class="_ _8"></span>do<span class="_ _1"></span> <span class="_ _7"></span>trans<span class="_ _1"></span>portu <span class="_ _7"></span>l<span class="_ _1"></span>ądowego, <span class="_ _8"></span>zarówno <span class="_ _8"></span>w <span class="_ _8"></span>formie d<span class="_ _0"></span>ostaw <span class="_ _8"></span>bezpośrednich, </span></span></div><div class="t m0 xc h2 yeb4 ff1 fs0 fc1 sc0 ls0 ws0">jak <span class="_ _1"></span>i <span class="_ _6"></span>poprzez <span class="_ _1"></span>tankowanie <span class="_ _6"></span>na <span class="_ _1"></span>s<span class="_ _1"></span>tacjach <span class="_ _1"></span>oraz <span class="_ _6"></span>na <span class="_ _1"></span>zasa<span class="_ _1"></span>dzie <span class="_ _1"></span>bilansu <span class="_ _6"></span>masy. <span class="_ _1"></span>To <span class="_ _1"></span>pozwoliło<span class="_ _1"></span> <span class="_ _1"></span>na <span class="_ _1"></span>s<span class="_ _1"></span>zeroką <span class="_ _1"></span>dostępność </div><div class="t m0 xc h2 y53 ff1 fs0 fc1 sc0 ls0 ws0">tego niskoemisyjnego paliwa dla k<span class="_ _8"></span>l<span class="_ _1"></span>ientów transportowyc<span class="_ _1"></span><span class="ff2 ls17">h.<span class="ls0"> </span></span></div><div class="t m0 xa h11 y15 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">HVO100 ja<span class="_ _8"></span>ko Lekki <span class="_ _8"></span>Olej Opałowy <span class="_ _8"></span>–<span class="ff2"> </span>produkt <span class="_ _8"></span>HVO100 z<span class="_ _0"></span>ostał przyg<span class="_ _8"></span>o<span class="_ _1"></span>towany <span class="_ _8"></span>i wyceniony <span class="_ _8"></span>do zastosowania <span class="_ _8"></span>jako </span></span></div><div class="t m0 xc h2 yeb5 ff1 fs0 fc1 sc0 ls0 ws0">Lekki <span class="_ _1"></span>Olej <span class="_ _6"></span>Opałowy. <span class="_ _6"></span>W <span class="_ _6"></span>2024 <span class="_ _6"></span>roku <span class="_ _6"></span>rozpoczęto <span class="_ _6"></span>poszukiwanie <span class="_ _6"></span>odpowiednich <span class="_ _6"></span>klientów <span class="_ _6"></span>i <span class="_ _1"></span>ro<span class="_ _1"></span>zwoju <span class="_ _1"></span>sprzedaży <span class="_ _1"></span>w<span class="_ _1"></span> </div><div class="t m0 xc h2 yc30 ff2 fs0 fc1 sc0 ls0 ws0">tym obszarze. </div><div class="t m0 xa h11 yeb6 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">HVO100 <span class="_ _a"></span>do <span class="_ _6"></span>agregatów <span class="_ _a"></span>prądotwórczych <span class="_ _a"></span>–<span class="ff2"> <span class="_ _a"></span></span>produkt <span class="_ _6"></span>HV<span class="_ _1"></span>O100 <span class="_ _a"></span>został <span class="_ _6"></span>rów<span class="_ _1"></span>nież <span class="_ _6"></span>dostosowany <span class="_ _a"></span>do <span class="_ _a"></span>stosowania <span class="_ _6"></span>w </span></span></div><div class="t m0 xc h2 yc4a ff1 fs0 fc1 sc0 ls0 ws0">agregatach <span class="_ _6"></span>prądotwórczych. <span class="_ _a"></span>Zrealizowano <span class="_ _6"></span>pierwsze <span class="_ _6"></span>transakcje <span class="_ _a"></span>sprzedaży <span class="_ _1"></span>te<span class="_ _1"></span>go <span class="_ _6"></span>paliwa,<span class="_ _1"></span> <span class="_ _6"></span>co <span class="_ _a"></span>stanowi <span class="_ _6"></span>kolejny </div><div class="t m0 xc h2 yeb7 ff2 fs0 fc1 sc0 ls0 ws0">krok w zakresie rozszerzania oferty niskoemisyjnej. </div><div class="t m0 xa h11 yfe ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Zamówienie <span class="_ _1"></span>pierwszej <span class="_ _6"></span>dużej <span class="_ _1"></span>partii <span class="_ _1"></span>SAF <span class="_ _6"></span>–<span class="ff2"> <span class="_ _1"></span></span>w <span class="_ _6"></span>2024 <span class="_ _1"></span>roku <span class="_ _6"></span>Grupa <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>zamówiła <span class="_ _1"></span>pierwszą <span class="_ _6"></span>dużą <span class="_ _1"></span>partię <span class="_ _1"></span>SAF </span></span></div><div class="t m0 xc h2 yeb8 ff1 fs0 fc1 sc0 ls0 ws0">(Sustainable Aviation Fuel) z <span class="_ _1"></span>NESTE na 2025 <span class="_ _1"></span>rok, co stanowi <span class="_ _1"></span>ważny krok w kierunku <span class="_ _1"></span>dekarbonizacji branży </div><div class="t m0 xc h2 yeb9 ff2 fs0 fc1 sc0 ls0 ws0">lotniczej. </div><div class="t m0 xa h11 yeba ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Testy dostaw <span class="_ _0"></span>biopaliw <span class="_ _8"></span>dl<span class="_ _1"></span>a bra<span class="_ _0"></span>nży morskiej i <span class="_ _8"></span>kolejowej –<span class="ff2"> </span>Grupa rozpoczęła <span class="_ _8"></span>te<span class="_ _1"></span>sty dostaw <span class="_ _8"></span>wybranych biopaliw </span></span></div><div class="t m0 xc h2 yebb ff1 fs0 fc1 sc0 ls0 ws0">dla <span class="_ _a"></span>branży <span class="_ _4"></span>morskiej <span class="_ _4"></span>i <span class="_ _4"></span>kolejowej, <span class="_ _4"> </span>c<span class="_ _1"></span>o <span class="_ _a"></span>pozwoli <span class="_ _4"></span>na <span class="_ _4"></span>dalsze <span class="_ _a"></span>ro<span class="_ _1"></span>zszerzenie <span class="_ _4"></span>oferty <span class="_ _a"></span>niskoe<span class="_ _1"></span>misyjnej <span class="_ _a"></span>i <span class="_ _4"></span>dostosowanie </div><div class="t m0 xc h2 yebc ff1 fs0 fc1 sc0 ls0 ws0">produktów do potrzeb różnych sektorów transport<span class="ff2">owych. </span></div><div class="t m0 x1 h2 yebd ff2 fs0 fc5 sc0 ls0 ws0">Dekarbonizacja transportu kolejowego </div><div class="t m0 x1 h2 y25f ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _0"></span>UNIMOT, poprz<span class="_ _0"></span>ez spółkę OLAVION, <span class="_ _8"></span>konsekwe<span class="_ _1"></span>ntnie <span class="_ _8"></span>rozwija flotę lok<span class="_ _0"></span>omotyw elektrycznych <span class="_ _8"></span>Dragon, wspierając </div><div class="t m0 x1 h2 yebe ff1 fs0 fc1 sc0 ls0 ws0">tym samym dekarbonizację transportu kolejowego.<span class="ff2"> </span></div><div class="t m0 x1 h2 ycc4 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _19"> </span>II <span class="_ _17"> </span>połowie <span class="_ _19"> </span>2024 <span class="_ _17"> </span>roku <span class="_ _19"> </span>OLAVION <span class="_ _19"> </span>odebrał <span class="_ _17"> </span>pierwsze <span class="_ _19"> </span>cztery <span class="_ _19"> </span>lokomo<span class="_ _1"></span>tywy <span class="_ _19"> </span>E6ACTab. <span class="_ _17"> </span>Dodatkowo, <span class="_ _19"> </span>na <span class="_ _19"> </span>bazie </div><div class="t m0 x1 h2 y4e1 ff1 fs0 fc1 sc0 ls0 ws0">wcześniejszych <span class="_ _8"></span>uzgodnień, <span class="_ _7"></span>S<span class="_ _1"></span>półka <span class="_ _7"></span>skorzystała <span class="_ _8"></span>z <span class="_ _8"></span>opcji <span class="_ _8"></span>rozszerzenia <span class="_ _8"></span>zamówienia <span class="_ _8"></span>o <span class="_ _8"></span>kolejne <span class="_ _8"></span>16 <span class="_ _8"></span>lokomotyw, <span class="_ _8"></span>które <span class="_ _8"></span>zostaną </div><div class="t m0 x1 h2 yebf ff2 fs0 fc1 sc0 ls0 ws0">dostarczone w latach 2025<span class="ff1">–</span><span class="ls1">2029.</span> </div><div class="t m0 x1 h2 yec0 ff1 fs0 fc1 sc0 ls0 ws0">Po uzyskaniu stosownych zgód korporacyjnych zamówiono: <span class="ff2"> </span></div><div class="t m0 xa h11 yb64 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">w styczniu 2024r.- <span class="ff1">4 dodatkowe lokomotywy Dragon, z dostawą w 2025 r.,</span> </span></span></div><div class="t m0 xa h11 yec1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">w grudniu 2024r. <span class="ff1">–</span> <span class="ff1">12 lokomotyw Dragon (z dostawą 2 x do <span class="_ _1"></span>końca 2026, 4 x do końca 2027, 4 x do końca </span></span></span></div><div class="t m0 xc h2 yec2 ff1 fs0 fc1 sc0 ls0 ws0">2028, 2 x do końca 2029).  <span class="ff2"> </span></div><div class="t m0 x1 h2 y418 ff1 fs0 fc1 sc0 ls0 ws0">Nowe  lokomotywy,  w  ty<span class="_ _0"></span>m  modele  z <span class="_ _9"> </span>modułem  silnika  spali<span class="_ _0"></span>nowego  pozwolą  OL<span class="_ _0"></span>AVION  na  dalszą <span class="_ _9"> </span>ekspansję  i </div><div class="t m0 x1 h2 yec3 ff1 fs0 fc1 sc0 ls0 ws0">zwiększenie efektywności operacyjnej przy jednoczesnym ograniczeniu emisji CO₂.<span class="ff2 fc5"> </span></div><div class="t m0 x1 h2 ye2a ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y34 ff1 fs0 fc5 sc0 ls0 ws0">Projekty  usuwania  gazów <span class="_ _e"> </span>cieplarnianych  i  ograniczania <span class="_ _e"> </span>emisji  gazów  cieplarnianych  finanso<span class="_ _1"></span>wane  za  pomocą </div><div class="t m0 x1 h2 yec4 ff1 fs0 fc5 sc0 ls0 ws0">jednostek emisji dwutlenku węgla <span class="ff2"> </span></div><div class="t m0 x1 h2 yd17 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yec5 w3a h192"><div class="t m0 xb h2 y40b ff2 fs0 fc5 sc0 ls1a ws0">E1<span class="ls0">-7 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yec6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye2e ff1 fs0 fc1 sc0 ls0 ws0">W 2024 <span class="_ _1"></span>roku <span class="_ _1"></span>Grupa UNIMOT nie<span class="_ _1"></span> prowadziła zakupu <span class="_ _1"></span>jednostek off<span class="_ _1"></span>setów, ani <span class="_ _1"></span>kredytów <span class="_ _1"></span>węglowych<span class="ff2 ls2">. <span class="_ _1"></span></span>Nie były <span class="_ _1"></span>również </div><div class="t m0 x1 h2 yec7 ff1 fs0 fc1 sc0 ls0 ws0">prowadzone projekty z zakresu usuwania i skład<span class="_ _8"></span>o<span class="_ _1"></span>wania gazów cieplarnianych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yec8 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yec9 ff1 fs0 fc5 sc0 ls0 ws0">Wewnętrzne ustalanie opłat za emisję gazów cieplarnianych <span class="ff2"> </span></div><div class="t m0 x1 h2 yeca ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y365 w3a h192"><div class="t m0 xb h2 y40b ff2 fs0 fc5 sc0 ls1a ws0">E1<span class="ls0">-8<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yecb ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yecc ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>nie <span class="_ _8"></span>stosuje <span class="ff1">wewnętrznego <span class="_ _7"></span>systemu <span class="_ _8"></span>ustalania <span class="_ _8"></span>opłat <span class="_ _8"></span>za <span class="_ _8"></span>emisję <span class="_ _8"></span>gazów<span class="_ _1"></span> <span class="_ _7"></span>c<span class="_ _1"></span>ieplarnianych.<span class="ff2"> <span class="_ _8"></span>W<span class="_ _1"></span>skazany <span class="_ _7"></span>syste<span class="_ _1"></span>m </span></span></div><div class="t m0 x1 h2 y2ce ff1 fs0 fc1 sc0 ls0 ws0">zostanie opracowany w średniookresowym <span class="ff2">horyzoncie czasowym<span class="ls2">. </span> </span></div><div class="t m0 x1 h2 yecd ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x15 h85 y3c6 ff2 fs1 fc7 sc0 ls0 ws0">2.1.3<span class="ff1">. Zużycie en<span class="_ _0"></span>ergii <span class="ff2">i koszyk en<span class="_ _8"></span>ergetyczny </span></span></div><div class="t m0 x15 h85 y74d ff2 fs1 fc7 sc0 ls0 ws0"> </div></div><div class="c x1 y488 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E1<span class="ls0">-5<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yece ff1 fs0 fc1 sc0 ls0 ws0">W  2024  roku  Grupa  UNIMO<span class="_ _1"></span>T  zintegrowała  za<span class="_ _1"></span>gadnienie  efektywności  energetycznej  z  syste<span class="_ _1"></span>mem  zarządzania </div><div class="t m0 x1 h2 y36c ff1 fs0 fc1 sc0 ls0 ws0">strategicznego. <span class="_ _19"> </span>Dążenie<span class="_ _1"></span> <span class="_ _19"> </span>do <span class="_ _17"> </span>wzrostu <span class="_ _19"> </span>efektywnośc<span class="_ _1"></span>i <span class="_ _19"> </span>energetycznej <span class="_ _19"> </span>w <span class="_ _17"> </span>odniesieniu <span class="_ _19"> </span>do <span class="_ _17"> </span>przychodów <span class="_ _19"> </span>netto <span class="_ _17"> </span>oraz </div><div class="t m0 x1 h2 y539 ff1 fs0 fc1 sc0 ls0 ws0">optymalizacja zużycia energii są jednym z<span class="_ _0"></span> celów wyznaczonych przez Strategię Grupy w obszarze<span class="_ _1"></span><span class="ff2"> </span>środowisko.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf86" class="pf w0 h0" ><div class="pc pc86 w0 h0"><img class="bi x9 yecf w43 h19f" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">134<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _8"></span>obliczyła <span class="_ _0"></span>dane <span class="_ _8"></span>dotycz<span class="_ _1"></span>ące <span class="_ _8"></span>zużycia <span class="_ _8"></span>e<span class="_ _1"></span>nergii <span class="_ _8"></span>w <span class="_ _8"></span>2024<span class="_ _1"></span> <span class="_ _8"></span>roku i <span class="_ _8"></span>przyjęła <span class="_ _8"></span>ten rok <span class="_ _8"></span>jako b<span class="_ _8"></span>a<span class="_ _1"></span>zowy. <span class="_ _8"></span>Na tej <span class="_ _8"></span>podstawie, <span class="_ _8"></span>w 2025 </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">roku, <span class="_ _4"></span>przeprowadzi <span class="_ _a"></span>badanie <span class="_ _4"> </span>mające <span class="_ _4"></span>na <span class="_ _4"></span>celu <span class="_ _4"></span>zidentyfikowanie <span class="_ _4"></span>obszarów <span class="_ _4"></span>strat <span class="_ _4"></span>energii, <span class="_ _4"></span>wyznaczy <span class="_ _4"></span>konkretne <span class="_ _4"></span>cele<span class="_ _1"></span> <span class="_ _a"></span>w </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">zakresie wzrostu efektywności energetycznej oraz mierniki służące do ich realizacji.<span class="ff2"> </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">Całkowite <span class="_ _8"></span>zużycie <span class="_ _0"></span>energii <span class="_ _8"></span>(ze zużycia <span class="_ _8"></span>paliw <span class="_ _8"></span>oraz energii <span class="_ _7"></span>ele<span class="_ _1"></span>ktrycznej, <span class="_ _8"></span>cieplnej <span class="_ _8"></span>i chłodniczej) <span class="_ _8"></span>w <span class="_ _8"></span>Grupie UNIMOT <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _8"></span>2024 </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">roku <span class="_ _8"></span>wyniosło<span class="_ _1"></span> <span class="_ _8"></span><span class="ff2">45 <span class="_ _8"></span>733,<span class="_ _1"></span> <span class="_ _8"></span>52 <span class="_ _8"></span>MW<span class="_ _1"></span>h, <span class="_ _8"></span>z <span class="_ _8"></span>czego <span class="ls1">38</span> 072,13 <span class="_ _7"></span><span class="ff1">MW<span class="_ _1"></span>h <span class="_ _8"></span>pocho<span class="_ _1"></span>dziło <span class="_ _8"></span>ze <span class="_ _8"></span>źródeł kopalnych, <span class="_ _7"></span>a<span class="_ _1"></span> <span class="_ _8"></span><span class="ff2">7<span class="_ _1"></span> 661,40 <span class="_ _8"></span>MWh<span class="_ _1"></span> <span class="_ _8"></span><span class="ff1">pochodziło </span></span></span></span></div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">ze  źródeł  odna<span class="_ _0"></span>wialnych.<span class="ff2">  </span>Całkowite  zużycie  energii  w  Grupie  UNIMOT <span class="_ _9"> </span>w  podziale  na  źródła  jej  pochodzenia </div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">zaprezentowano w poniższej tabeli.<span class="ff2"> </span></div></div><div class="c x1 y11e waa h1a0"><div class="t m0 xb h2 ydf ff1 fs0 fc5 sc0 ls0 ws0">Zużycie energii<span class="ff2"> </span></div></div><div class="c x8a y11e w38 h1a0"><div class="t m0 xb h2 ydf ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c xd1 y11e wab h1a0"><div class="t m0 xb h2 ydf ff2 fs0 fc5 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c x1 yc87 waa h1a1"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Zużycie paliwa z węgla i produktów węglowych<span class="ff2"> </span></div></div><div class="c x8a yc87 w38 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 yc87 wab h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">34788,40 </div></div><div class="c x1 yc0f waa h1a1"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Zużycie paliwa z ropy naftowej i produktów naftowych<span class="ff2"> </span></div></div><div class="c x8a yc0f w38 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 yc0f wab h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">154,06 </div></div><div class="c x1 y737 waa h1a1"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Zużycie paliwa z gazu ziemnego<span class="ff2"> </span></div></div><div class="c x8a y737 w38 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 y737 wab h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2428,01 </div></div><div class="c x1 y17d waa h1a0"><div class="t m0 xb h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">Zużycie paliwa z innych źródeł kopa<span class="_ _0"></span>lnych<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x8a y17d w38 h1a0"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 y17d wab h1a0"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y7f1 waa h1a2"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Zużycie zakupionych lub pozyskanych energii elektrycznej, </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">ciepła, pary wodnej i chłodzenia ze źródeł kopalnych<span class="ff2"> </span></div></div><div class="c x8a y7f1 w38 h1a2"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 y7f1 wab h1a2"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">701,66 </div></div><div class="c x1 yed0 waa h1a1"><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Całkowite zużycie energii ze źródeł kopalnych<span class="ff2 fc1"> </span></div></div><div class="c x8a yed0 w38 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 yed0 wab h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">38072,13<span class="fc1"> </span></div></div><div class="c x1 yed1 waa h1a0"><div class="t m0 xb h2 ydf ff1 fs0 fc5 sc0 ls0 ws0">Udział źródeł kopalnych w całkowitym zużyciu energii<span class="ff2"> </span></div></div><div class="c x8a yed1 w38 h1a0"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xd1 yed1 wab h1a0"><div class="t m0 xb h2 ydf ff2 fs0 fc5 sc0 ls0 ws0">83,25<span class="fc1"> </span></div></div><div class="c x1 yed2 waa h1a1"><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Zużycie energii ze źródeł jądrowych<span class="ff2"> </span></div></div><div class="c x8a yed2 w38 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 yed2 wab h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y372 waa h1a1"><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Udział energii ze źródeł jądrowych w całkowitym zużyciu energii<span class="ff2"> </span></div></div><div class="c x8a y372 w38 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xd1 y372 wab h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 yd82 waa h146"><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Zużycie paliwa ze źródeł odnawialnych, w tym <span class="_ _0"></span>z biomasy </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">(obejmujące również odpady przemysłowe i komunalne </div><div class="t m0 xb h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">pochodzenia biologicznego, biogaz, <span class="_ _0"></span>wodór odnawialny itd.)<span class="ff2"> </span></div></div><div class="c x8a yd82 w38 h146"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 yd82 wab h146"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">847,55 </div></div><div class="c x1 y7b7 waa h1a3"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Zużycie zakupionych lub <span class="ff2">pozyskanych energii elektrycznej, </span></div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">ciepła, pary wodnej i chłodu ze źródeł odnawialnych<span class="ff2"> </span></div></div><div class="c x8a y7b7 w38 h1a3"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 y7b7 wab h1a3"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">6540,34 </div></div><div class="c x1 yed3 waa h1a4"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Zużycie energii odnawialnej produkowanej bez uży<span class="_ _0"></span>cia paliwa<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x8a yed3 w38 h1a4"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 yed3 wab h1a4"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">273,50 </div></div><div class="c x1 ye11 waa h1a1"><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Całkowite zużycie energii ze źródeł odnawialnych<span class="ff2"> </span></div></div><div class="c x8a ye11 w38 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">MWh<span class="fc5"> </span></div></div><div class="c xd1 ye11 wab h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">7661,40 </div></div><div class="c x1 yea6 waa h1a1"><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Udział źródeł odnawialnych w całkowitym zuży<span class="_ _0"></span>ciu energii<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x8a yea6 w38 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">% </div></div><div class="c xd1 yea6 wab h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">16,75 </div></div><div class="c x1 ybdf waa h1a1"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Całkowite zużycie energii<span class="ff2"> </span></div></div><div class="c x8a ybdf w38 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 ybdf wab h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">45733,52 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yed4 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-<span class="ls1f">20</span><span class="ff1">. Zużycie energii w Grupie UN<span class="_ _0"></span>IMOT w 2024 roku w podziale na źródła.</span></div><div class="t m0 xb9 h2 yed4 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yed5 ff1 fs0 fc5 sc0 ls0 ws0">Uwagi do obliczeń<span class="ff2"> </span></div><div class="t m0 x1 h2 y60a ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>wyliczeniach d<span class="_ _8"></span>o<span class="_ _1"></span>tyczących <span class="_ _8"></span>zużytej <span class="_ _8"></span>energii <span class="_ _0"></span>nie <span class="_ _8"></span>uwzględniono <span class="_ _8"></span>danych <span class="_ _8"></span>dl<span class="_ _1"></span>a <span class="_ _8"></span>biur <span class="_ _8"></span>wynajmowanych p<span class="_ _8"></span>rze<span class="_ _1"></span>z <span class="_ _8"></span>Spółki: <span class="_ _8"></span>UNIMOT </div><div class="t m0 x1 h2 yd6b ff1 fs0 fc1 sc0 ls0 ws0">Commodities  w <span class="_ _e"> </span>Gdańsku,  UNIMOT  ASIA <span class="_ _e"> </span>w  Szanghaju <span class="_ _e"> </span>oraz  UNIMOT  Ukraina <span class="_ _e"> </span>w  Kijow<span class="_ _1"></span>ie.  Koszty  mediów <span class="_ _e"> </span>są </div><div class="t m0 x1 h2 yed6 ff1 fs0 fc1 sc0 ls0 ws0">uwzględnione <span class="_ _4"></span>ryczałtowo <span class="_ _4"> </span>w<span class="_ _1"></span> <span class="_ _4"></span>opłatach <span class="_ _4"></span>czynszowych, <span class="_ _4"></span>co<span class="_ _1"></span><span class="ff2"> <span class="_ _5"> </span></span>oznacza, <span class="_ _a"></span>że <span class="_ _5"> </span>nie <span class="_ _4"></span>są <span class="_ _5"> </span>rozliczane <span class="_ _4"></span>na <span class="_ _4"> </span>podstawie <span class="_ _5"> </span>rzeczywistego </div><div class="t m0 x1 h2 yed7 ff1 fs0 fc1 sc0 ls0 ws0">zużycia energii. <span class="ff2"> </span></div><div class="t m0 x1 h2 yed8 ff1 fs0 fc1 sc0 ls0 ws0">W wyliczeniach <span class="_ _8"></span>prz<span class="_ _1"></span>yjęto, że <span class="_ _8"></span>en<span class="_ _1"></span>ergia pochodząca od<span class="_ _0"></span> dostawców zewnętrznych oraz <span class="_ _8"></span>wew<span class="_ _1"></span>nętrznych pochodzi <span class="_ _8"></span>z<span class="_ _1"></span> węgla <span class="_ _8"></span>i </div><div class="t m0 x1 h2 yed9 ff1 fs0 fc1 sc0 ls0 ws0">produktów węglowych. <span class="ff2"> </span></div><div class="t m0 x1 h2 yeda ff1 fs0 fc1 sc0 ls0 ws0">Energia <span class="_ _6"></span>elektryczna <span class="_ _a"></span>wytworzo<span class="_ _1"></span>na <span class="_ _6"></span>we <span class="_ _a"></span>własnych <span class="_ _a"></span>instalacjach <span class="_ _a"></span>OZE <span class="_ _a"></span>została <span class="_ _6"></span>zar<span class="_ _1"></span>aportowana <span class="_ _6"></span>w <span class="_ _a"></span>częśc<span class="_ _1"></span>i <span class="_ _6"></span>Zużycie <span class="_ _a"></span>paliwa <span class="_ _a"></span>ze </div><div class="t m0 x1 h2 y5e2 ff1 fs0 fc1 sc0 ls0 ws0">źródeł odnawialnych.<span class="ff2"> </span></div><div class="t m0 x1 h2 yedb ff1 fs0 fc1 sc0 ls0 ws0">Biorąc pod uwagę klasyfikację działalności według k<span class="_ _0"></span>odów NACE, Grupa UNIMOT wpisuje się w następujące sektory:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h193 y320 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _29"> </span><span class="ff1 fs0 fc1">C19 Produkcja koksu i produktów rafinacji ropy naftowej<span class="ff2">, </span></span></span></div><div class="t m0 xa h193 y3c9 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _29"> </span><span class="ff1 fs0 fc1">D35 Wytwarzanie i zaopatrywanie w energię elektryczną, gaz, parę wodną i g<span class="_ _0"></span>orącą wodę<span class="_ _1"></span><span class="ff2">, </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf87" class="pf w0 h0" ><div class="pc pc87 w0 h0"><img class="bi x9 yedc wac h1a5" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">135<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h193 yedd ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _29"> </span><span class="ff2 fs0 fc1">H49 <span class="ff1">Transport lądowy</span>,  </span></span></div><div class="t m0 xa h193 yede ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _29"> </span><span class="ff2 fs0 fc1">H50<span class="ff1">–</span>H52 Transport wodny, lotniczy, magazynowanie. </span></span></div><div class="t m0 x1 h2 yb2e ff1 fs0 fc1 sc0 ls0 ws0">Całkowite <span class="_ _6"></span>zużycie <span class="_ _a"></span>energii <span class="_ _6"></span>ze <span class="_ _a"></span>źródeł<span class="_ _1"></span> <span class="_ _6"></span>kopalnych <span class="_ _a"></span>w <span class="_ _6"></span>se<span class="_ _1"></span>ktorze <span class="_ _6"></span>o <span class="_ _a"></span>znacznym <span class="_ _6"></span>oddziaływaniu <span class="_ _6"></span>na <span class="_ _a"></span>klimat <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>Grupie <span class="_ _a"></span>UNIMOT </div><div class="t m0 x1 h2 yedf ff1 fs0 fc1 sc0 ls0 ws0">zostało przedstawione w poniższej tabeli.<span class="ff2"> </span></div></div><div class="c x1 y7af wad h1a3"><div class="t m0 xb h2 ye1 ff1 fs0 fc5 sc0 ls0 ws0">Intensywność <span class="_ _22"> </span>energii <span class="_ _22"> </span>na <span class="_ _22"> </span>przychód </div><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">netto*<span class="fc1"> </span></div></div><div class="c x2f y7af wae h1a3"><div class="t m0 xb h2 ye1 ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c xe9 y7af waf h1a3"><div class="t m0 xb h2 ye1 ff2 fs0 fc5 sc0 ls1 ws0">2024 <span class="ls0"> </span></div></div><div class="c x1 yee0 wad h1a6"><div class="t m0 xb h2 y170 ff1 fs0 fc1 sc0 ls0 ws0">Całkowite zużycie energii z działalności </div><div class="t m0 xb h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _21"> </span>sektorów <span class="_ _33"> </span>wywierających <span class="_ _21"> </span>wysoki </div><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">wpływ <span class="_ _4"></span>na <span class="_ _5"> </span>klimat <span class="_ _4"></span>na <span class="_ _5"> </span>przychód <span class="_ _5"> </span>netto <span class="_ _4"></span>z<span class="_ _1"></span> </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">działalności <span class="_ _a"></span>z <span class="_ _a"></span>sektorów <span class="_ _4"></span>wywierających </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">wysoki wpływ na klimat<span class="ff2"> </span></div></div><div class="c x2f yee0 wae h1a6"><div class="t m0 xb h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">MWh/1 mln PLN </div></div><div class="c xe9 yee0 waf h1a6"><div class="t m0 xb h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">3,24 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yee1 ff2 fs0 fc1 sc0 ls1 ws0">* <span class="ls0">14 096 814 tys. PLN = 14 096,814 mln PLN <span class="ff1">–</span> <span class="ff1">wysokość przychodów ogółem </span> <span class="ff1">w 2024 roku w Grupie Kapitałowej </span></span></div><div class="t m0 x1 h2 yee2 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT w 2024 r<span class="ls2">. </span> </div><div class="t m2 x1 h1d yee3 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-<span class="ls1f">21</span><span class="ff1">. Całkowite zużycie energii ze ź<span class="_ _8"></span>ró<span class="_ _1"></span>deł kopalnych w sektorze o znacznym oddziaływaniu na klimat <span class="_ _0"></span>w </span></div><div class="t m2 x1 h1d yee4 ff2 fs5 fc1 sc0 ls0 ws0">Grupie UNIMOT w 2024 r. </div><div class="t m0 x1 h2 yb4a ff1 fs0 fc1 sc0 ls0 ws0">Dane <span class="_ _8"></span>dotyczące <span class="_ _8"></span>przychodu <span class="_ _7"></span>ne<span class="_ _1"></span>tto <span class="_ _8"></span>pochodzą <span class="_ _7"></span>z<span class="_ _1"></span> <span class="_ _8"></span>systemów <span class="_ _8"></span>finansowo<span class="_ _1"></span><span class="ff2">-</span>księgowych <span class="_ _8"></span>Grupy <span class="_ _7"></span>UNIMO<span class="_ _1"></span>T <span class="_ _7"></span>i <span class="_ _8"></span>zostały <span class="_ _8"></span>opublikowane </div><div class="t m0 x1 h2 yee5 ff2 fs0 fc1 sc0 ls0 ws0">w Sprawozdaniu finansowym za 2024 rok.  </div><div class="t m0 x1 h2 yee6 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 roku Grupa UNIMOT wyprodukowała <span class="ff2 ls1">1 327<span class="ls0">,53 MWh energii elektrycznej w instalacjach OZE, co stanowi </span></span></div><div class="t m0 x1 h2 yee7 ff1 fs0 fc1 sc0 ls0 ws0">wkład w ograniczenie emisji gazów cieplarnia<span class="_ _0"></span>nych oraz zwiększenie udziału zielonej energii w krajowym koszyku </div><div class="t m0 x1 h2 yee8 ff1 fs0 fc1 sc0 ls0 ws0">energetycznym. Oznacza to ograniczenie konieczności wykorzystania pa<span class="_ _0"></span>liw kopalnych, takich<span class="_ _1"></span><span class="ff2"> </span>jak węgiel czy gaz </div><div class="t m0 x1 h2 yee9 ff2 fs0 fc1 sc0 ls0 ws0">ziemny.  </div><div class="t m0 x1 h2 yeea ff1 fs0 fc1 sc0 ls0 ws0">Produkcja energii w instalacja OZE p<span class="_ _0"></span>ozwala również na:<span class="ff2"> </span></div><div class="t m0 xa h11 yc56 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zmniejszenie emisji dwutlenku węgla <span class="_ _0"></span>(CO2), tlenków siarki (SOx) i azotu (NOx),<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y944 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Ograniczenie strat energetycznych związanych z przesyłem energii,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ybc2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Redukcję kosztów zakupu energii z sieci, co wpływa na obniżenie kosztów operacyjnych.<span class="ff2"> </span></span></span></div></div><div class="c x1 yeeb wb0 h63"><div class="t m0 xd h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Spółka<span class="ff2 fc1"> </span></div></div><div class="c xea yeeb wb1 h63"><div class="t m0 xd h2 y3fb ff1 fs0 fc5 sc0 ls0 ws0">Wielkość produkcji własnej energii elektrycznej w instala<span class="_ _8"></span>c<span class="_ _1"></span>jach OZE </div><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">(MWh/ rok) </div></div><div class="c x1 yeec wb0 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Terminale </div></div><div class="c xea yeec wb1 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">35,916 </div></div><div class="c x1 yeed wb0 h63"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. - Zawadzkie </div></div><div class="c xea yeed wb1 h63"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">50,04 </div></div><div class="c x1 y1f3 wb0 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. <span class="ff1">–</span> stacje paliw AVIA </div></div><div class="c xea y1f3 wb1 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">185,9 </div></div><div class="c x1 yeee wb0 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">RCEkoenergia </div></div><div class="c xea yeee wb1 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">566,5264 </div></div><div class="c x1 ya00 wb0 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Infrastruktura (do 11.12.2024 r.) </div></div><div class="c xea ya00 wb1 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">489,146 </div></div><div class="c x1 yeef wb0 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">RAZEM: </div></div><div class="c xea yeef wb1 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls1 ws0">1 327<span class="ls2">,5<span class="ls0">3 </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yef0 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-22<span class="ff1">. Produkcja energii elektrycznej w instalacja<span class="_ _0"></span>ch OZE w Spółkach Grupy UNIMOT w 2024 roku.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 xa hf y369 ff2 fs1 fc7 sc0 ls0 ws0">2.2.<span class="ff5"> <span class="_ _8"></span><span class="ff2">Zanieczyszczenie </span></span></div></div><div class="c x1 y13c w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">IRO-1 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yef1 ff1 fs0 fc1 sc0 ls0 ws0">W celu o<span class="_ _1"></span>kreślenia rzeczywistych i potenc<span class="_ _1"></span>jalnych wpływów, ryzyk i <span class="_ _1"></span>szans związanych z <span class="_ _1"></span>zanieczyszczeniami w ramach </div><div class="t m0 x1 h2 yef2 ff1 fs0 fc1 sc0 ls0 ws0">własnych <span class="_ _b"> </span>operacji <span class="_ _5"> </span>i <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>łańcuchu <span class="_ _b"> </span>wartości, <span class="_ _b"> </span> <span class="_ _5"> </span>Grupa <span class="_ _b"> </span>w<span class="_ _1"></span><span class="ff2"> <span class="_ _5"> </span></span>procesie <span class="_ _b"> </span>badania <span class="_ _5"> </span>podwójnej <span class="_ _b"> </span>istotności<span class="_ _1"></span><span class="ff2">, <span class="_ _5"> </span></span>dokonała <span class="_ _b"> </span>przeglądu </div><div class="t m0 x1 h2 yad3 ff1 fs0 fc1 sc0 ls0 ws0">własnych <span class="_ _a"></span>lokalizacji <span class="_ _a"></span>i <span class="_ _4"></span>własnej <span class="_ _4"></span>działalności <span class="_ _a"></span>operacyjnej. <span class="_ _a"></span>Kole<span class="_ _1"></span>jno <span class="_ _4"></span>zidentyfikowała <span class="_ _a"></span>i <span class="_ _a"></span>oce<span class="_ _1"></span>niła <span class="_ _a"></span>rzeczywiste <span class="_ _4"></span>i <span class="_ _a"></span>potencjalne </div><div class="t m0 x1 h2 yef3 ff1 fs0 fc1 sc0 ls0 ws0">oddziaływania <span class="_ _a"></span>na <span class="_ _4"></span>zanieczyszczenie <span class="_ _4"> </span>powietrza, <span class="_ _4"></span>wody, <span class="_ _4"></span>gleby, <span class="_ _a"></span>a <span class="_ _4"></span>także <span class="_ _4"></span>sw<span class="_ _1"></span>ój <span class="_ _a"></span>wpływ <span class="_ _4"></span>na <span class="_ _5"> </span>zanieczyszczenie<span class="_ _1"></span> <span class="_ _a"></span>organizmów </div><div class="t m0 x1 h2 yef4 ff1 fs0 fc1 sc0 ls0 ws0">żywych <span class="_ _b"> </span>i <span class="_ _c"> </span>zasobów <span class="_ _c"> </span>żywnościowych <span class="_ _c"> </span>oraz <span class="_ _b"> </span>związany <span class="_ _c"> </span>z <span class="_ _b"> </span>wykor<span class="_ _1"></span>zystaniem <span class="_ _b"> </span>subs<span class="_ _1"></span>tancji <span class="_ _b"> </span>potencjalnie<span class="_ _1"></span><span class="ff2"> <span class="_ _c"> </span>niebezpiecznych<span class="ls2">. <span class="_ _b"> </span><span class="ls13">W </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf88" class="pf w0 h0" ><div class="pc pc88 w0 h0"><img class="bi x9 yef5 w9 h1a7" alt="" 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o4ee1izQNzOwDKLhDagVtcaB6D148nn/+htyXhJ/HLRb510J8aTOZcUOSwSJhliASL0AQcotQgNHnrk3v/4lpnx0rmLK/yx67/46l/Xux+gWAU2EKbLuhV4FYxv3HDknCegDSmqN+pBBq0WrlgfrahbSfA+m+5Rmu5MWstYdUI2MxfZJfZKrmpjUmMnUVHVwXlyGbHvN4HGpRoNzYZVLZDZhdX2db//vx04eoqlAEE1ek9mqNqmbOsEisSBfIALyKNh0PcxATQNlKRANLSJGuXauDEZjWMyrwSDiDiDgeXIiQU138RsZcJwc6OGm5QlKlbG8c/f+1EwFGzgtQ2MBOfw6LFTt99999K4lHwQ1Y/KAOkF89F4eVLF6SH7+oEjIx5X6d1/8cnX/vyv77ztgUntyhZtcuABu6HRIMa8qqU33Lw8jqOaJ0E+9qkvvvq1v/GpT9+hgDEmbeO885lXk8kkwHois5qcGdSQ4BJcQNZSFpAF+AQXp3XzlkfLk+UJmVqWzIVkSvAeJFgrf/97ukTb6XQ6nSePgbZtIYgaW6xivHrs4YcKRFibULuCSklLPS57Mk6tCLHGrei748tx98Gi4c2RZhok9KPLr/mhH1qYVDn3+pCsTllITtUn5BHZqdV07+5ojXpCUqcAoRXNiO76s/eew7nnkNqQNJlZBs6NkTCc25CftaMBMvTUAAMtl0d37d5Q03xL1JZ5MtekLJgzHpX18IwzNm85C65oRQAeYrB88NHqyAkX0qDoE1FUBejEgB6cpT3DcKqvp/p6KkuZCD9whE+stNAERNXuxHgy1KYBLABjoCGowQP9EPDg/nve/Me9+/bPalpfh3Ma9Pce2v32d6NNXlsw4BBJIyKB8XemYJgByDLxWRHUlIRdHoMlI3Ge6IluVhvgeVKWPs+SJQiTUH+mF2MjjOGMByUAoVWf9YkzgiPJiPI2YnZuo89mvvyVm2qd9l9ogciClJrZuSHYQGRsxmRELpPVUek9FADDyMhRsuQyUSR2Aqa8N2TxKcE5ZmICjUZl5guDI86aSNFkMJwbTVpxfZD/4vU3VjUmTTCgamoQYlQF7t59TzQlIYORUF4UBoUYCT/08IPGsKRQ1bZVm66e0v/xlv/y+t9/Y91qWYVkrigGqmaGyWSiGlOKPpPRaLR58xntapngm0gLi5Pf/l9ef889x0VY2ANomkaEBoMeGcrxKlEcDr3zCKluYqtQY1Ih8S5oAJsvmL4OREZEeZGnBFW0bQRARF2i7XQ6nc63kgCUS3Im2pwRsgPv+tiOxXp9226M6ZyRXbBsRXAnmJbJs+9pox5EsCF0/eHV8Ye+5EaEBgaXKMNVV25+1pWrjgsu8sisTuEUnAV3Ro27P/xXrp6UaMCE2qJgDOZjC/GWezfWTUNjci4615ILFaiUIINDRNue81xo0Qd6CiSc+uruwb5T52svr8rNfg5R59wwDx4xk81nNJdfmskQJQZRNhlvmtTjmx44c1XnInoBvZYGrfQggXqreR5930UJKbaeZtv4rOMIn79no7p+SP3uvfVJXh4JIE4hSQGMOCm3cWWh3XX/za/9n1c/+vlzAwar7YxinWJbm8IXvvbgb7yeHz2S0mQV45rNBeunoE+QT6elBKTgBCFby5Uw/sY984+PwgEUgGRrhQjTe/HJphv/0QKAyXS/vpEZWSLLi35ZxdVx+573fTwlWGrYcZNatZgVrgnltNgASEACtaBWORgBFEEJpKAESkZpehcej29xZdPYJiLZ6nhsoMRGnoyQEop8oEpmbnl5snv3g7n3ZhARQFkoArfdfrfzPi+KkFrO0KQazsRxtFiW1cootaGCEMQRubK2D3zoUx/44CeXFhvvh1HJDNV4tG5u1lI1N+NTWCmyRqvFQY8PHXpkfsvWWNugv6EOcmqx/Pl//2sP7TvqHLcpEZGjVE8W+0UcFNHJuG1OJF0mVHkOo+gcA9q0VZYL0DbN2HPlqHJSO2qFg1DQ2GhUZmRe1JTwBIm2q6PtdDqdzpPXT9oyarJeYhxavue9H3tqHWvAQIGE2LWUBS4mrc6SRwiNwxKFYBwno10f/qvrfvD7x7N5AdLM4xlPfcorXnzT7tsGlZBJlaERgkkvyEzAvZ//0rm33F5c90I4QokIEBDvO8gPHGStqrwNPDN2QSQfitfWLczMPTCXXfncZ5ac9UHJIBlOfnXXuibNgBN0nGMEKpiUfJn1D2TZpS964bSaMAp6ACZp9QtfmwupJa09InNgKZPzbT7fNrOwLDaLFqiwHLxe6fD1X93+Yy8qUzQ/6Appn4RARBGOMANuoDU1WVujDbf92u+t27nn7Nm50cqpzPIGqbQ2Y1535OjJd3/4xNbNm3/91UVONXwa1zPDuSTp8Qu/0/VUgJVNGWrGUAbMjKDT29en20hNHwQGrdV0JoJjkK51lSIQDEpQNgDTiukEijAy06ZN4tzcYNNdd+39wIdu+IVXPD+l1kvWQsaT8bA/mFQKSmzTstFEMCOyx5pYre2vNIapEZMBZhRBpzdOmRDYoo1XJ+BcLXAmaiG2cVAM2rL2nLXNZOfOu6955gVJLXfeAGIS4MYv3SpcqE3bl4WkKfMEMlMKrVWlZusd2JomeXZO3Dv+7IMnj08Gg01EeUqNiDlqF44fnJ0ZvPD5l196ycVLS0tfuuHLjzx6ZNumTUtLY+f79bid7c0srZ7gYwuf+Pj1P/fvfnzYl0svuuBP/vAP6oZAfVPnpM7zMCrtv/7pe/bsfVSoNypHRJQ7gjYbN8z/8i/9wvr5GQAEJTM2A6WN62d7OT/Ws4upS7SdTqfT+daqgUJbEacmX7uzPXxqLHpoiCiSxCtLinLm/PZmYaUYV944Ik7QkvhBDIsP7cPKUjm3dT0gRPBWXHmpzfbT8smBoTZSAhvlkXqmm+pw5Iabnnrd88AJmRBQQMu9x+ajBAR4nolURfUsfXNZy5OEzZddio3remBqAQI8st0PbgVxudIHL5arLpcwaXooWs1W6rDtgguRoXZYZVuP6DQuPHqw7+ISpXGhCZJAapw2rPdHjvdhJpycmdPWxaTN4pFHtjelm+lV0G6Z9kkQQkhwDkjRUjWXKcbVoT96W7r/4e2uKJdP1dSWyBrmFkmAWWYJ7cEPfGTz867InnMVYp3Nz6Ey84+Ls1AyM5puelIjNZizxEYJykiPLdKuJVqyabYUAxvBmI0xXdCFwdgMoGnHZLDRWvBCAkGcqCkR1XWMLf3Z29/z0uedv/2s7QrAoImIhGyaxQxm05y61sMKAmNA2ZjW/sbpA4kiI7GdzrpAW9WqylC1FsRmsJigBjMh9j57eO8jj/38DJhp0/LRw0uapG2Ty/KkgabpPCmREFGKnNA4CIjAuG3XwQf3HCiKecA1TcumKVUb52ePHDn0+tf97k/+5Et6BZrG9u37Vz//8796bKEa9LKm0dneXBXG69ZvqpvVG7/ytV/71R8HMDc39/3f/0I5XQyiGp24MuD9H/xoVY5MzJGLMXGWCbiX5T/+8u8dFmu/PzpdS0AGJqRkzGZmT7RE273kOp1Op/MP0aRkqJHcanXvn3/8nGWaaTgQK7wPUtSiyM54yYt3POuq1jnAksSxb+DD5rra8eip0U03e4TZGlmESsDFZ57xtKcmazIYmyWCArnCI5ytdOpvvkzHTiW26eiF3iilr9zTC6kVNtJ1jfai+Yi8pAxsg9nnvPIVdb+gEDFpEctHD+8Z37N7WJaCEhJGViIjRupDXKKnXnL54ILzLdUqMaKhyfLqpz47c+hEPzbKgSwVSfMEAtJLr81m5xy4Igt9jmiWeXyiKJcOPIidtw9CLQjdefEkcIQEJELIqHDQe/fe/lO/dOAdH9hc142WY26Q+cN5Ps5yL96rIkx8GBcHDt76629cfOv7sxWtNS0WON3k4HRCpYRpFwVKhpRI2RJbEItsiS2SnW7ZtfZYW9GVJKTTh4d5aIa1aWSs8GSAgc2IWlBD1Bgq7wlAVTa93vy+vcfe9Ka3LiysxgQz9PPZqgxkjlVYmQ2sRMYGD2CtS5USVMiYzbGKTD8TAYiE07UPihPHjmbizBKoFR+Ek4ciRccc2tY7d+cddywsVtMoGDUp7H3v+lo55tg4Rk4QM2OBqapCqBcbt7rUtLFWwBfZpExvfONbyopNs9iysCt6uXdWr576n37pta/4t99TuOAQcynPP2fuDa//1cny8Wa8xElDHdlno0kNyAN79j2yf5GBXCDWkjaMhqwmqzWUhTOLbe7YEfWLgXfeoua+CFUzyODReASP6EzFVMw0KgFMRoAmBbo62k6n0+l8a4UQWFdR8qHjo6/ce8FEzmrpzJGcv8IXjPj8MXPu8bLr3Pddc3iDO5qFxVkszWE8UOJmQxOO3H2noULCxMXlzGGW+1eePy54LLqSY7lnKz2MPRrEfFL6gyfHBw7HaaYgoKXq3n1lXKV+rprGVtcF1z0/IU1Ff3jxuf1nP31RJHjAp0lY+ODNn5zYZMSVGw5P+GZllk5mse3nsZ8vO3v6i79H1w0pol+X8wiyONr9zg88pWo3pLS+SRsr3TJOWxvdGKE/8JzeuvUAt1DnpEgpFyMJ7tAxfH4nji7l3c6wJyfCCaJglRKQ7vqTP9Ob7j57HCU0ExdSntUxLM8PS2ZJKIxINB/KvCW556Gdb3zr0qdvgMgCr2U/PD4DTqdfwaZVr4w0fRASvqGW1oBpfcFahYEYkwmZgznY2vCF6YLy2t8AIxghEoVePwuxbdt2OJwpJ0FV3vXn73twz2ERCKNtdVAMASYIgdiIQZh+568jgmMVUhYTMmET0PTK7vQTBE6ePOmcM1Ni9Zl5T947geXO11WVYtq3d9+xo8em3zCZwvC2//YuQV+T6/fnU7RMHKmZAiZCWV3r0sIky/24mQDYt//kLbfc5l3PSSGSadJqMo6xPufsM3/nN3+xl0vuwKhhk36B77rm8qdfdsHcsM+g3LmQ1GVZWbVlWd9449fMAIOIMTUpLiMtOwmkiWFtVWqKmffleNzzBYOQICShBaNh1IyGKRApkRFiCjG0NWDe+ye+IupeQZ1Op9N58ub7lvyFcAu33rrdxobJQs89OvTHMh5jUuJUOzeDS6/ES3/wuPeXFFu2L0cucdTLoUE+QjO+8+719ejhAURlfdPHJHdXftfDw8FCvyicnDeiK06hn88cyErO6jNLG+88mgfXCkpusXS37r3pXEi/oSatWx302iZuG+sWTUdcs+WVL44b53vorSILGQ0O2nWv//T25eXzo9jYTuWzG5r12xdw7nCwWD56YJvr/bt/kzBjUctiiAR88Y78rodLxw/3XDC/TTaNzQ720rFBmDn7Annxd9/Wz1eyXhYELCPRmUavquTQ+z6DZDVHIKJRNEBCMItQQ4C2iECCdYn3iZQeKJCrRizGPXfwRz/1jPF40CyxLnvRMkvjwlDvGdCJksIB5dqd1Y7POFxs3j8/tKDluz5ePPTwFoxHqBYR2kRIrkU+hlCLojSGlp5I84kVDQ8CFxHeTldk0lr25a83+idNnFRCdI1xo1KDGwIcIAiJkdxYbahp1uANrp4UpLO9IS3Xj7giZcWG4ZaLPvTJz48iApD1w6Q6QQhkgImBDTCCkioAjiYtWBUxMRs5FTJpkkwozZoVRoAAPppDCxmVlrSX83y5HNuQtKdL8cRIl4qZdUurmdr2j338emY1TLz4QwdW95YL4yxa3o4mxzIXWAzOB/aTZEliLwsH9t8J6zsaKvDQ/vvXb9vQUrtSr8Bp0DicmRfu/cjLX0SiLhMzbhs4mTMbZNng2u/+vlFbtVIHX3tqtW0GvYFY/plPX0+PJU3Knd/EfqvpOs5nEiXfy51sbOvCZ2qyYNTE1hMz5QBmgRlgAOSAA9j5TLzLiz6Rm36kS7SdTqfT+ZZiZEKIunLXXU0zCWhSbLPp7UHXC9LfePY5EMbczLptW0eTshdkY/RzpQ6btMlcc/9+PHiEAKcEI+TF5oufmp+5lZXcSpOaOGabVKMeZVVbpxQnD3JzhQAAACAASURBVDyIAGEUGg9cf2OMISGpJiZwaAa9fKVeNeTZhk2br7mqcY6S5oByWvzER93iChkpkMhEjQAPGY9KksG2Sy9k55wIzfbNEtp258f/mmCWAqVAXsbVxHGessLO2LL5jB3rnnFFb916r8y1WasgaiwFYP/ikf1//TGnEQAcQ6AAgb6+Cki6Ns++8/f0ASXcX5/IGtz1e28/ayUdiKOD82iLvAiYbWhjzM6vB2rF8dneylM21C+6kl738svf8iv/+v983Q/80e+ue+m1y6eOOK2L1ObTxlnp9Dl6eucXGVjtW/qsv/67dM4xS9s0Tlgcysm4LOvPf+6Lhw+dNKCu2qI3PJ27/kHXNDGGafsqVWVmgAjkvWcmEfHep6Sf+fTnVstSQTHZrl13aggxBCfSKwrVFGM0S4AxsxmMMB5PzMx7MeDIkeOLi4vEaxGRmVNKqnrFFVf0egwQ0fQLjQjEuPTSi/Pcs7BaBNH0j2KKKysrdf3t/F9Rp9PpdDpPVuXgoBiVh27d5SSwU7W2ALFS7XsLvd78ZRejn2NYzF90/mIKGbLNjds0wbqIuRBnDp/Ae/56HpBkCBFm/twdO77n2YCcgX5mvNKzSZr0yFy/p6FZuv1uTCYUG7+y+sCHPm0pTpCSBYIWsfVQg1+Bzl12Gc49J3K/D+lBfTW5+YMfmFta9spjoHbmFWwoVNoqrhb5hudciV4PhMpBVP3DR/beehtb8KSZqhJaUC+fWYFsvO65xWAOVz1NdmwjlaIlT5mZKdJEtPVx5yc/JcujmKKSmqz1ZOBpiJnmqS7R/o+1KWzvbxgeW9Sv3DcTIT5X50umVYGSX9dQv5lrZs8468Xff+1/f8d5P/XyR07uecfb/vM7/+Nvffj1v/2F979j+Qtf6T+82kviQiNCUMSgBoZMu71Opw58axLtN+YnNqCqKrN0+eVP6/UystQrstmZdQcOHnnDG94SIzZt3D6ZBGB6VfUPe9FVJTMzc9LknDOFtpaJZ7Jp2HXsdt+756EHDwCZiHztljtSSqYqBCYIA5oIajDn2cyI+cSJk8zMBAKOH1+qqsqJiMg00apqr9c777xzAKhOhxSrTAcOm11xxdO9FyYzS9NkDyDFdPLkyWPHlrtE2+l0Op1/AmoCt6G54Ws4dMhRW0sJDkVSTrQEOp7n2SUXpJ6rXKQrLzo5yFuIJHKRSGmC1c1O7n7vX7pDR7lpYapMtePzX/6v6jzPrfCK0ikLOETLuU1j/8ghu283pzI88FB+18PCNCqQoLBI1HBZ9YfzR53X657bsE/wUOOqXH7gPjt4cH1bucRLPaod8mSscGClfGF+uO6aZ8AopjiyVMA98sVdZ7mehtJiVSA1Kbq8D8vGrph72UsaZ3jq5vkXXh18nplnFYH4hFbrzYXv3fuw7npAiBNQEyAgAGk6O0CNVOlbvEj4/xulpCISfeqrfv+pR2Qyctjc0IZTkdU1w+HIuVKK+666ascf/u9L3/3Cm9/ytjte89v40Jeft3f5RUfDVcerrQ8dOfGW9x75F6+Z3HJvnxzFBEHuOMGUCQIy8PRm/7eGnR5ctfbPpImI1s3P/MgPv6yarCLVVR3zbOYzn7rhKzfeFlIWw3RygRmpkRo9ySub5eXVtaCZ1DnnWGC0aePGHWeeIaxe2IzyYuamm243ZDFh5657HJMX1hRDU5579lkspqowFRFTJZKjx46ZWtMmAJPJRESSqoiklMxMVefm5mZnZ5PCrbUtUGBty93sbOacqCUiwExEVBWE0Wi0urraJdpOp9Pp/BOQAFkd3/++j86tTojriibEMYvqXTYht9rvz1x60YixXMjg0vNObuovsTSginUlS8ukTapoZfHet7+PAPQ5iqvA/umXzlx6cdBQIDOb9pDXUdPkoNmFpb0f/yuUq0tfueWcpcDQsjBlCLRGPWM0qtvy7DPXPf+7GspzgImI9OT1XzkzpQylEK/m1DjNkzoDQRrf95dduO6KS0DCzI4YdUpf2jVYLfue2UJmZoTabFzXg83b8cxnjDzXs+6MFz8v9gsCW9BMXaHkTQer46cem5TX76SqJqYaiJiOwpru7bEEU2i3RPuE+jA8cuq233vr8uEj+syzV71mcMG5nPKNJ4ONwvK/fu4VOz/KL39J8ZQzaufnR3bJYnnZYpxrl+bjZG4y2jGqBgcfOfiXf402kRmmG7iAAIIQAWzG36Iq5seW2qfB1AhFrwdKp04ee+3P/vTZO7Yi1apm5maGG979ns/08vmZ2U3TblprfbtAT7hn///VysrYbO2+v4hYgoa4ddOmCy84RyTF1Kiac4Ndt+4GcO99Rw4eOpGLI6hp8I6f/ZxrTNfmR4iQmRHRqVMLBmNmNdRV7ZybljQQ0XSN1ns/HOTTH1ctOecNppaYKEQMhgPAptmXiKZPLIQQY+wSbafT6XT+CRAAo8nCXfcOUhQHztiQWE2Ek0jMMp6fY4QCbjg/02audAhCrWEssR66Vak3rp89/rmvoq2DszgdWSq+uOT8ZVDm+4VSgiHzddsOsl4vNYfvvA3jlebh/ZsSTLVlGBsbxowBZUuxLLdvlHO3F8w9XQsz9tCBeaUGLcBBkAhOjQwJbpR5OesMnZ9DUGUuEHFqgQ4dbxdO9bPcOWdJWaQK7QTtYH4OvZwRA6x3xmaI8PRmtqrBssxxXW9V1sNHsLQM1aAxrQUXANO2pWrdW+//SFQ8eDA+/OjJIwcvev5VY9gi26keMbkB/Ibept7Pv+wBkuOQ817w/Gtf9WOn1ruBm03Wgjw2DqJP8EgwHDqBkwsQwBAmgcHpdFMuMfx/dTlhxIwUk6a446xN5569Y9jPsyyr67Zq7I7bd8/NbW4bPV11sJaqn9zTaZpgdnp9mIiJhXjd/Py2rZuLwnkBi1Rl+8jBY5MKu3fvraqWeNq4TPPcn3Xm9pQiWSIYERkA47aNwuIdma2V5xIwHUQ7TbQpJQAhBLW1fwcsxghCCCnPcyJSXbv/YGZM3+7TvHtZdTqdTuebeeM+bfqfM1ot33b74NjiMGnZNpVGgphGixY1Pv2yy1iy2VG9rg5bZ7ZsdJkTBjj3GYm0iDlxubiw7p69Yfc9DaICA8tVxV97zf7MjcH92jLmkUVmL2RDjiv33lN9+jN0z25vDRNaM2V2htTnNia/fvsZP/i9443zNlJuwAwcOsi33OfHo7FTsGPvYSopOdCqk2OzvWt/+T80yMGOk/ZDqffeV+7Zu0WKVFctFCBSMsdFNthyzlkom9mFyUzTwBXnnbk9AxWSReLa8yoFy6AcH955K6rEsS3YrSUXBYwUFEAEUNfr4InPrbDvIx88t8Lqx69/+gufr9devH/OamFOrswG2/7DK9vnPmdLi+0NWwV50bXrf/aH9/TjmGyhl040q3kKZRwt+Grhjt1o6+kli3fegcbaJEIuXtswjZDTO+ODwUBVAaT0+NMbAFJKWZallKZBDUCMsW1bIqS09kmPjRwzsBGFFFkwHi3Xk+o1P/OK1IzKZpL3CmZ38uTob/76c0UxMACkSqoEBT+5NdrxuBSRLMucc1VVORZWzA17L7j2aePRCZ9bCC1LcejQqf0HT33281+K5mLTMCmQLr/04rN2bNZUMxuQQmjNwM6dOHFSVUM0YczNzU2TbNu2IYTp4WrbdmV1kmcZgZkFQIrqxKtiMp6MVkcAMYuIVFVVFEWIYTAYbNiw4dt2+nQzwzqdTqfzTZhusn4s1LrJ6omv3bKuanPDKUMxV+Rt4WpRUGa6snfvgTe+eckIFndABgdO9ELK0nTOKAD4ZGI4T+tjN9+8/rkXifNZEvKDTc++6oZNwzNKKpZWLKcxWaHT/p1xQxvveef7eg8c3QRjY1ZVIlELicbkJ9u3XPkzP3EYNpsxGnDRHv3CDf1HjvbhTg0onziuW0rJsTDJoxk/7ad/FDvONGQQQVQsLOz54IdkebHHGFWNyz3IucSRraZ25a5dC7/xW1Z5rM83trF49DAhphQbh8YBIIO1YvXS0vKHPj7/K6+SzAE+pcQgEClYwWSM1C0oPVGg9fqVu266tl6au2Xh4Lv/6mm//FNf+N03xfuOThpHL7pi3a++HC5bXwMnW2zJVvOw5VUv+eTb3zZTOd+mHMgjr+S6nGu2MtHRchLzBhicouDCQG1dF+KR1Dk3vRvOzBYtBGTZEzydpmkAhpmqTvc99Xq96clP9PgaWLbHRuhaMkuDwn3vdz/3uudd8+mbb06hJe4z+b/8iw/NrZsDoJQAWmuD+6Q2CU4mE1XV022P26aZHRZbNq2/+qrLiep+X+pJ9D4fj1f+73f8xa477onGnskRE+mrX/3TvT68Z7DB9PTiNYWkdVvn+YwBc/NzzrmkxLzWUUFVV1ZWlpdH87MDgJkcoMye2bHh0KGjy8sjol7TRufctPpWmOfn55/ylDng21Q33r2kOp1Op/NNLNA+lmvXQm2Izf17+ikSiDNO8CujsYJY2IdmdPDgw5/53KnP3nD4I5868LHPZJOVATkAXtELVETkCXlET9vqvvsHSjkM0zH3W7euu/KSg23JcBIBkowyJK2sXifSPrQ/b9saSsZOWQE2muH+suftz7sKwz5P6yedoSkf/dpOrkrnihoUQFk0D2ZAUxoNsi3XfRcGA1YBsRjw0IGT99zTcxBTNgSScYge3O8XVNjo6MH7PvyxpU9/8chHPvXgX31qdOp4RPJelNC46Y1kLh3H0Dx6005UrYcCqmsHjRI4TUsnU3cqPdHFUgjB6QriIMb97/3k5Mip73nVK4bn7sg3bDgiCfPDoUnTA7ZmKddHdKXaum79s55eucxHziMpo85onKmz1FqMa0NXgaQEhoKTCbGerkAl5mmhZ1V9wwXbN2RVZtBapWmM0TmXEnitrZXS46KaAXmep5QGvTzFAGt/5lWvJEnsaTDopaRgqarKCGsTHwjTjWpP4kC1bTtdOU6amFmYhGx+tr9hw/yZO7ZU1Yo4YXJR7eav7TpxcoGYyVRj2LJly9XPvLLIWYQAJYJhrew1Rq3rmgkA+j2ZxmU6/bMTUQjh2NETAFRN0/TYSAjJEo4cOdY0gUmm08hExMxgWL9+/bfz/OkSbafT6XSeTKg1s5QS9jw0uf/BAZAMfjjfBMz11gtndahnWM8GbVlZPrucXJn4vKo9A9lIy4nXlomNssRkrMSQanLH3Ti0SGUZBTFBfXHNT//Eob5Ezl1r3LKoI5LGY8bS1pV6yLycgYzyIAYRow1V79SmuXNf+2NVWa5XhgB5G/fvX/3KrtzMsrxtrYLNBBqSJErJolywA8+8KBDn6lJIMCrf+Z647yHv1Szkrmid52JGIjX1ZKFemLPqOVHPS+2F42breEI+ThAiJTIj4/U1bazIJxrENL7tbtu71yEykmMCEYgioBAoIXbn0RNJ1MtId8w2opeO/YP/61sfWFp57m/+8oaf/NG52Y3pgUPrY+8QxqtYtRDPS+sGE1z6fd+3NBwEyifsT/WldMiSMpIWVE2LVBVsxIApNqxbx9AEne7fF5EYo/f+5MmFlKCqBgNgBtW1/f7T8EpEBIox9no9VTDD1PhxWdZAAMUYnXBKoW0rx/zC6y78zd/+FUNTVaXzmSkxi0FBaqQw+oZpZd+MpmmIaNojVkSEuZqMzjn7TE/2ylf+26peZdZoKpI/eugIICSSYoTZS1/yLzdvQlHkTEpIxJg2JTCltm0n48n0x9m2bVuMca2yggiAc46Idu26I0YwMSAAmwmRqOKuO+9l8qok4nG6SMNgz372s9O38eKtS7SdTqfT+abjLE4XHpz8iw9mK6sZEEFNJCAblU2lkRzNMs2W5WZK60XXpzZLI3FYHdJiH6s5WqbI1ApVjpqs1v+HvTuNtvS66zv/+++9n+c5w711bw2q0liSZcmjZFvGsi3b2IZgCB6CDc0QJgML6ITVCSbpprNYtDutsFZ3Qjo90IR0N6sbwiKdAYhpQKEZ2gZs4xiHwbYseZYtW1ONdzrnPM+z9/73i3NLtjWQjiMp8fL3s2ppeFFVp3ade8/37LOHT35Gv/NurcrSVIKC4tbLXnztq29btCm4T9XYUEv2oQvj/t7VNdVx3JnIZF0JUgwK87Fu3PIc3Xx9iKkbVVId4nj/e9+3fWY/1Hhx7Ft1OYSNnJqi6qUN7bUvuWV1bHsVQqwWm7h/5sy9v/obx8Y85IMUUlDsPfauIN/YmIWZbfpwVS6tVidUjm+0B7N6MPfeh+iajTo2huM5nljY8WKz8zsP/NH7gkpVDibJZFbWG5NczNE+ziStv/4rX92c2WtSOKt+ttOf/+l//s6//Q8O7nz/s77rO+IV16Uz9crdM0eWSn/4qflP/ItzP/FPr7z55cNkXqztQ+pjuGzfn3OhbB6Zzy6/7OE52mSxajTX0699WrSgaOtQq5fWyL7nPe85/P1l7hrHvFwODz740Loa5Z5Sql5DCCdOnAhBpTx6Q5dJyjmbqZZcch9D9KL/9Pvf+MKvuLkfluvtUzo892r9wz53VPG/owsXLqynTmOIIYSS83JxcPLkcVd9w+v/4rXXXZXLUGs1C7JkIbpZDLYxn/3lb/+2YDq6vVVrWT9od7/04OtqucpFJt18880ppbr+LWJcf6Wb2dve9rbPfuasmUII8igPpnDffWfe8Y7fSymVw9sVwjAM7t427Zve9Kan8kJo1tECAL74wL37j/9ke32DqNlq6KeTze35Zjzoi2rN2ctytNhXb0pNqrUNB+pzMskmWaFoDCpBIVZfLM7c9dHLah2kdv1a33VPe+6zd+94p8knzURDn301evGxTJqJbJWjDo/3NJnksmPXXuNR3XRTCw3dmJXP3XffEYs1+cE4tt3M3eKoXL3KJ027uvrKXhbUqHc1duaBB/LF3e3j28sLB23bLsdhrJ6arvTLnPMqr6qaqtp7qsM4hvYg5K1p1wTva2mqkkzSrJpXdaVevP/+K6RcBtV06VjaS+2Dx0mSI9ddf3SVY/TPTJanfHZqp144e+HD5SO/dPuP6/TVN5+4cf6Mqd5//7F33ls+/uDWK5+nb54lheghVqXix0eZfHtzW1vzuh7pUaoqYzbr1hueQgiWYi2llFKlRb+46667Qnid6XCB+DjmYSj7+3vrTyFioxhjKUOMcWNjI0aVsYTHCtG2bfNy0XVNKcVCDqmp0ote9KIPfeC+vb3hsssu2zk4F+ITMKu4WCxqrSGaRTOzGEOadNNJK/nlV5x6+tOfdv+9H+tHd/ew7uzgKcbJdHLD9UfMNJtOa82Kl56LZl5dUqmllJJivPzyU03TjCu3YGZWSpXcgv/Zn37gvvvuv+qqE01Y34Nn/Wo8f+78xz/+idhsuVfzEMxW45him5p0440b8Sl8+jBHCwB4vGKVRmV5r9E1qORQbJB2NY6+TP3uR3/x5295911X7e2db+peF+dhGoayUw/2p3m0IUwnZ0PbNzHH1d7ELsZU+3p6vzl9zk8uJfcxdUOetH7iwKY31nb5j9+2fMfbt32nGX3wcOHokcu+79svnDyWNcbVrlvtU9uNG5qe+nDqem2d3JsET1N12wfNsnb/6pp289YX22p2wcKDM02X7eYnltNffdfG8qJCv921aRjn5eDezf1SDiZKb79mOvna12ztzTc/G3am3tv+9Nd/c97FbmfvyhL61f4Qi7d2bzM8tLGRd1a3LI9ujPNPbc43Qr/T1T7Y0w82rjwfmn0bQ9xv9FDSeUvnmonVeFkZh3e8T2f2tmS7TexbqYTtVTjRK4bBt5Y8uR6t2obe+PpPfO8bPzo/csNqe5b9QrNTN/avOPuJb33fnW/+pd996c/878/4kR/d/mf/24l73rsdH/jQDUsdWV2z15p1i/n8ykW6kMK7ru4+8H1v0LB9qsSd9qA/kXPTb5cYe936oheevOLEKix6L71qbuzAytDNf+6Xfvv7f/gn3/P++/by9DNnFnf8zh99w7d8z/khDZo0s01XLcN+E4bOhq9+1UvdVULKaqtS9VjijtvCa6plXsoYYy2rdpZORpOa/dmg7/uWr9uc7KT27N5wX7Y+26TWI6F0ja86P9+V3I5NU2VeZKtqYzGvHmttPDcqMRQrOVy6zCF7Hcqo3Z1BvhHC5lCtr30fhyFo6+iVqYYjqf7lb/xKpfvjvIxxY1HnB0XWLdKqf/XLbi3mvamdd2ZNGObt8uhk2E41lrSbm3NDv5y2YVzlrbm+69ve1NmgcaEyBJMHc4Ujk6f/tb/yd975+x8aqnaX3ksf/cxn/95P/WyM0xQnrbdtTnUM25ub3i9f95pX2EphVCgmj1Isqlm5Wi/PVhvVtsZlTqvBZoMfq0o1XZAtwhe7Joc5WgDAv2XeI8ps/QmpmZsaqRlH7R286xf/6Wa7/gC1bow+yaGTopTULGR1qCftxLBczuPMrVmVYrKYPKSF16GUVU2l7SaLcnF37sNY9jfHD/zf//yr3viqvaYUxUbBTm41r3juA/d9/KqsYEOSqisqSEpuoXgbm1VeuYUS7PzJy0+8+PllkhZSllwHduHeOx/82E3H2jP7i0WTa9u0y1I2mrH2s9SF5z9jeuO1SlKrPqlR/sBd//ryTn2RuU9z2Rp8Nvrg/WVx48D7pnQqcd63G3HzYlkWhWKz6mVrPlkMZz2MyUsNpcbUVy/z6Sfv++SzP/j+9lUvr1YXCkrqDneWhyqPPLUe8y3U9sYr//oPvv133zVdrtrF+ZMKi5gPWl2cDMk91JLb1Hv1xYUtXXaNBZ1/8ILvHa/DZFnaGvpZN/aLW171Vet7vJrUuUL1USGadPSo/dW/+gN//cf/ThmzpGDeNl2U7+/t/8qv/Podv/6bs645f+6hJqWmaaKOWfRacvASVPPY33j96W/91m8u1VM0M6+HywYesXLALn3ZmCy2jU5fffI//5tv+bH/+u/uLPbnG0fHovWiB3mUzG2Qqa7nhw//YV/4qwX34ubBJAW3KFsvbzB3mUItFmVNk45szKVqCq973et+/L/5hw/tes7DbDYbe1N1C+WFtzyzbSx7lVnXdcNKLrnJLUiNrA59drcYU4j6kb/xQ7/xr37r/gcvKthyMW5sHBlKubDoH9z7zHf9wI+88Ctuvvl5z7nn05/8wAfufODB86sSopWUJmbRy6qbzHYv7H/zt3xd28nHh69UO/yGYnr4RGb7vJMe1sMY9O9xpxtFCwB4fHbpFduDPGTX6LUzUwi697768XtqkFU1VV0pnTzKgibnpLOT2UPztmzOdvdTW5sSQvVmEmK3vHjKNOnztJZmHKNZHEvYSyuz1Pf9H901+8z55XWbjeKx4qrt5g037HszLcNgJVSZbH1FU6foXpRLUZ/ixNp0+rpnautULGEe1UjWl7O/9675xf1Ni6GYe8lKW4OHpXnpLob6FS+5LalRlUxHS212L+S7PxFd0dczYt6oJrdJ3Hgo5mV3mZ3Y+tRwsBf9hG2fX60U45HUHY927tMfvXIWN3NtvLiK8jhaHJouLBcfeed7bnrJi+Os9EqD1IX1ClorChTtYzzXQlBZ6WlXnHzRc4bf+tdbY5OUp8WGkvdbLYK3OYxeN0LTqO2ObmhjdvZP/1gxRw2eV3V6+Se0eNarXnns9NUyk4KtL+iSVIuiK9jLbrv16JH5zk5MKXnNZSxSNXUpxnHMFxbLbnKseslFFquqgrxJMQQfVuW2l916xRUbZh5N1YvsC04qsM/NNIdqwc3M03KxaieTN37DG37qZ/7P/MCulxI8ro/ucnk1BbdLN8iZ23oPm9a3zF26Yze4uXv1IFeQhyFrzEXS4bF11VOwprWNzShlk7q2u/zyUxcO9pqUzKxpGs99k8oNN1wjyd3jpbMaLh06FlxR3uztrYahNF1crfzYUXvpS17wq7/229Xr5ny2XK2apgsbG8dns9Vq8c73vv+9f/ahnIcLF3aObp+oGmvWZKNdrHr5ql8OL33JC2684dmSxpzbJn7B+2NpvZj886/OO/yzerh0yxtFCwB4QnNWVoLcPKgESTlodN+wqmH87O+/87k5nJvEptZJLiWUsZRqcXda7g7+vL/1w6/+5jeMRzdLaSeesnsNauuoe+/5l9//A5N7D56e0+Rg2YRVbutVB/VC2zXnDzbOl/x7Hzhy7VVZVTujOtu47fkPHTt6cOahVZPX27NNCq5cq1LNMY6TyV4dxjR+xbd8h2ZHatW0ejeO+uRn/vjn/skzcrO9v7tt3UXFceXHi6WVFs30/suPHvumbyweqilENfur+i/+32s+9sDQxSFoFX2RyjQrVl9M010bzdf8xI+2r7ztaUfmPtvUnjep8ybV5X7cu/ie/+F/+szbfu3avVUORVbMLdQm7O08ox777P91x02v/ovTl96cm7bK1ut9i8JS1vLseowZWqvTqY/96bd876fuv9/et3/52BeNclct0X1S/OSi8SZ+JAwXmrMvv/Wmd/70P7yqX3Vqlop/dDScfvN3X/eD36Mjm4qphpBlUZZi47lXzRaaa05vfc+bv/lnfuqXcr8fQmgs1uqz2XwYBlfrIVVrxzyamdUSojUxDMOB1fFFL7zpb7zlBySloOpjOFx6GuR2aadXOVzOLbmH6ooWp1O5lxNb8Tu/7Zv+7j/4X1fDmLoNfS5qrZpXq9WCuZlHl1Wr1dabB/1wSj/m6tmkUhUsXri4WPa9WZNLjtHy6NaWI5uTjbnKoKYL4yq/+EW3/umdvxZjWi32Z12bh34y8Rc8/7lePZhL3nVt37tbdXk1czWSzp3ZSTGaKybl4v/ZX/vuuz76oT/7s7snk5hia1XLUD3noSiljeVQvTbbx7aHYdg4suny3f0LKcZJO77qK2/7L/7mW06d6lZ9mUzTwxeK2GG7BilUrS8acamYR6nKTVpvOPsinz+sowUAPG5juKrkD7/GWFQI0WpRn/t3/9Gpg1UfyC0lYwAAIABJREFUmyE0OcRioQQrppVk8+2Tz3mBTp4ejl7pm5dr40Q9ftnixGX9yct1442nnvf8MtsePHmaLkNaps4U5JpkHRt8993vbcxXVmrneR4nL33BfTedfmA6XcW2j20OKVvK1vbVwmzzIFg+Mj8nnz7tdPfGr9090p5vtGxMvvrEb/zLnTP3xyqXBY/mIao1j3JdUEyveamuP3mhSw9GnYvS4uKHfuGfHe9zqG21tGjCorUhWnAvY9XGZvuKV+ra6+3U08rmFfWKq8b58XG2vTh5Stdfe/PXf737tCntELv9pu1jE2o4WuJ1u+Xyu87oF+9odpYT5bR+RXcVsyUvvo+lKo5xtpvCxstuuenv/ehDr3z+nUc3P7U532+m7dhuLNPWKhzTMZXpmWdevfWdX7946Kzu/Owq2Ce323ufedWJH/8r19/+Yzp2SsGUYjGLl0JZUdaYm2adfugHv/11X/fy664+pnJwZB7Mh8XBxRjcTE3TLvs+pGYym7dJsYzmvdX+Jbc+70d++IeuvHK7TTKp5jFc+pJYHy9sKkElKB8eNWxyM1mQ5VrGIP0nb3z9kWkza0P0ElTMfb2r0a0ojH74K62fI1WWzUZTNq/matvqntczt65w5szZMa8sZK9DlCt7tHrl1cdlapskD5Mu3frCm+Sj6tKHfau5CeFNb/raY0enTbBkapp04sRRsywb3LJbdQVXWi76GFWymmRttGc+89qf+em//53f/o1NKsqr4MVD3l/uVdVhLMMqR5vs7ywnqVvt7y33zm1t2LTtv+41L/2Ff/yTz33uVTFqMo1jXkn10kqL9WIM88O8rYfjZmNYj6Hr32fnJHO0AID/H5O1l6bR1ulRHnjw0/fcc3w1PrufSdk8SGEM3qcwhMmBmvk1z1DY9Hw485JMUTIP8tnzn/uV7//N92/vlWPuVXEp37Pea2hr8Bg/+8G7j10sm5OsppM0mW8/62WvHP7wk8cODjdmr7dZJ1lUE3Ljuxvn9/evuuHlSjPJbbGaT7r8wNn3//bvH4/z3A9V80FNH1ONzZ63WyXtF119y4tXY9i0EFRT0v7HP71396dPqblxtymqe7EWG9uiqFBqc/z003XiijrGIYQg8+BNMgUpNlrl+c0vv1qXHeuH3E9GC5s2udgsdxpt9NbW9Cfvfu9z7nsgnjiSVQ7nn/wLl0ri894/uYU2Hd3x5ezlt930s1fe+XP/ZPeuT+y/9wOzs3ut1T6Fj6WN49efftYP/KXjN1//x3/rvz8WTpy/+bKjr37Rja96xeQrX5XjRqqpNsXD587HkrulJC+l+Fji8SPdz/wvP/Zv/vgDv/iLv/wHf/DufdubzebL1U6I7Zi9m7RtUxfL8xP1TQrXnr7ma/7CK970ja+56TlPH/s86ZKpWgzu1aSaBy+rtomyPJYxKijkPC7XhweMpYbhIE43xmE8fc3W3/ov3/KTf/+ndvdXVY0sPHxXV9OE9WMMFrwW89zG2pfF+l6DaKWGIdhYi5LJpL29vTEvXQoWVMskVNX+9NWX1SK51+rueuYNN2x0tsy9Gre6aszf/OZvLXlU8Gqatu32kQ3TA8FWdvg4isvH4fC965j7lELN4zNvPP3f/bc/fssLvuJXfvl37rzzYxbHVe6DN02YqY3Ki60u2LA3iyvXeMuznvYNb3ztm77pa4blMJu2XqvMQ7RL3z3Wh9h97vA6r2OwbF6jTXK/7FKKQcFr/GK/OihaAMCfk7JWpGCyKBUlKZSyd2H3wbs+8plVX9vGwpEc8pjGZTMu2rpKdnG20T7nJl1+NCeNSaFUSTmEUXJTO2nmL3tp/xu/9bHxo9OVq5ssZHuXHRzZy9OF9xvTDx+cOf72d135tV+nLlYpLcNzX/7Vf/hr77770/dWBUlhfdVSDcM4LLu2PX50vOak3XabLXRkZuomyvX+uz/66TNnTjVtOLZ9JtdFY/ttGqJ8MVy905TTVz3tphdMbEN96KxUyx/80Ic+HsvOdvPs3SOrVM/N6rId19N7D7Xx1E03aGue07RIi14bqaqLWVpIqWvC1sbuddcMq3EV677XjWbjs/HiQbs8uegGaw/m2jjz2VN6xmGwyZJryhPrsQSz1hWk0aYHkl934y1/+8e0l/W+j+gd777nEx87aMrkq1584/Ne/qlP3v1zP//LX33Zjc/5S9+t77mtXL6d1Z3RdHsZtae6Heqlz6DDuvxUZB6TmUKVqpevvO3ml73k5osXl+953795+9t//+4Pf/zCzt7O7kHTTo4eOzGdTl/3Va9++Stuu+aaU1tbCia52i4ddlmIklb7aqPPunCw3K+ybjIfxz5ank+PjsMihQ0L0ULntTRdW6u+49vecPHC+f/xf/5HUbkqrDsvdfXM2fuPbJzuYlSVqtXSp+S5jiGG5BZMedzdnLf9skzmcX9/PHvmAdVlCDVYE+vYNSE2dXOzXS4Wk9nMotXBT19z1atf9eI/vfPDZx48d+rE1vXXXnfDDaeDeYxp0Q8x6qW33vLB998ZZNXGoLDeobXqV15lQVbdpBhcPs4mzfe++Q1v+oY3fOTD9//8L/z0uXMXPnz3x848eN5rSKGdtu2zn/3017/+L9z64hc897lPm05TNpmqVENwyWOMl/4eDovWLEhaLMc2aZq85mE67fo+R+XVwXLz6uO7FzQ5+UV9s/r847IBAPi8STNJGq2YPCmoBJnGoKZW7VzU+96vvZUuO6pQFEeFvN7fUQaL8+O68Sa1SUFDP7ahqokHMQ3ShkqzXPV/8qdddlXltkvHjvXNmfb+peWgaTjX6fhNL8zqLqZUpO3Sdw/t1I9+OHTpcIp2/cA8yEItubeseddedao/fk2VpDqRh7Nn8sc/3tagYZRVtVJrOSrEGB6o6mb5Rc/sp928bz3k3SbHMw9ufPo+tUHnsmJVWxTrujBkMW8fTTc+S6Epo6JLYSUlhbgbLKhuDKM+/GmdO69p9GA2mZdxJ+YDLRr1njstn3/D6ujxpLhVYhhNSX1Sx7PrUep6fWWRpEWjPSlqdaJ3HbgWK40HOtrubB/ZGk37y3Fn0QzbatRfU0oKE2+W1s176aKGU0WK4fCkAMmqaXS5lKqSX9p8tH6H4dL5neX21nTIGossqG0kSb3aVjINK29aS0GX9jLVSzPK6eyZ1UPnd+ab26u+7B8sp7Ou1tXy4OILX3BDGUcv42TiJSumaalBpgcfXF7YOXDFh8NrNV543k3XR8lHT2ZZ+uhnHhpdY1FUbEuwYnm+0JBvvuH0evvU2Z3VA+cuFEvyGGuTSuzL+XYzP+Pa68rB0HatpBp0/7nl5tHpepnEuNDGLI9jTs2kVnnQBz/4ydROXcnVuMf1bstT89UVVx6XVDwrFJeZkiuUKgvKo7pGpejihWFYFLPQdd2JY+oHdd26VX212u+m089NyT78vvjSD5fclXMJKd57/8WmnYbQ9X0ex/HIvFOV53z5qda+qFU5FC0A4PGLtmiValZp5W2J46J6E2Pj0aXdPY15eWqjqrqqVBrVIEs5Wk6qUR5rF5WHoKoUx9isTCaP6mMdqmoN3UW30bpRw+V5teFaNHlXcbO0ydu9lHrpsprbvs+tD9GqlKWq9S2c6w9uYy+vigvlY0MXmiCr7iWWIZbahCRXjaWPeSEvqtX98mUjxb3ZdFA9vu+axEXKvepMGj1HC1ovg9ThyUJjn7s0CSWG0HpxmVldKDYlpPVDCsoxL81Kic2e0qAmaTyqbIObTCnuBHelTmGjBhtNUR5ZePCYRevh8O/YlLSKWuYyCdblqmhjKItQl1Iaxq7ddC9H9kJQ2dvM86qwiEpNbqVBeTpEtdHX+4+k4LJcVVxRakyquY8xuivnnFIz5mIhWjBfL1UIwauiu8zkiqG6qryGcLiKYX322jhqfZOWm0IwDxpHNY2C5F6C1VpGBZliCE0e3SzEcLhJar1e1KVccyll0rShKMiKlKOySetT8Fwh6yCM09BYlpcSYhi9WhvWS1ObqljUaxw0TtMk1aAqjV6a6k0cXEHy6iHXrvNS3Cy5m+QWbB3060fj68dUc7BYvcZkuYxNakp1mdVqIZq7LNcYg6RaqrsHCxZMplq9lCFGWbRgjzjLzL7wP1RKDRbGXEMK63uHQ1S/qpM2lGFsUhqzd5MvJmkpWgDA40+aZS1aX2loVDdL0NjksdhmkyUruQ1STjIpytcnabrqOBZTTnFhdaHcyOdqpLQ+mKeRlFcxWlkcxG6u0Ep2Nuj4KCsqbb8KYT4GraLi+vb4on6prtH6INqwPj5T5qZi65au4xBmndYnX9ZRklJzOP8mKchTLTZW5WXR1m7UaPVYF6K0cJWi1nOsy2ytmnZqVqVBcikpJw2mVtIwpjYeyA/kx1T31FZpXjWpctMQh6QSc5A3imEMMilLg2qVmepE1kpWTDIFFROndz3WG6jBNEpBpVFNh38FQStplI9l1Vk4MhzsNc2FOG2ULs/y5Xh+M28Vb/sopdUsLqWZVkltLOHwtIDoCrmorisx+OHi2rHvm6bR+j6wlCR5zTKzw3cbqZSx1DHnYTrpzC4dPetRHiQtdi9Op1NrunWqleIWLefcNlr1y66N7rmGqbtqLm0zsYffJUqy9VEGKnIpRoW8X1KKalSisoqrJln0ZEU5ZfMw7K2maaJkamqx4iqmEL1RCdlyjR7drLcQoqpKyp58f1jM21kpdRK6qiFYU7JJCqacc9Mm2Shff/WatJ4hXy/qVSk1hOBS9ZxiXK72YwrJpyEEC+v9jSZVl1ZjX91SSikkKUTP65UZh197D/+JH57e9kt1a6rrRQ5SKWOMQe5lWMkVJxtfxPOHdbQAgD+vMqqsSEnV5VYsxXaQDqQcY5Idy3JTLZIU14dbpiaYzDxJE0WXslKSGqmtUpWGokmKk6nGUbkqTGedbJSyzJJ1rvHwiAW1WqWopmv6Gse6nt2socpDLC5rNLpiCNZpkOKoaApBCnXUuFTXan3crBVL0SUFm6kzdTroxzpvtiau8/vyWCftxqS1XvuuSVEapCJF1YlGqZOiGuWqNK40SBsuVSlVqZc1WlmOIW8MQQqqSjnYqLihkIJLjcdQL72wR4122FZ4lJzVF6UQ1Zg0JhXJtFBNFo7Faeql3M+aNCipVl8odk2jeD6WzVmdqhZ5UJI8qK7/Lh6OyM/rqvWzwppuoqo65ti0yqOCmQWZqxav1a3Ia9vEtuncc60Kof38X2N2ZC6Z18Grh9TGaLWOTTLJm6RahphSVZRVi83DR3FJVaryInOpusLu3v4kTrvYan2/brSgkjVIaX0ewGK5vzGZTzdmqpLc86gmS8UU5C5vhtKnmHL2LkzWjy4GKyrzNplyF1MtQ1W14HG968rVpCQfD+8IrkneSMFDuXjxnKnZ2tpOMbjLpBCTlKeTViqezcL63aRXlbEOIcSmaausSqtaYwhR6xVB+nNOLSjDoPV9xMlyHlMKXse+X3WzaWwvHSHMHC0A4AmrWddQNKQ6qm9UZm6xjx66nGzHS46SdNTr+rVrfTfB4U7mILfqUcvSp9hGxSCFcumlKrhCrZ7dYlD0akVq1gfhRw1SktIomXLSvlzyrtap4vqcpMOjgNyTzMdiMaq4gg2pFi/BomQui5cW7oXPnS1QqwdfljiJy6hB6uTtOIYmjQr9oLlpt1ErTdYVb6pRbopZqpJnT7WPmpR2jHKpHaUiJa1SdZWuelAqZsMQO49mUlBNKuuzkVzr/8rJS6idGp5gj56jrRqzghS69fSsmzdaSUHqqrSq8lXt4pDaVC2N0pAXm2FXYyObydrDS6dyVLT68HkCrlDrYYwGc1m99DH4+uN2e/hMWX84gd3Xa7a91mKHE7dhfY7s4YqB9XTyYUw9POlYSxmbJkley+hx7rWGELwWuQeTma1Xk65/rJ8awU2uYTG2s8aDu0pVCbLgQW41uLlZNVmQ1n+W9coMmUfVWKwqmKpCjWYmk6vkOoQUqtdkyTzI1oVqtaz/gCXE9bbP9b1hQbKqEkKUrBSXQjCtJ6arZzMvdUw2c6nWIvNwOLqe3SULliSrrnb9JnI9HPa5OLXPe2/h1S3YmMeUoplKyevFDJKrVoUgfTHnNVO0AIDHnzSTioo0SDUoJDXjqjYhWRNkQ659CnzW90i9oiulXFNIOehsHWehmUuxd9Wixj3JKFrgCUXRAgAeh0ujFKviWFSzoiklDyFLw6DVvsqozRnj9Ei1Vy3aG9TOFUM/CT6dJYW0nutNGoJaLlkAnlC8twYAPL51hCnEGHuFVa1H3ML53T/5Rz/70P/zu1eMuR/ZtP9Ijfa3wjgZm7NjPbsxffpbvv/0t7xBbVNj8pgGU//FfaoKgKIFAPw7s3V5BVkoUpb2cz5SqqqduPeh2Z997NrF3ipStI90sTtYaGFDZ9Zpa573zysOg6y3GKVAzgIULQDgKVOlVdJEWm8/NmmrbW05SmGz1Mk4SIuFlgzUI+x1tt8GrUK2ZpzG3gbFulQdVadS6wouFh0AFC0A4Ckq2l1J0tQVpEZauGpQVH+hzQft0I4qLa8jj3R00Vyx305Km+u0HdLG/kRDmrbrji126UZQABQtAOBJZ1IntS7LMlebtHKVLjVp9dFTzb1XpYfKvDvD68ijXll7HRu745r0as+v8madqk4ahU5hIjcvqhJnRABP7PcrzjoAADwml7wqZFdxydTYImq0OtFyef+n6gOfmvYHja5noB5hpylDqFtDnTWbF/Oqv/4qP3FZVdiSz7M0ulyaUbQARQsAeGqSdpRUpSKTYliGUOVR2cZFKosY66K5mnF6ZNHqoKpsSxqLNRvnpaymk465uvHSkmR2hwFPKN4jAgAen0lRCtVVi2Lw2pUU1KqaSlQts8rOsEeajb0kDUElaFZTqrVrwvoSYFNptDLNGSaAogUAPAXcNDQa5KOKVBv5hjU2uPbyPe945/0fvrvu727GfQbqke8CQlyd35ttnTioGqbN017zqqtefKt0eL3CrumCWKsBULQAgKemzKRWaj2YTRYKqcpWyt2Y4s7eH7ztxP/xK03Zi4oM1CPHrRZvgkY/VpqHZpPh5ESveE7RNHhYmjbcj/ZZE27BBZ5IHIgHAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAHl9iCAAAj83delcNMpslLRudmdVtH3T+wtQXy8lw2YXsOvKInxS+cK7E5S7/shq2B7Z3L9QLT7ets4t8/ujMZs0gzxpnpZ31ps4OJs2cZxdA0QIAnoqgNdVWocqkGlSlVsHHKus0yEoKah/Y2GWgHqHk4cqx3RgVNCtl0h7k1hUtyKWgYhoZI4CiBQA8RUUr7YfahdBILpnUSEFRaT7U5sKoDcXNYe8RP6vW+vn/a2Zm9mU1biFOL2tOqi+m2XhxmOROOcZkclNQCRQtQNECAJ7Coj1MNFc1RalI7kGxGY5sLk4cPzgom3v9I4vWv7BoZaYvr6LdyfFgHOYKC9mDJc+7Thak8GU2DABFCwD4j0CQ5q5Y3KpFyZKKZE2jsJq/7NajKeaDYTflR/+sR2Sxf5mNWzaFGvIiJk/XHZkdee71OaZi1gZZUXLNSFvgiWbuzigAAB6Du8aiElVtveZgp9TSlHmMnWf1o3IZN2aPKtov951hoS5jHbQwlaRpc9BZb5MobVaFLAUpivla4InFHC0A4N/GDuN0PglLhUGSpa6TUhp4HXmUEroYbHYkmEe3OCgWKT48V+1SlSLjBDyh36WYowUAPCaXZ6+xWvDDffo1Hu5qilKsbtUVONf8kXorxbyVBVmV9TKXGqmtsiKZZBQtQNECAJ4SRdpRbaVWIT7cYH5plrFILk3YuP/ogQuqUboUr/a5twjr/3Vj0QHwBOPTIgDAnyO4alUNUj3c9WVyO8w1lzwzRo9Uk0o8XE78+bNGQQqHbwR49QWeWMzRAgAem0vZZfKgKrmZu+QyVzyMWldSYaAeVbTmFsqludhYZVWSPKqEw/HqGCXgCcW7RADAYzNXs15TEFzBZarSKC/yal4VZOpYEPpoQVXqL83FzqKSHS45qAwO8GR9v2KOFgAAAF/abyQBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAID/GKX1v6577VsZCwAAAHzJueeO283dGQgAePJc99q33nPH7YwDADx5WHUAAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAA4Klj7i7pute+lbEAAADAl5x77rj9sGgBAE+S61771nvuuJ1xAIAnD6sOAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAA4D8Uc3dJ1732rYwFAAAAvuTcc8fth0ULAHiSXPfat95zx+2MAwA8eVh1AAAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABg7i7pute+lbEAAADAl5x77rj9sGgBAE+S61771nvuuJ1xAIAnD6sOAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAA4D8Uc3dJ1732rYwFAAAAvuTcc8fth0ULAHiSXPfat95zx+2MAwA8eVh1AAAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNF7kyJrAAABs0lEQVQCAACAogUAAAAoWgAAAICiBQAAAChaAAAAfLmxa7/+v2IUAAAA8CXqnjtuN3dnIAAAAPCli1UH/1+7dkwDIBAEUXQvwQc9Tmjxcw05TacHFYTQLCKoNnlPwlS/GAAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAPDPEhH3827HsAUAAOVc82yZaQgAAOryOgAAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAEDRAgBAZW3duxUAAKjrA+/e20xWlP5nAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">136<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">badaniu <span class="_ _6"></span>wzięli <span class="_ _6"></span>ud<span class="_ _1"></span>ział <span class="_ _6"></span><span class="ff2">m.in. <span class="_ _a"></span></span>przedstawiciele <span class="_ _6"></span>lokalnych <span class="_ _a"></span>społeczności. <span class="_ _a"></span>Szczegółowy <span class="_ _6"></span>opis <span class="_ _6"></span>b<span class="_ _1"></span>adania <span class="_ _6"></span>podwójnej <span class="_ _6"></span>isto<span class="_ _1"></span>tności </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">został przedstawiony w części 1.6.2. niniejszego Sprawozd<span class="_ _0"></span>ania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienia wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 yef6 w6c h31"><div class="t m0 xb h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e yef6 w6d h31"><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Środowisko (E)<span class="ff2"> </span></div></div><div class="c x1 yef7 w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e yef7 w6d hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">E2 Zanieczyszczenie </div></div><div class="c x1 y7b1 w6c h76"><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e y7b1 w6d h76"><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie powietrza </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie wody </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie gleby </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Substancje potencjalnie niebezpieczne </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie organizmów żywych i zasobów </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">żywnościowych (wpływ <span class="ff2">potencjalny) </span></div></div><div class="c x1 ye38 w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e ye38 w6d hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fcd sc0 ls0 ws0">Negatywny<span class="ls2">, </span><span class="fc1">rzeczywisty/ potencjalny </span></div></div><div class="c x1 yef8 w6c h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e yef8 w6d h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. ds. Transformacji </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Energetycznej <span class="ff1">/ prezesi Zarządów Spółek zależnych </span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yef9 ff1 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnych tematów<span class="ff2 fc1"> </span></div></div><div class="c x1 yefa w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E2<span class="ls0">-1<span class="fc15"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ya35 ff1 fs0 fc0 sc0 ls0 ws0">Polityki związane z zanieczyszczeniem<span class="ff2"> </span></div><div class="t m0 x1 h2 yefb ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>nie <span class="_ _6"></span>przyjęła, <span class="_ _6"></span>n<span class="_ _1"></span>a <span class="_ _1"></span>poziomie <span class="_ _6"></span>całej <span class="_ _6"></span>organizacji, <span class="_ _6"></span>jednego <span class="_ _6"></span>formalnego <span class="_ _6"></span>dokumentu, <span class="_ _6"></span>który <span class="_ _1"></span>w <span class="_ _6"></span>kompleksowy </div><div class="t m0 x1 h2 yed1 ff1 fs0 fc1 sc0 ls0 ws0">sposób reguluje podejście do kwestii zanieczyszczeń<span class="ff2"> do gleby, powietrza i wody<span class="ls2">. </span> </span></div><div class="t m0 x1 h2 yefc ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>2024 <span class="_ _8"></span>roku <span class="_ _8"></span>Grupa <span class="_ _8"></span><span class="ff1">UNIMOT<span class="_ _1"></span> <span class="_ _8"></span>po <span class="_ _8"></span>raz <span class="_ _8"></span>pierwszy <span class="_ _8"></span>przeprowadziła proces <span class="_ _7"></span>zbierania <span class="_ _8"></span>i <span class="_ _8"></span>raportowani<span class="_ _1"></span>a <span class="_ _8"></span>danych <span class="_ _7"></span>ś<span class="_ _1"></span>rodowiskowych </span></div><div class="t m0 x1 h2 y261 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _4"> </span>uję<span class="_ _1"></span>ciu <span class="_ _4"> </span>s<span class="_ _1"></span>konsolidowanym, <span class="_ _4"></span>zgodnie <span class="_ _5"> </span>z <span class="_ _5"> </span>wymogami <span class="_ _5"> </span>dyrektywy <span class="_ _5"> </span>CSRD <span class="_ _5"> </span>oraz <span class="_ _5"> </span>standardami <span class="_ _5"> </span>ES<span class="_ _1"></span>RS. <span class="_ _5"> </span>Z <span class="_ _4"> </span>uw<span class="_ _1"></span>agi <span class="_ _4"></span>na <span class="_ _5"> </span>złożoną<span class="_ _1"></span> </div><div class="t m0 x1 h2 yb35 ff1 fs0 fc1 sc0 ls0 ws0">strukturę <span class="_ _4"></span>organizacyjną <span class="_ _4"></span>Gru<span class="_ _1"></span>py <span class="_ _4"></span>oraz <span class="_ _4"> </span>różno<span class="_ _1"></span>rodność <span class="_ _4"></span>działalności <span class="_ _5"> </span>o<span class="_ _1"></span>peracyjnej <span class="_ _4"></span>poszczególnych <span class="_ _4"></span>spółe<span class="_ _1"></span>k <span class="_ _4"></span>zależnych, <span class="_ _4"></span>ce<span class="_ _1"></span>le </div><div class="t m0 x1 h2 y503 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowe <span class="_ _7"></span>–<span class="ff2"> <span class="_ _7"></span><span class="ff1">w <span class="_ _7"></span>s<span class="_ _1"></span>zczególności <span class="_ _7"></span>te <span class="_ _8"></span>dotyczące <span class="_ _7"></span>zapobiegania <span class="_ _7"></span>zanie<span class="_ _1"></span>czyszczeniom <span class="_ _7"></span>powietrza, <span class="_ _7"></span>wody, <span class="_ _7"></span>gleby <span class="_ _7"></span>ora<span class="_ _1"></span>z <span class="_ _7"></span>substancji </span></span></div><div class="t m0 x1 h2 yefd ff2 fs0 fc1 sc0 ls0 ws0">potencjalnie <span class="_ _1"></span>niebezpiecznych <span class="_ _6"></span><span class="ff1">–</span> <span class="_ _1"></span><span class="ff1">dotychczas <span class="_ _1"></span>były <span class="_ _1"></span>definiow<span class="_ _1"></span>ane <span class="_ _1"></span>lokalnie, <span class="_ _1"></span>w <span class="_ _6"></span>ramach <span class="_ _1"></span>wew<span class="_ _1"></span>nętrznych <span class="_ _1"></span>dokumentó<span class="_ _1"></span>w <span class="_ _1"></span>takich </span></div><div class="t m0 x1 h2 yc55 ff1 fs0 fc1 sc0 ls0 ws0">jak „Cele i zadania środowiskowe” obowiązujące na <span class="_ _0"></span>poziomie jednostek operacyjnych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ye5d ff1 fs0 fc1 sc0 ls0 ws0">Zgromadzenie danych w s<span class="_ _1"></span>konsolidowanej formie pozwoliło <span class="_ _1"></span>po raz pierwszy uz<span class="_ _1"></span>yskać pełniejszy obraz <span class="_ _1"></span>poziomu emisji </div><div class="t m0 x1 h2 yefe ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _6"></span>wpływu <span class="_ _a"></span>Grupy <span class="_ _a"></span>na <span class="_ _6"></span>środo<span class="_ _1"></span>wisko <span class="_ _a"></span>w <span class="_ _6"></span>kluczowych <span class="_ _a"></span>obszarach. <span class="_ _a"></span>Na <span class="_ _6"></span>tej <span class="_ _a"></span>podstawie, <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>perspektywie <span class="_ _a"></span>średniookresowej, </div><div class="t m0 x1 h2 yed3 ff2 fs0 fc1 sc0 ls0 ws0">planowane <span class="_ _8"></span>je<span class="_ _1"></span>st <span class="_ _8"></span>w<span class="_ _1"></span>yznaczenie <span class="_ _8"></span>skonsolidow<span class="ff1">anych, ilościowych <span class="_ _8"></span>celów d<span class="_ _0"></span>otyczących <span class="_ _0"></span>redukcji <span class="_ _8"></span>zanieczyszczeń. Cele <span class="_ _8"></span>te będą<span class="_ _8"></span> </span></div><div class="t m0 x1 h2 yeff ff1 fs0 fc1 sc0 ls0 ws0">oparte na rzeczywistych <span class="_ _1"></span>wynikach operacyjnych i<span class="_ _1"></span> zgodne z <span class="_ _1"></span>zasadą efe<span class="_ _1"></span>ktywności środowiskowej, przy je<span class="_ _1"></span>dnoczesnym </div><div class="t m0 x1 h2 yf00 ff1 fs0 fc1 sc0 ls0 ws0">odniesieniu do najlepszych dostępnych technik (BAT) właściwych dla sektora działalności Grupy UNIMOT.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf01 ff1 fs0 fc1 sc0 ls0 ws0">Wyniki <span class="_ _0"></span>osiągane względem <span class="_ _8"></span>tyc<span class="_ _1"></span>h celów z<span class="_ _0"></span>ostaną <span class="_ _0"></span>przedstawione w <span class="_ _8"></span>kolejnym Sprawozdaniu <span class="_ _8"></span>Zr<span class="_ _1"></span>ównoważonego Rozwoju.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf02 ff1 fs0 fc1 sc0 ls0 ws0">Spółki <span class="_ _4"></span>dążą <span class="_ _5"> </span>również <span class="_ _5"> </span>do <span class="_ _5"> </span>ograniczenia <span class="_ _4"> </span>zaniec<span class="_ _1"></span>zyszczeń <span class="_ _4"></span>w <span class="_ _5"> </span>ramach <span class="_ _5"> </span>realizacji <span class="_ _4"></span>ce<span class="_ _1"></span>lów <span class="_ _4"> </span>ś<span class="_ _1"></span>rodowisk<span class="_ _0"></span>owych <span class="_ _5"> </span>wynikających <span class="_ _4"></span>ze </div><div class="t m0 x1 h2 yf03 ff2 fs0 fc1 sc0 ls0 ws0">Strategii Grupy UNIMOT na lata 2024-<span class="ls1">2028.</span> </div><div class="t m0 x1 h2 yf04 ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT Terminale </div><div class="t m0 x1 h2 yf05 ff1 fs0 fc1 sc0 ls0 ws0">Z <span class="_ _7"></span>uwagi <span class="_ _8"></span>na <span class="_ _7"></span>spec<span class="_ _1"></span>yfikę <span class="_ _7"></span>działalności <span class="_ _8"></span>Spółka <span class="_ _7"></span>może <span class="_ _8"></span>negatywnie <span class="_ _8"></span>oddziaływać <span class="_ _7"></span>n<span class="_ _1"></span>a <span class="_ _7"></span>zanieczyszczenie<span class="_ _1"></span> <span class="_ _7"></span>powietrza <span class="_ _7"></span>po<span class="_ _1"></span>przez <span class="_ _7"></span>emisję </div><div class="t m0 x1 h2 yf06 ff1 fs0 fc1 sc0 ls0 ws0">węglowodorów <span class="_ _9"> </span>z  ma<span class="_ _0"></span>gazynowanych  pali<span class="_ _0"></span>w. <span class="_ _9"> </span>Zanie<span class="_ _1"></span>czyszczenia <span class="_ _9"> </span>mogą  p<span class="_ _8"></span>o<span class="_ _1"></span>chodzić <span class="_ _9"> </span>równie<span class="_ _1"></span>ż <span class="_ _9"> </span>z <span class="_ _9"> </span>kotłów  d<span class="_ _0"></span>o  ogrzewania<span class="_ _8"></span> </div><div class="t m0 x1 h2 yf07 ff1 fs0 fc1 sc0 ls0 ws0">budynków <span class="_ _5"> </span>(CO</div><div class="t m0 xeb h5d yf08 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 xec h2 yf07 ff1 fs0 fc1 sc0 ls0 ws0">, <span class="_ _b"> </span>NOx, <span class="_ _b"> </span>SOx, <span class="_ _b"> </span>pył) <span class="_ _b"> </span>należących <span class="_ _b"> </span>do <span class="_ _b"> </span>Spółki. <span class="_ _b"> </span>Poprzez <span class="_ _b"> </span>odprowadzanie <span class="_ _b"> </span>ścieków <span class="_ _b"> </span>oraz <span class="_ _b"> </span>wód <span class="_ _b"> </span>opadowych <span class="_ _b"> </span>i </div><div class="t m0 x1 h2 yf09 ff1 fs0 fc1 sc0 ls0 ws0">roztopowych <span class="_ _6"></span>potencjalnie <span class="_ _6"></span>zanieczyszczonych <span class="_ _6"></span>węglowodorami, <span class="_ _6"></span>Spółka <span class="_ _6"></span>może <span class="_ _6"></span>zanieczyszczać <span class="_ _6"></span>wodę. <span class="_ _6"></span>Zanieczyszczenie </div><div class="t m0 x1 h2 yed8 ff1 fs0 fc1 sc0 ls0 ws0">gleby może wystąpić w razie powstania awarii polegającej n<span class="ff2">a<span class="_ _1"></span> rozszczelnieniu dna zbiorni</span>ka, rurociągu, czy przelaniu </div><div class="t m0 x1 h2 yed9 ff2 fs0 fc1 sc0 ls0 ws0">autocysterny. </div><div class="t m0 x1 h2 yeda ff1 fs0 fc1 sc0 ls0 ws0">Po <span class="_ _9"> </span>to, <span class="_ _c"> </span>b<span class="_ _1"></span>y <span class="_ _c"> </span>m<span class="_ _1"></span>inimalizować <span class="_ _c"> </span>w<span class="_ _1"></span>ystąpienie <span class="_ _9"> </span>wyżej <span class="_ _c"> </span>w<span class="_ _1"></span>skazanych <span class="_ _9"> </span>ryzyk <span class="_ _c"> </span>i<span class="_ _1"></span> <span class="_ _9"> </span>tym <span class="_ _9"> </span>samym <span class="_ _9"> </span>zarządzać <span class="_ _9"> </span>wpływem <span class="_ _9"> </span>w <span class="_ _9"> </span>obszarze </div><div class="t m0 x1 h2 y5e2 ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczeń, w<span class="ff2"> </span>Spółce, wdrożono następujące dokumenty<span class="ff2">: </span></div><div class="t m0 xa h11 yedb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Procedura TER.31.01.00.00 - <span class="ff1">Identyfikacja znaczących aspektów środowiskowych,</span> </span></span></div><div class="t m0 xa h11 y19e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Procedura TER.51.02.00.00 - <span class="ff1">Monitorowanie procesów i działań mają<span class="_ _8"></span>c<span class="_ _1"></span>ych wpływ na środowisko,<span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y19f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">TER.47.01.00.00 - Reagowanie na awarie,  </span></span></div><div class="t m0 xa h11 y1a0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">TER.47.01.01.00 - <span class="ff1">Prowadzenie dochodzeń po awaria<span class="_ _0"></span>ch, <span class="ff2"> </span></span></span></span></div></div></div><div class="pi" ></div></div><div id="pf89" class="pf w0 h0" ><div class="pc pc89 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">137<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">TER.47.02.00.00 - Reagowanie na sytuacje kryzysowe,  </span></span></div><div class="t m0 xa h11 y118 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">TER.33.01.00.00 Cele i zadania środowiskowe<span class="ff2">. </span></span></span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">W ramach powyższych dokum<span class="_ _1"></span>entów dokonuje s<span class="_ _1"></span>ię identyfikacji oddziaływania Spółki w za<span class="_ _1"></span>kresie zanieczyszeń, oc<span class="_ _1"></span>eny </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">oddziaływania, a także zapobiegania <span class="_ _0"></span>zanieczyszczeniom i naprawy ich skutków.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y11b ff2 fs0 fc5 sc0 ls0 ws0">OLAVION </div><div class="t m0 x1 h2 y11c ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenia <span class="_ _1"></span>pochodzenia <span class="_ _1"></span>kolejow<span class="_ _1"></span>ego <span class="_ _1"></span><span class="ff1">mo<span class="_ _1"></span>gą <span class="_ _1"></span>być <span class="_ _1"></span>powodowane <span class="_ _1"></span>przez</span> <span class="_ _6"></span><span class="ff1">wycieki <span class="_ _1"></span>płynów <span class="_ _6"></span>eksploatacyjnych <span class="_ _1"></span>z <span class="_ _1"></span>taboru </span></div><div class="t m0 x1 h2 y11d ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _5"> </span>emisje <span class="_ _5"> </span>pocho<span class="_ _1"></span>dzące <span class="_ _4"> </span>z <span class="_ _b"> </span>eksploatacji <span class="_ _4"> </span>lokomotyw <span class="_ _b"> </span>spalinowych.<span class="_ _1"></span><span class="ff2"> <span class="_ _5"> </span></span>Spółka <span class="_ _5"> </span>OLAVION <span class="_ _5"> </span>nie <span class="_ _b"> </span>opracowała <span class="_ _4"> </span>dedykowanych </div><div class="t m0 x1 h2 y11e ff1 fs0 fc1 sc0 ls0 ws0">polityk i <span class="_ _1"></span>procedur <span class="_ _1"></span>w <span class="_ _1"></span>powyższych zakresach,<span class="_ _1"></span> niemniej <span class="_ _1"></span>podejmuje działania <span class="_ _1"></span>mające <span class="_ _1"></span>na c<span class="_ _1"></span>elu zapobieganie <span class="_ _1"></span>wskazanym </div><div class="t m0 x1 h2 y11f ff2 fs0 fc1 sc0 ls0 ws0">ryzykom. <span class="_ _b"> </span>Stopniowa <span class="_ _c"> </span>i <span class="_ _c"> </span>systematyczna <span class="_ _c"> </span>wymiana <span class="_ _c"> </span>taboru <span class="_ _c"> </span>kolejowego <span class="_ _c"> </span>na <span class="_ _b"> </span>now<span class="_ _1"></span>oczesne <span class="_ _b"> </span>ele<span class="_ _1"></span>ktry<span class="_ _0"></span>czne <span class="_ _c"> </span>lokomotywy <span class="_ _b"> </span>jes<span class="_ _1"></span>t </div><div class="t m0 x1 h2 y120 ff1 fs0 fc1 sc0 ls0 ws0">jednym ze wskaźników realizacji celu strategicznego Grupy w obszarz<span class="_ _0"></span>e środowisko. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf0a ff2 fs0 fc5 sc0 ls0 ws0">RCEkoenergia </div><div class="t m0 x1 h2 yf0b ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>ramach <span class="_ _8"></span>s<span class="_ _1"></span>wojej <span class="_ _8"></span>działalnośc<span class="_ _1"></span>i <span class="_ _8"></span>Spółka <span class="_ _8"></span>może generować <span class="_ _8"></span>zanieczyszczenie <span class="_ _8"></span>powietrza <span class="_ _8"></span>poprzez wprowadzane <span class="_ _8"></span>gazy <span class="_ _8"></span>i pyły: </div><div class="t m0 x1 h2 y7c7 ff1 fs0 fc1 sc0 ls0 ws0">pył <span class="_ _8"></span>ogółem, d<span class="_ _0"></span>wutlenek <span class="_ _8"></span>siarki, <span class="_ _8"></span>dwutlene<span class="_ _1"></span>k <span class="_ _8"></span>azotu, <span class="_ _8"></span>tlenek węgla<span class="_ _0"></span>. <span class="_ _8"></span>Spółka <span class="_ _8"></span>może <span class="_ _0"></span>również <span class="_ _8"></span>pote<span class="_ _1"></span>ncjalnie <span class="_ _8"></span>wpływać <span class="_ _8"></span>ne<span class="_ _1"></span>gatywnie </div><div class="t m0 x1 h2 y7f0 ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _9"> </span>glebę,<span class="_ _1"></span> <span class="_ _9"> </span>posiada  bowiem <span class="_ _9"> </span>oczyszc<span class="_ _1"></span>zalnię  ścieków <span class="_ _9"> </span>przemysłowych,  z <span class="_ _9"> </span>której  powstaje <span class="_ _9"> </span>odpad  niebezpieczny.  W </div><div class="t m0 x1 h2 y7f1 ff1 fs0 fc1 sc0 ls0 ws0">oczyszczonych <span class="_ _7"></span>ś<span class="_ _1"></span>ciekach <span class="_ _7"></span>odprowadzanych <span class="_ _7"></span>do <span class="_ _7"></span>rzeki<span class="_ _1"></span> <span class="_ _7"></span>Białej <span class="_ _7"></span>z<span class="_ _1"></span>awarte <span class="_ _7"></span>są <span class="_ _8"></span>zanieczyszczenia: <span class="_ _7"></span>zawie<span class="_ _1"></span>sina <span class="_ _7"></span>ogólna, <span class="_ _7"></span>wę<span class="_ _1"></span>glowodory </div><div class="t m0 x1 h2 y126 ff1 fs0 fc1 sc0 ls0 ws0">ropopochodne, BZT5, ChZT, fosfor ogólny, chlorki, Spółka może więc wpływać na zanieczyszczenia wody. <span class="ff2"> </span></div><div class="t m0 x1 h2 y154 ff2 fs0 fc1 sc0 ls0 ws0">Pozwolenie <span class="_ _7"></span>zintegrowane <span class="_ _7"></span>dla <span class="_ _7"></span>R<span class="_ _1"></span>CEkoenergia <span class="_ _7"></span>Sp. <span class="_ _7"></span>z <span class="_ _7"></span>o.o. <span class="_ _7"></span>znak: <span class="_ _8"></span>WS.6222.2.<span class="_ _1"></span>2019.RJ <span class="_ _7"></span>z <span class="_ _7"></span>19.02.2020 <span class="_ _7"></span>r. <span class="_ _7"></span>zawiera <span class="_ _7"></span>m.in. <span class="_ _7"></span>warunki </div><div class="t m0 x1 h2 yf0c ff1 fs0 fc1 sc0 ls0 ws0">wprowadzania ścieków do środowiska oraz pyłów i gaz<span class="_ _0"></span>ów do powietrza.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y2b ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT Paliwa<span class="fc0"> </span></div><div class="t m0 x1 h2 y1e9 ff1 fs0 fc1 sc0 ls0 ws0">Spółka p<span class="_ _8"></span>o<span class="_ _1"></span>siada własne p<span class="_ _8"></span>o<span class="_ _1"></span>jazdy <span class="_ _8"></span>cię<span class="_ _1"></span>żarowe tj. <span class="_ _8"></span>35 zestawów i d<span class="_ _8"></span>w<span class="_ _1"></span>ie autocysterny, <span class="_ _0"></span>którymi p<span class="_ _8"></span>rz<span class="_ _1"></span>ewozi pali<span class="_ _0"></span>wa cie<span class="_ _1"></span>kłe <span class="ff2">i <span class="_ _8"></span>L<span class="_ _1"></span>PG. </span></div><div class="t m0 x1 h2 yf0d ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _b"> </span>nie <span class="_ _b"> </span>świadczy <span class="_ _b"> </span>usług <span class="_ _b"> </span>transportowych <span class="_ _b"> </span>na <span class="_ _b"> </span>rzecz <span class="_ _b"> </span>podmiotów <span class="_ _b"> </span>trzecich, <span class="_ _b"> </span>przewożone <span class="_ _b"> </span>towary <span class="_ _5"> </span>są <span class="_ _b"> </span>jej <span class="_ _b"> </span>w<span class="_ _1"></span>łasnością. </div><div class="t m0 x1 h2 yf0e ff1 fs0 fc1 sc0 ls0 ws0">Samochody <span class="_ _4"> </span>ładują <span class="_ _5"> </span>towar <span class="_ _5"> </span>w <span class="_ _5"> </span>t<span class="_ _1"></span>erminalach <span class="_ _4"> </span>załadunkowych <span class="_ _5"> </span>i <span class="_ _5"> </span>przewo<span class="_ _1"></span>żą <span class="_ _4"></span>do <span class="_ _5"> </span>odbiorców<span class="_ _1"></span>. <span class="_ _4"></span>By <span class="_ _5"> </span>minimalizować <span class="_ _5"> </span>negatywny </div><div class="t m0 x1 h2 y215 ff1 fs0 fc1 sc0 ls0 ws0">wpływ w <span class="_ _1"></span>zakresie <span class="_ _1"></span>zanieczyszczeń <span class="_ _1"></span>związanych <span class="_ _1"></span>z <span class="_ _1"></span>transportem, Spółka <span class="_ _1"></span>prowadzi <span class="_ _1"></span>działania logi<span class="_ _1"></span>styczne tj. <span class="_ _1"></span>,maksymalne </div><div class="t m0 x1 h2 y216 ff1 fs0 fc1 sc0 ls0 ws0">wykorzystanie <span class="_ _1"></span>przestrzeni <span class="_ _6"></span>ładunkowej <span class="_ _6"></span>i <span class="_ _6"></span>planowanie. <span class="_ _6"></span>Co <span class="_ _6"></span>więcej, <span class="_ _1"></span>flota <span class="_ _6"></span>ciężaro<span class="_ _1"></span>wa <span class="_ _6"></span>to <span class="_ _6"></span>pojazdy <span class="_ _6"></span>z <span class="_ _1"></span>normą <span class="_ _6"></span>emisji <span class="_ _6"></span>EURO <span class="_ _6"></span>6, </div><div class="t m0 x1 h2 y12c ff1 fs0 fc1 sc0 ls0 ws0">nie starsze niż 6 lat.<span class="ff2">  </span></div><div class="t m0 x1 h2 yf0f ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT Commodities </div><div class="t m0 x1 h2 yf10 ff1 fs0 fc1 sc0 ls0 ws0">Spółka, <span class="_ _a"></span>z <span class="_ _4"></span>uwagi <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _a"></span>swój <span class="_ _4"></span>profil <span class="_ _a"></span>działalności <span class="_ _4"></span>operacyjnej,<span class="_ _1"></span><span class="ff2"> <span class="_ _a"></span></span>nie <span class="_ _4"></span>wpływa <span class="_ _4"></span>bezpośrednio <span class="_ _a"></span>na <span class="_ _4"></span>zanieczyszczenie <span class="_ _4"></span>powietrza, </div><div class="t m0 x1 h2 y7fe ff2 fs0 fc1 sc0 ls0 ws0">wody <span class="_ _8"></span>i <span class="_ _8"></span>gleby. <span class="ff1">Potencjalny <span class="_ _7"></span>wpływ spowodowany <span class="_ _7"></span>importem w<span class="_ _8"></span>ęgla <span class="_ _8"></span>na zanieczyszczenia <span class="_ _7"></span>ś<span class="_ _1"></span>rodowiska <span class="_ _8"></span>identyfikuje <span class="_ _8"></span>poprzez </span></div><div class="t m0 x1 h2 y7ff ff1 fs0 fc1 sc0 ls0 ws0">składowanie <span class="_ _c"> </span>go <span class="_ _9"> </span>w <span class="_ _c"> </span>Porcie <span class="_ _9"> </span>Północnym <span class="_ _c"> </span>w <span class="_ _c"> </span>Gdańsku <span class="_ _9"> </span>lub <span class="_ _c"> </span>innych <span class="_ _c"> </span>dostę<span class="_ _1"></span>pnych <span class="_ _c"> </span>portach <span class="_ _c"> </span>na <span class="_ _9"> </span>terenie <span class="_ _c"> </span>kraju. <span class="_ _9"> </span>W <span class="_ _c"> </span>miejscu </div><div class="t m0 x1 h2 y800 ff1 fs0 fc1 sc0 ls0 ws0">składowania, <span class="_ _a"></span>które <span class="_ _a"></span>jest <span class="_ _a"></span>zlecane <span class="_ _a"></span>do <span class="_ _a"></span>zewnę<span class="_ _1"></span>trznych <span class="_ _a"></span>firm, <span class="_ _a"></span>moż<span class="_ _1"></span>e <span class="_ _a"></span>wystąpić <span class="_ _a"></span>zanieczyszczenie <span class="_ _a"></span>poprzez <span class="_ _a"></span>dos<span class="_ _1"></span>tanie <span class="_ _a"></span>się <span class="_ _a"></span>pyłu </div><div class="t m0 x1 h2 y1f2 ff1 fs0 fc1 sc0 ls0 ws0">węglowego <span class="_ _8"></span>do p<span class="_ _0"></span>owietrza. <span class="_ _8"></span>Firmy, <span class="_ _8"></span>które<span class="_ _1"></span> <span class="_ _8"></span>wykonują <span class="_ _8"></span>dla <span class="_ _8"></span>S<span class="_ _1"></span>półki <span class="_ _8"></span>usł<span class="_ _1"></span>ugę <span class="_ _8"></span>przeładunku <span class="_ _8"></span>oraz <span class="_ _8"></span>s<span class="_ _1"></span>kładowania <span class="_ _7"></span>minimal<span class="_ _1"></span>izują <span class="_ _7"></span>w<span class="_ _1"></span>pływ </div><div class="t m0 x1 h2 y363 ff1 fs0 fc1 sc0 ls0 ws0">oddziaływania <span class="_ _6"></span>na <span class="_ _a"></span>powietrze <span class="_ _6"></span>poprzez <span class="_ _6"></span>zraszanie <span class="_ _a"></span>pryzm <span class="_ _6"></span>węgla <span class="_ _a"></span>wodą, <span class="_ _6"></span>co <span class="_ _a"></span>powoduje <span class="_ _6"></span>mniejsze<span class="_ _1"></span> <span class="_ _6"></span>podnoszenie <span class="_ _6"></span>s<span class="_ _1"></span>ię <span class="_ _6"></span>cząstek </div><div class="t m0 x1 h2 yf11 ff1 fs0 fc1 sc0 ls0 ws0">pyłowych węgla do powietrza. Spółka nie rozpozna<span class="_ _0"></span>ła zanieczyszczeń wpływających na wodę lub glebę. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y220 ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT Infrastruktura (<span class="ls2">od</span> 11.12.2024 r. <span class="ff1">w ramach Spółki UNIMOT Terminale</span>) </div><div class="t m0 x1 h2 y42 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _1"></span>przyjmuje <span class="_ _6"></span>ście<span class="_ _1"></span>ki <span class="_ _1"></span>przem<span class="_ _1"></span>ysłowe <span class="_ _1"></span>o<span class="_ _1"></span>raz <span class="_ _1"></span>z <span class="_ _6"></span>wód<span class="_ _1"></span> <span class="_ _1"></span>opadowych <span class="_ _6"></span>pows<span class="_ _1"></span>tające <span class="_ _1"></span>z <span class="_ _6"></span>instalacji <span class="_ _6"></span>wł<span class="_ _1"></span>asnych <span class="_ _1"></span>i <span class="_ _6"></span>firm<span class="_ _1"></span> <span class="_ _1"></span>zewnę<span class="_ _1"></span>trznych </div><div class="t m0 x1 h2 y3c4 ff1 fs0 fc1 sc0 ls0 ws0">działających <span class="_ _1"></span>na<span class="_ _1"></span> <span class="_ _1"></span>jej <span class="_ _6"></span>terenie<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _6"></span>J<span class="_ _1"></span>aśle. <span class="_ _1"></span>Ś<span class="_ _1"></span>cieki <span class="_ _1"></span>spływają <span class="_ _6"></span>kanalizacją <span class="_ _6"></span>ogólnospławną <span class="_ _a"></span>do <span class="_ _1"></span>miejsco<span class="_ _1"></span>wej <span class="_ _1"></span>o<span class="_ _1"></span>czyszczalni <span class="_ _1"></span>ścieków </div><div class="t m0 x1 h2 yef ff1 fs0 fc1 sc0 ls0 ws0">przemysłowych, gdzie są oczyszcz<span class="ff2">ane.  </span></div><div class="t m0 x1 h2 y7d6 ff1 fs0 fc1 sc0 ls0 ws0">Ścieki <span class="_ _19"> </span>przed <span class="_ _19"> </span>oc<span class="_ _1"></span>zyszczeniem <span class="_ _19"> </span>posiadają <span class="_ _17"> </span>podwyż<span class="_ _8"></span>s<span class="_ _1"></span>zoną <span class="_ _19"> </span>zawartość<span class="_ _1"></span> <span class="_ _19"> </span>ChZT<span class="_ _1"></span>, <span class="_ _19"> </span>BZT, <span class="_ _19"> </span>w<span class="_ _1"></span>ęglowodorów, <span class="_ _19"> </span>zawiesin, <span class="_ _17"> </span>które </div><div class="t m0 x1 h2 y7d7 ff1 fs0 fc1 sc0 ls0 ws0">doprowadzane <span class="_ _17"> </span>są <span class="_ _17"> </span>do <span class="_ _17"> </span>wartości <span class="_ _17"> </span>niskich, <span class="_ _17"> </span>bezpiecznych <span class="_ _17"> </span>dla <span class="_ _17"> </span>środowiska, <span class="_ _17"> </span>zgodnie <span class="_ _17"> </span>z <span class="_ _f"> </span>posiadanym <span class="_ _17"> </span>zezwoleniem </div><div class="t m0 x1 h2 y7d8 ff1 fs0 fc1 sc0 ls0 ws0">zintegrowanym, <span class="_ _4"></span>a <span class="_ _4"> </span>nastę<span class="_ _1"></span>pnie <span class="_ _4"></span>są <span class="_ _4"></span>wprowadzane <span class="_ _5"> </span>do <span class="_ _4"></span>rzeki <span class="_ _5"> </span>Wisłoki. <span class="_ _b"> </span>Jednym <span class="_ _4"></span>z <span class="_ _4"></span>r<span class="_ _1"></span>yzyk <span class="_ _4"></span>mogących <span class="_ _5"> </span>wystąpić <span class="_ _4"></span>w <span class="_ _4"> </span>S<span class="_ _1"></span>półce, <span class="_ _4"></span>a </div><div class="t m0 x1 h2 y7d9 ff1 fs0 fc1 sc0 ls0 ws0">mających  potencjalny  negatywny  wpływ  na  glebę,  to  awaria  instalacji  oczyszczalni  lub  przepełnienie  układu </div><div class="t m0 x1 h2 y7da ff1 fs0 fc1 sc0 ls0 ws0">kanalizacyjnego <span class="_ _e"> </span>i <span class="_ _d"> </span>zbiornika <span class="_ _e"> </span>retencyjnego <span class="_ _d"> </span>ścieków <span class="_ _e"> </span>przemysłowych <span class="_ _e"> </span>wpływających <span class="_ _d"> </span>na <span class="_ _e"> </span>oczyszczalnie. <span class="_ _e"> </span>W<span class="_ _1"></span> <span class="_ _e"> </span>wyniku </div><div class="t m0 x1 h2 yf12 ff2 fs0 fc1 sc0 lsa ws0">wy<span class="ff1 ls0">stąpienia <span class="_ _6"></span>deszczy <span class="_ _a"></span>nawalnych, <span class="_ _a"></span>nadmiarowy <span class="_ _1"></span>o<span class="_ _1"></span>pad <span class="_ _6"></span>deszczu <span class="_ _a"></span>jest <span class="_ _a"></span>w <span class="_ _a"></span>pierwszej <span class="_ _a"></span>kolejności <span class="_ _6"></span>wyłapywany <span class="_ _6"></span>przez <span class="_ _a"></span>zbiornik </span></div><div class="t m0 x1 h2 yf13 ff1 fs0 fc1 sc0 ls0 ws0">retencyjny, <span class="_ _1"></span>a <span class="_ _1"></span>w <span class="_ _1"></span>przypadku je<span class="_ _1"></span>go <span class="_ _1"></span>zapełnienia <span class="_ _1"></span>napływające <span class="_ _1"></span>wody są <span class="_ _6"></span>zatrzymywane <span class="_ _1"></span>w <span class="_ _1"></span>układzie <span class="_ _1"></span>kanalizacyjnym S<span class="_ _1"></span>półki. </div><div class="t m0 x1 h2 yca8 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>przypadku <span class="_ _7"></span>utrzymujących <span class="_ _8"></span>się <span class="_ _8"></span>opadów <span class="_ _8"></span>deszczów,<span class="_ _1"></span> <span class="_ _7"></span>może <span class="_ _8"></span>dojść <span class="_ _8"></span>do <span class="_ _8"></span>niekontrolowanego <span class="_ _8"></span>wycieku <span class="_ _7"></span>śc<span class="_ _1"></span>ieków <span class="_ _7"></span>zawi<span class="_ _1"></span>erających </div></div></div><div class="pi" ></div></div><div id="pf8a" class="pf w0 h0" ><div class="pc pc8a w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">138<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">substancje <span class="_ _8"></span>ropopochodne <span class="_ _7"></span>z <span class="_ _7"></span>układu <span class="_ _8"></span>kanalizacyjnego <span class="_ _7"></span>lub <span class="_ _8"></span>zbiornika <span class="_ _7"></span>retenc<span class="_ _1"></span>yjnego <span class="_ _7"></span>do <span class="_ _7"></span>gruntów <span class="_ _8"></span>zlokalizowanych <span class="_ _7"></span>na <span class="_ _7"></span>te<span class="_ _1"></span>renie </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">Spółki. Jes<span class="_ _1"></span>t to <span class="_ _1"></span>sytuacja awaryjna, <span class="_ _1"></span>mogąca <span class="_ _1"></span>być spowo<span class="_ _1"></span>dowana siłą <span class="_ _1"></span>wyższą (deszc<span class="_ _1"></span>ze nawalne). <span class="_ _1"></span>W <span class="_ _1"></span>ostatnich 10 <span class="_ _1"></span>latach </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">nie doszło do tego, natomiast jest to potencjalnie możliwe.<span class="ff2"> </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _7"></span>ramach <span class="_ _8"></span>wskazanego <span class="_ _7"></span>wyżej <span class="_ _8"></span>ryzyka <span class="_ _8"></span>przedostania <span class="_ _7"></span>się <span class="_ _8"></span>substanc<span class="_ _1"></span>ji <span class="_ _7"></span>niebezpiecznych <span class="_ _7"></span>do <span class="_ _8"></span>gruntów, <span class="_ _8"></span>może <span class="_ _7"></span>wystąpić <span class="_ _8"></span>sytuacja </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">rozszczelnienia <span class="_ _c"> </span>instalacji, <span class="_ _b"> </span>awarii <span class="_ _c"> </span>instalacji <span class="_ _b"> </span>firm<span class="_ _1"></span> <span class="_ _b"> </span>wpiętych <span class="_ _c"> </span>w <span class="_ _c"> </span>układ <span class="_ _c"> </span>kanalizacyjny <span class="_ _b"> </span>Spół<span class="_ _1"></span>ki. <span class="_ _c"> </span>Niekontrolowany <span class="_ _b"> </span>wycie<span class="_ _1"></span>k, </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">nadmierne <span class="_ _7"></span>stę<span class="_ _1"></span>żenie <span class="_ _7"></span>lub <span class="_ _7"></span>iloś<span class="_ _1"></span>ć <span class="_ _7"></span>s<span class="_ _1"></span>ubstancji <span class="_ _7"></span>niebezpiecznych <span class="_ _8"></span>w <span class="_ _8"></span>ściekach <span class="_ _8"></span>może <span class="_ _7"></span>pr<span class="_ _1"></span>zekroczyć <span class="_ _7"></span>możliwości <span class="_ _8"></span>techniczne <span class="_ _8"></span>instalacji </div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _b"> </span>doprowadzić <span class="_ _b"> </span>do <span class="_ _b"> </span>przekroczenia <span class="_ _b"> </span>parametrów <span class="_ _b"> </span>ś<span class="_ _1"></span>cieków <span class="_ _b"> </span>zrzutowych <span class="_ _b"> </span>z <span class="_ _b"> </span>oczyszczalni, <span class="_ _b"> </span>a <span class="_ _b"> </span>t<span class="_ _1"></span>ym <span class="_ _b"> </span>samym <span class="_ _b"> </span>skażenie <span class="_ _b"> </span>rzeki <span class="_ _b"> </span>i </div><div class="t m0 x1 h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">okolicznych <span class="_ _e"> </span>gruntów. <span class="_ _e"> </span>Jest <span class="_ _e"> </span>to <span class="_ _e"> </span>sytuacja <span class="_ _e"> </span>awaryjna <span class="_ _e"> </span>i  nad<span class="_ _1"></span>zwyczajna, <span class="_ _e"> </span>której <span class="_ _e"> </span>wystąpienia <span class="_ _e"> </span>nie <span class="_ _e"> </span>mo<span class="_ _1"></span>żna  przewidzieć. </div><div class="t m0 x1 h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">Potencjalne wycieki z<span class="_ _1"></span> instalacji obcych <span class="_ _1"></span>zdarzają się <span class="_ _1"></span>częściej, je<span class="_ _1"></span>dnakże są neutralizowane <span class="_ _1"></span>przez obsługę i<span class="_ _1"></span> dotychczas </div><div class="t m0 x1 h2 y149 ff1 fs0 fc1 sc0 ls0 ws0">nie doszło do skażenia wód rzeki Wisłoki.<span class="ff2"> </span></div><div class="t m0 x1 h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">Załoga <span class="_ _b"> </span>obsł<span class="_ _1"></span>ugująca <span class="_ _b"> </span>miejscową <span class="_ _b"> </span>o<span class="_ _1"></span>czyszczalnię <span class="_ _b"> </span>śc<span class="_ _1"></span>ieków <span class="_ _c"> </span>jest <span class="_ _b"> </span>przeszkolona <span class="_ _b"> </span>w <span class="_ _c"> </span>zakresie <span class="_ _c"> </span>przeciwdziałania <span class="_ _b"> </span>powyższym </div><div class="t m0 x1 h2 y326 ff2 fs0 fc1 sc0 ls0 ws0">sytuacjom. </div><div class="t m0 x1 h2 y757 ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT Bitumen </div><div class="t m0 x1 h2 y124 ff1 fs0 fc1 sc0 ls0 ws0">Źródłem potencjalnego oddziaływania <span class="_ _0"></span>instalacji produkcyjnych na środowisko gruntowo<span class="_ _1"></span><span class="ff2">-</span>wodne mogą być:<span class="ff2"> </span></div><div class="t m0 xa h11 y7f1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">awaryjne <span class="_ _7"></span>rozlewy <span class="_ _7"></span>i <span class="_ _8"></span>wycieki <span class="_ _7"></span>as<span class="_ _1"></span>faltu/surowców <span class="_ _7"></span>do <span class="_ _7"></span>produkcji <span class="_ _7"></span>asfa<span class="_ _1"></span>ltów <span class="_ _7"></span>ze <span class="_ _8"></span>stanowisk <span class="_ _7"></span>dystrybucji <span class="_ _7"></span>o<span class="_ _1"></span>raz <span class="_ _7"></span>opróżniania </span></span></div><div class="t m0 xc h2 y126 ff2 fs0 fc1 sc0 ls0 ws0">cystern kolejowych i samochodowych,  </div><div class="t m0 xa h11 y127 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">awaryjne wycieki asfaltu lub oleju grzewczego z urządz<span class="_ _0"></span>eń i rurociągów,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y28 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">awaryjne rozszczelnienie zbiornika z a<span class="_ _0"></span>sfaltem/surow<span class="_ _1"></span>cem do p<span class="_ _0"></span>rodukcji asfaltów.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yc51 ff1 fs0 fc1 sc0 ls0 ws0">Zastygnięty <span class="_ _0"></span>asfalt nie jest <span class="_ _8"></span>s<span class="_ _1"></span>ubstancją niebezp<span class="_ _0"></span>ieczną. Z <span class="_ _8"></span>uw<span class="_ _1"></span>agi na <span class="_ _8"></span>duż<span class="_ _1"></span>ą <span class="_ _8"></span>le<span class="_ _1"></span>pkość po <span class="_ _8"></span>ro<span class="_ _1"></span>zlaniu <span class="_ _8"></span>ni<span class="_ _1"></span>e dochodzi <span class="_ _8"></span>w głąb gleby.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y7ca ff1 fs0 fc1 sc0 ls0 ws0">Źródłem <span class="_ _c"> </span>potencjalnego <span class="_ _c"> </span>oddziaływania <span class="_ _c"> </span>transportu <span class="_ _c"> </span>asfaltu <span class="_ _c"> </span>c<span class="_ _1"></span>ysternami <span class="_ _c"> </span>samochodow<span class="_ _1"></span>ymi <span class="_ _b"> </span>na <span class="_ _c"> </span>ś<span class="_ _1"></span>rodowisko <span class="_ _c"> </span>gruntowo<span class="_ _1"></span><span class="ff2">-</span></div><div class="t m0 x1 h2 y722 ff1 fs0 fc1 sc0 ls0 ws0">wodne mogą być:<span class="ff2"> </span></div><div class="t m0 xa h11 yf0e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">rozszczelnienie cystern samochodowych (np. w wyniku k<span class="_ _0"></span>olizji drogowej),<span class="_ _1"></span> </span></span></div><div class="t m0 xa h11 y215 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">rozszczelnienie węża podczas rozładunku,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y216 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">przelanie autocysterny podczas nalewu asfaltu, </span></span></div><div class="t m0 xa h11 y12c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wyciek <span class="_ _5"> </span>paliwa <span class="_ _5"> </span>ze<span class="_ _1"></span> <span class="_ _5"> </span>zbiornika <span class="_ _5"> </span>lub <span class="_ _5"> </span>ole<span class="_ _1"></span>ju <span class="_ _5"> </span>z <span class="_ _5"> </span>silnika <span class="_ _b"> </span>lub <span class="_ _5"> </span>innych <span class="_ _b"> </span>płynów <span class="_ _5"> </span>w <span class="_ _b"> </span>samochodzie <span class="_ _5"> </span>ciężarowym <span class="_ _5"> </span>w <span class="_ _b"> </span>skutek </span></span></div><div class="t m0 xc h2 y217 ff2 fs0 fc1 sc0 ls0 ws0">zaistnienia awarii/kolizji. </div><div class="t m0 x1 h2 ybdc ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>Spółce<span class="_ _1"></span> <span class="_ _8"></span>wprowadzono <span class="_ _8"></span>do <span class="_ _0"></span>stosowania <span class="_ _8"></span>Zinte<span class="_ _1"></span>growany <span class="_ _8"></span>System Zarz<span class="_ _0"></span>ądzania, <span class="_ _8"></span>który porządkuje <span class="_ _8"></span>działania <span class="_ _8"></span>mające na <span class="_ _8"></span>celu </div><div class="t m0 x1 h2 ybdd ff1 fs0 fc1 sc0 ls0 ws0">osiągnięcie wysokiego p<span class="_ _0"></span>oziomu ochrony <span class="_ _0"></span>środowiska. Większość z<span class="_ _0"></span> nich <span class="_ _0"></span>ma wpływ <span class="_ _8"></span>na ochronę powietrz, wody <span class="_ _8"></span>i gleby:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y7ff ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stosowanie rozwiązań podnoszących sprawność poszczególnych instalacji;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y800 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">hermetyzacja instalacji; </span></span></div><div class="t m0 xa h11 y1f2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dopalanie gazów w dopalaczu termicznym;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y363 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zastosowanie filtrów węglowych;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf11 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie procesów <span class="_ _1"></span>technologicznych w sposób zapewniający dotrzymanie standardów <span class="_ _1"></span>środowiska oraz </span></span></div><div class="t m0 xc h2 yf14 ff1 fs0 fc1 sc0 ls0 ws0">najlepszych dostępnych technik;<span class="ff2"> </span></div><div class="t m0 xa h11 yf15 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stosowanie wysokosprawnych urządzeń ograniczają<span class="_ _0"></span>cych  emisję do powietrza;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y3aa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie efektywnej gospodark<span class="_ _0"></span>i materiałowo<span class="_ _1"></span><span class="ff2">-surowcowej; </span></span></span></div><div class="t m0 xa h11 yf16 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">prowadzenie bezpiecznej gospodarki substancjami niebezpiecznymi; </span></span></div><div class="t m0 xa h11 y6c2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie prawidłowej gospodarki odpadami w sposób b<span class="_ _0"></span>ezpieczny dla środowiska;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y804 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">szkolenia pracowników w zakresie wszelkich aspektów związ<span class="_ _0"></span>anych z ochroną środowiska;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y805 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">systematyczny <span class="_ _6"></span>monitoring <span class="_ _a"></span>emisji <span class="_ _a"></span>substancji <span class="_ _a"></span>do <span class="_ _6"></span>środowiska <span class="_ _a"></span>i <span class="_ _a"></span>badania <span class="_ _6"></span>jakości <span class="_ _a"></span>ścieków <span class="_ _a"></span>odprowadzanych <span class="_ _6"></span>do </span></span></div><div class="t m0 xc h2 y806 ff2 fs0 fc1 sc0 ls0 ws0">kanalizacji, <span class="_ _5"> </span>gleby <span class="_ _b"> </span>i <span class="_ _5"> </span>inne <span class="_ _b"> </span><span class="ff1">–</span> <span class="_ _b"> </span><span class="ff1">zgodnie <span class="_ _b"> </span>z <span class="_ _5"> </span>opracowanym <span class="_ _b"> </span>Planem <span class="_ _5"> </span>monitoro<span class="_ _1"></span>wania <span class="_ _5"> </span>procesów <span class="_ _5"> </span>mający <span class="_ _b"> </span>wpływ <span class="_ _5"> </span>na </span></div><div class="t m0 xc h2 y807 ff1 fs0 fc1 sc0 ls0 ws0">środowisko <span class="_ _1"></span>dla Zakładu <span class="_ _1"></span>Produkcyjnego w <span class="_ _1"></span>Jaśle <span class="_ _1"></span>( <span class="_ _1"></span>wyd. z<span class="_ _1"></span> <span class="_ _1"></span>dnia <span class="_ _1"></span>21.08.2023)<span class="_ _1"></span> oraz <span class="_ _1"></span>dla <span class="_ _1"></span>Zakładu Produkcyjnego </div><div class="t m0 xc h2 yf17 ff2 fs0 fc1 sc0 ls0 ws0">Czechowice (wyd. z dnia 21.08.2023). </div><div class="t m0 x1 h2 yf18 ff1 fs0 fc1 sc0 ls0 ws0">Zintegrowany System Zarządzania został potwierdzony certyfikata<span class="_ _0"></span>mi:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yf19 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1 ls3d">PN<span class="ls0">-<span class="ff1">EN ISO 9001 System Zarządzania Jakością, </span> </span></span></span></div><div class="t m0 xa h11 yf1a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1 ls3d">PN<span class="ls0">-<span class="ff1">EN ISO 14001 System Zarządzania Środowiskiem,</span> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf8b" class="pf w0 h0" ><div class="pc pc8b w0 h0"><img class="bi x9 yf1b wb2 h1a8" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">139<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1 ls3d">PN<span class="ls0">-<span class="ff1">EN ISO 45001 System Zarządzania bezpieczeństwem i higieną pracy.</span> </span></span></span></div><div class="t m0 x1 h2 y7 ff1 fs0 fc1 sc0 ls0 ws0">Ponadto kwestie zanieczyszczeń regulowane są przez następujące dokumenty:<span class="ff2"> </span></div></div><div class="c x1 yf1c wb3 h1a9"><div class="t m0 xd h2 yf1d ff2 fs0 fc1 sc0 ls0 ws0">BIT.31.01.00.00 </div></div><div class="c x69 yf1c wb4 h1a9"><div class="t m0 xd h2 y6f6 ff1 fs0 fc1 sc0 ls0 ws0">Identyfikacja aspektów </div><div class="t m0 xd h2 yf1d ff1 fs0 fc1 sc0 ls0 ws0">środowiskowych oraz ustalenie </div><div class="t m0 xd h2 yf1e ff1 fs0 fc1 sc0 ls0 ws0">celów i działań<span class="ff2"> </span></div></div><div class="c x1e yf1c wb5 h1a9"><div class="t m0 xd h2 y34d ff1 fs0 fc1 sc0 ls0 ws0">Procedura <span class="_ _b"> </span>ma <span class="_ _b"> </span>na <span class="_ _b"> </span>ce<span class="_ _1"></span>lu, <span class="_ _b"> </span>określenie <span class="_ _b"> </span>i <span class="_ _b"> </span>nadzorowanie<span class="_ _1"></span> </div><div class="t m0 xd h2 y175 ff1 fs0 fc1 sc0 ls0 ws0">aspektów <span class="_ _24"> </span>śro<span class="_ _1"></span>dowiskowych <span class="_ _24"> </span>dotyczących <span class="_ _24"> </span>działań, </div><div class="t m0 xd h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">wyrobów <span class="_ _d"> </span>i <span class="_ _d"> </span>usług <span class="_ _d"> </span>UNIMOT <span class="_ _19"> </span>Bitumen <span class="_ _d"> </span>Sp. <span class="_ _d"> </span>z <span class="_ _19"> </span>o.o., </div><div class="t m0 xd h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">zapewnienie <span class="_ _a"></span><span class="ff1">zgodności <span class="_ _a"></span>z <span class="_ _a"></span>wymaganiami <span class="_ _6"></span>prawnymi <span class="_ _a"></span>i<span class="_ _1"></span> </span></div><div class="t m0 xd h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">innymi <span class="_ _2a"> </span>dotyczącymi <span class="_ _2a"> </span>ochrony <span class="_ _2a"> </span>śro<span class="_ _1"></span>dowiska <span class="_ _2a"> </span>oraz </div><div class="t m0 xd h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">zapewnienie, <span class="_ _8"></span>że <span class="_ _8"></span>cele <span class="_ _8"></span>i <span class="_ _8"></span>zadania <span class="_ _8"></span>środowiskowe <span class="_ _8"></span>a <span class="_ _8"></span>także </div><div class="t m0 xd h2 yde ff1 fs0 fc1 sc0 ls0 ws0">programy <span class="_ _35"> </span>zarządzania <span class="_ _2f"> </span>środowiskowego <span class="_ _35"> </span>s<span class="_ _1"></span>ą </div><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">ustanowione, udokumentowane i realiz<span class="_ _0"></span>owane.<span class="_ _1"></span> </div></div><div class="c x1 yf1f wb3 h14"><div class="t m0 xd h2 ydb ff2 fs0 fc1 sc0 ls0 ws0">BIT.47.01.00.00 </div></div><div class="c x69 yf1f wb4 h14"><div class="t m0 xd h2 yf20 ff1 fs0 fc1 sc0 ls0 ws0">Gotowość i reagowanie na </div><div class="t m0 xd h2 yf1d ff2 fs0 fc1 sc0 ls0 ws0">awarie i sytuacje kryzysowe* </div></div><div class="c x1e yf1f wb5 h14"><div class="t m0 xed h2 yd7 ff2 fs0 fc1 sc0 ls0 ws0">Procedura ma <span class="_ _8"></span>na<span class="_ _1"></span> celu zap<span class="_ _0"></span>ewnienie<span class="_ _1"></span><span class="ff1">, że <span class="_ _8"></span>w<span class="_ _1"></span> p<span class="_ _0"></span>rzypadku </span></div><div class="t m0 xed h2 yd8 ff2 fs0 fc1 sc0 ls0 ws0">zaistnienia <span class="_ _2a"> </span>zdarzenia <span class="_ _2a"> </span>awaryjnego/ <span class="_ _2a"> </span>potencjalnie </div><div class="t m0 xed h2 yd9 ff1 fs0 fc1 sc0 ls0 ws0">awaryjnego <span class="_ _5"> </span>zostaną <span class="_ _b"> </span>przeprowadzone <span class="_ _b"> </span>odpowiednie </div><div class="t m0 xed h2 yda ff1 fs0 fc1 sc0 ls0 ws0">działania pozwalające na:<span class="ff2"> </span></div><div class="t m0 x45 h11 ydb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _69"> </span><span class="ff1 fc1">zminimalizowanie jego w<span class="_ _1"></span>pływu na zdrowie i </span></span></div><div class="t m0 xee h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">życie ludzi oraz środowisko,<span class="ff2"> </span></div><div class="t m0 x45 h11 ydd ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _69"> </span><span class="ff1 fc1">s<span class="_ _1"></span>zybki <span class="_ _19"> </span>powrót <span class="_ _19"> </span>do <span class="_ _19"> </span>normalnej <span class="_ _19"> </span>działalnośc<span class="_ _1"></span>i </span></span></div><div class="t m0 xee h2 yde ff1 fs0 fc1 sc0 ls0 ws0">przedsiębiorstwa,<span class="ff2"> </span></div><div class="t m0 x45 h11 ye2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _69"> </span><span class="ff1 fc1">zminimalizowanie strat w majątku.<span class="_ _1"></span><span class="ff2"> </span></span></span></div></div><div class="c x1 y157 wb3 h22"><div class="t m0 xd h2 yd00 ff2 fs0 fc1 sc0 ls0 ws0">BIT.51.01.00.00 </div></div><div class="c x69 y157 wb4 h22"><div class="t m0 xd h2 y9a9 ff1 fs0 fc1 sc0 ls0 ws0">Monitorowanie procesów i </div><div class="t m0 xd h2 yd00 ff1 fs0 fc1 sc0 ls0 ws0">działań mających wpływ na </div><div class="t m0 xd h2 y5e7 ff1 fs0 fc1 sc0 ls0 ws0">środowisko<span class="ff2"> </span></div></div><div class="c x1e y157 wb5 h22"><div class="t m0 xed h2 y115 ff2 fs0 fc1 sc0 ls0 ws0">Procedura <span class="_ _c"> </span>ma <span class="_ _c"> </span>na <span class="_ _c"> </span>c<span class="_ _1"></span>elu <span class="_ _c"> </span>zapewnienie <span class="_ _c"> </span>w<span class="_ _1"></span>ykonywania </div><div class="t m0 xed h2 yec ff1 fs0 fc1 sc0 ls0 ws0">pomiarów <span class="_ _2e"> </span>i <span class="_ _14"> </span>regularnej <span class="_ _14"> </span>kontroli <span class="_ _14"> </span>wszystkich </div><div class="t m0 xed h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">parametrów <span class="_ _1"></span>proce<span class="_ _1"></span>sów <span class="_ _6"></span>i <span class="_ _1"></span>działań <span class="_ _6"></span>mających <span class="_ _6"></span>znaczący </div><div class="t m0 xed h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">wpływ na środowisko.<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yf21 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-23<span class="ff1">. Dokumenty regulujące kwestie zanieczyszczeń w Spółce UNIMOT Bitumen.</span> </div><div class="t m0 x1 h2 y188 ff1 fs0 fc0 sc0 ls0 ws0">Działania i zasoby <span class="ff2"> </span></div></div><div class="c x1 yf22 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E2<span class="ls0">-2<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y740 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>2024 <span class="_ _4"></span>roku <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>Grupie <span class="_ _5"> </span>UNIMOT <span class="_ _a"></span>nie<span class="_ _1"></span> <span class="_ _a"></span>przeprowadzono <span class="_ _4"></span>proces<span class="_ _1"></span>u <span class="_ _a"></span>hie<span class="_ _1"></span>rarchizacji <span class="_ _a"></span>działań <span class="_ _4"></span>związanych <span class="_ _4"></span>w <span class="_ _4"></span>ograniczeniem </div><div class="t m0 x1 h2 yc98 ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczenia <span class="_ _5"> </span>do <span class="_ _5"> </span>wody, <span class="_ _5"> </span>gl<span class="_ _1"></span>eby <span class="_ _4"> </span>i<span class="_ _1"></span> <span class="_ _5"> </span>powietrza, <span class="_ _5"> </span>a <span class="_ _b"> </span>także <span class="_ _5"> </span>łagodzenia <span class="_ _5"> </span>skutków <span class="_ _5"> </span>t<span class="_ _1"></span>ych <span class="_ _5"> </span>zanieczyszczeń.<span class="_ _1"></span> <span class="_ _5"> </span>Grupa <span class="_ _5"> </span>podejmie </div><div class="t m0 x1 h2 yabb ff1 fs0 fc1 sc0 ls0 ws0">stosowne działania w średniookresowym horyz<span class="ff2">oncie czasowym.  </span></div><div class="t m0 x1 h2 yc9a ff1 fs0 fc1 sc0 ls0 ws0">W UNIMOT Terminale, po to by przeciwdziałać zanieczyszczeniom, p<span class="_ _0"></span>odejmowane są działania polegające na:<span class="ff2"> </span></div><div class="t m0 xa h11 y743 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Stosowaniu <span class="_ _8"></span>ins<span class="_ _1"></span>talacji <span class="_ _8"></span>odzysku par <span class="_ _8"></span>benzyn (OPB) <span class="_ _8"></span>pozwalającej na <span class="_ _8"></span>ograniczenie zanieczyszczeń <span class="_ _8"></span>do powietrza,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc20 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Oczyszczeniu <span class="_ _17"> </span>śc<span class="_ _1"></span>ieków <span class="_ _17"> </span>oraz <span class="_ _f"> </span>wód <span class="_ _17"> </span>opadowych, <span class="_ _17"> </span>prowadzeniu <span class="_ _f"> </span>analiz <span class="_ _17"> </span>monitorujących <span class="_ _f"> </span>zanieczyszczenie, </span></span></div><div class="t m0 xc h2 yc9b ff2 fs0 fc1 sc0 ls0 ws0">stosowaniu, <span class="_ _17"> </span><span class="ff1">czyszczeniu <span class="_ _17"> </span>i <span class="_ _19"> </span>przeglądach <span class="_ _17"> </span>separatorów <span class="_ _17"> </span>ropopochodnych <span class="_ _17"> </span>mających <span class="_ _19"> </span>na <span class="_ _17"> </span>ce<span class="_ _1"></span>lu <span class="_ _17"> </span>kontrolę <span class="_ _19"> </span>i </span></div><div class="t m0 xc h2 yc9c ff2 fs0 fc1 sc0 ls0 ws0">ograniczenie zanieczyszczenia wody. </div><div class="t m0 xa h11 y79 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Monitorowaniu <span class="_ _19"> </span>przestrzeni <span class="_ _19"> </span>międzydennej <span class="_ _19"> </span>zbiorników <span class="_ _19"> </span>paliw<span class="_ _1"></span>owych, <span class="_ _19"> </span>m<span class="_ _1"></span>odernizacji <span class="_ _19"> </span>dna <span class="_ _19"> </span>zbiorników <span class="_ _19"> </span>oraz </span></span></div><div class="t m0 xc h2 yc9e ff1 fs0 fc1 sc0 ls0 ws0">prowadzeniu <span class="_ _4"></span>analiz <span class="_ _4"></span>wód<span class="_ _1"></span> <span class="_ _4"></span>gruntowych <span class="_ _5"> </span>w <span class="_ _4"></span>piezometrach <span class="_ _5"> </span>po <span class="_ _4"> </span>to<span class="_ _1"></span>, <span class="_ _4"></span>by <span class="_ _5"> </span>zminimalizować <span class="_ _4"></span>ryzyko <span class="_ _5"> </span>zanieczyszczenia </div><div class="t m0 xc h2 y748 ff2 fs0 fc1 sc0 ls0 ws0">gleby. </div><div class="t m0 x1 h2 yf23 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _c"> </span>RCEkoenergia <span class="_ _9"> </span>podejmuje <span class="_ _c"> </span>szere<span class="_ _1"></span>g <span class="_ _c"> </span>działań <span class="_ _c"> </span>by <span class="_ _c"> </span>minim<span class="_ _1"></span>alizować <span class="_ _c"> </span>swój <span class="_ _9"> </span>wpływ <span class="_ _c"> </span>na <span class="_ _9"> </span>zanieczyszczenia. <span class="_ _c"> </span>Wszystkie </div><div class="t m0 x1 h2 yf24 ff1 fs0 fc1 sc0 ls0 ws0">działania/procesy prowadzone są z zachowaniem <span class="_ _1"></span>szczególnej uważności na śro<span class="_ _1"></span>dowisko naturalne, w tym powietrze, </div><div class="t m0 x1 h2 y893 ff2 fs0 fc1 sc0 ls0 ws0">wody <span class="_ _b"> </span>i <span class="_ _b"> </span>grunty. <span class="_ _5"> </span>Minimal<span class="_ _1"></span>izowanie <span class="_ _b"> </span>negatywnego <span class="_ _b"> </span><span class="ff1">w<span class="_ _1"></span>pływu <span class="_ _b"> </span>odby<span class="_ _0"></span>wa <span class="_ _b"> </span>się <span class="_ _b"> </span>w <span class="_ _b"> </span>oparciu <span class="_ _b"> </span>o <span class="_ _b"> </span>odpowiednią <span class="_ _b"> </span>organizację <span class="_ _b"> </span>pracy, </span></div><div class="t m0 x1 h2 yf25 ff1 fs0 fc1 sc0 ls0 ws0">właściwą eksploatację <span class="_ _1"></span>urządzeń i <span class="_ _1"></span>przeszkolony personel. <span class="_ _1"></span>Spółka dba o <span class="_ _1"></span>należyty stan tec<span class="_ _1"></span>hniczny urządzeń i <span class="_ _1"></span>instalacji </div><div class="t m0 x1 h2 yf26 ff1 fs0 fc1 sc0 ls0 ws0">(regularne <span class="_ _7"></span>przeglądy, <span class="_ _7"></span>konserwacje, <span class="_ _7"></span>bieżące <span class="_ _7"></span>monitoro<span class="_ _1"></span>wanie <span class="_ _7"></span>pracy <span class="_ _7"></span>urządzeń <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _7"></span>inst<span class="_ _1"></span>alacji). <span class="_ _7"></span> <span class="_ _7"></span>Spółka <span class="_ _7"></span>dotrzymuje <span class="_ _7"></span>w<span class="_ _1"></span>szystkich </div><div class="t m0 x1 h2 yf27 ff1 fs0 fc1 sc0 ls0 ws0">zapisów pozwolenia zintegrowanego i obowiązujących wymogów pra<span class="_ _0"></span>wnych, w tym w zakresie ochrony środowiska. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf28 ff1 fs0 fc1 sc0 ls0 ws0">Działania podjęte w celu ograniczenia emisji zanieczyszczeń<span class="ff2"> <span class="ls3e">do</span>: </span></div><div class="t m0 xc h2 y953 ff2 fs0 fc5 sc0 ls0 ws0">Powietrza<span class="lsf">: </span> </div><div class="t m0 xa h11 yf29 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">kocioł K<span class="ff2">-</span>1: układ odpylania: układ <span class="_ _8"></span>multic<span class="_ _1"></span>yklonów, baterii cyklonów i filtrów workowych,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf2a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">kocioł K<span class="ff2">-</span>3: układ odpylania: elektrofiltr.<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 y84 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf8c" class="pf w0 h0" ><div class="pc pc8c w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">140<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xc h2 y6 ff2 fs0 fc5 sc0 ls0 ws0">Wody: </div><div class="t m0 xa h11 y118 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Ścieki <span class="_ _7"></span>przed <span class="_ _7"></span>w<span class="_ _1"></span>prowadzaniem <span class="_ _7"></span>do <span class="_ _8"></span>rzeki <span class="_ _7"></span>Białej <span class="_ _8"></span>są <span class="_ _7"></span>oczyszczane <span class="_ _8"></span>w <span class="_ _7"></span>o<span class="_ _1"></span>czyszczalni <span class="_ _7"></span>ścieków <span class="_ _8"></span>przemysłowych <span class="_ _7"></span>należącej </span></span></div><div class="t m0 xc h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">do Spółki,<span class="ff2"> </span></div><div class="t m0 xa h11 y1a2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Ścieki budzące zastrzeżenia jakoś<span class="_ _1"></span>ciowe kierowane są do  z<span class="_ _1"></span>biornika retencyjnego w <span class="_ _1"></span>celu ich podczyszczenia </span></span></div><div class="t m0 xc h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">i następnie skierowania na komory oczyszczalni <span class="_ _0"></span>ścieków.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xc h2 y761 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y762 ff2 fs0 fc5 sc0 ls0 ws0">Do gleby:  </div><div class="t m0 xa h11 y763 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Proces <span class="_ _6"></span>oczyszczania <span class="_ _6"></span>ścieków <span class="_ _6"></span>może <span class="_ _6"></span>stanowić <span class="_ _6"></span>potenc<span class="_ _1"></span>jalne <span class="_ _1"></span>ryzyko <span class="_ _6"></span>zanieczyszczenia <span class="_ _6"></span>gruntu, <span class="_ _6"></span>jednakże <span class="_ _6"></span>ryzyko </span></span></div><div class="t m0 xc h2 y764 ff2 fs0 fc1 sc0 ls0 ws0">to  niwelowane  jest  m.in. <span class="_ _9"> </span>szczelnymi  betonowymi  k<span class="_ _0"></span>omorami,  wybetonowanym  pomieszczeniem  pra<span class="_ _0"></span>sy </div><div class="t m0 xc h2 y765 ff1 fs0 fc1 sc0 ls0 ws0">filtracyjnej i terenem magazynowania odpadu z oczyszczalni ścieków.<span class="ff2"> </span></div><div class="t m0 xa h11 y766 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Ścieki budzące zastrzeżenia jakoś<span class="_ _1"></span>ciowe kierowane są do  z<span class="_ _1"></span>biornika retencyjnego w <span class="_ _1"></span>celu ich podczyszczenia </span></span></div><div class="t m0 xc h2 y259 ff1 fs0 fc1 sc0 ls0 ws0">i następnie <span class="_ _1"></span>skierowania <span class="_ _1"></span>na komory o<span class="_ _1"></span>czyszczalni ścieków. <span class="_ _1"></span>Ponadto wszystkie <span class="_ _1"></span>odpady powstające <span class="_ _1"></span>na te<span class="_ _1"></span>renie </div><div class="t m0 xc h2 y767 ff1 fs0 fc1 sc0 ls0 ws0">Spółki <span class="_ _7"></span>s<span class="_ _1"></span>ą <span class="_ _7"></span>magazynowane <span class="_ _8"></span>w <span class="_ _8"></span>odpowiednio <span class="_ _8"></span>zabezpieczo<span class="ff2">nych <span class="_ _0"></span>szczelnych <span class="_ _8"></span>pojemnikach <span class="_ _8"></span>w <span class="_ _8"></span>wyznaczonych <span class="_ _8"></span>do <span class="_ _8"></span>tego </span></div><div class="t m0 xc h2 y768 ff1 fs0 fc1 sc0 ls0 ws0">miejscach <span class="_ _5"> </span>określonych <span class="_ _5"> </span>w <span class="_ _b"> </span>pozwoleniu <span class="_ _4"> </span>zintegrowanym. <span class="_ _b"> </span>Powierzchnie <span class="_ _5"> </span>po <span class="_ _5"> </span>których <span class="_ _5"> </span>odbywa <span class="_ _5"> </span>się <span class="_ _5"> </span>transport <span class="_ _b"> </span>są </div><div class="t m0 xc h2 y769 ff2 fs0 fc1 sc0 ls0 ws0">szczelne. </div><div class="t m0 x1 h2 y14f ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>2024 <span class="_ _4"></span>r. <span class="_ _a"></span>Spółka <span class="_ _a"></span>R<span class="_ _1"></span>CEkoenergia <span class="_ _a"></span>w <span class="_ _a"></span>obszarze <span class="_ _4"></span>ograniczenia <span class="_ _a"></span>wpływu <span class="_ _4"></span>instalacji <span class="_ _a"></span>na <span class="_ _a"></span>ś<span class="_ _1"></span>rodowisko <span class="_ _a"></span>naturalne <span class="_ _a"></span>zrealizowała </div><div class="t m0 x1 h2 y150 ff1 fs0 fc1 sc0 ls0 ws0">następujące zadania inwestycyjne mające na celu ograniczenie emisji py<span class="_ _0"></span>łu i tlenków siarki do atmosfery:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yf2b ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Elektrofiltr <span class="ff1">–</span> <span class="ff1">poprawa rozpływu spalin</span> </span></span></div><div class="t m0 x1 h2 yd0a ff1 fs0 fc1 sc0 ls0 ws0">Przebudowa <span class="_ _a"></span>elementów <span class="_ _4"></span>dystrybucji <span class="_ _a"></span>spalin <span class="_ _a"></span>wraz <span class="_ _a"></span>z <span class="_ _4"></span>zabudową <span class="_ _a"></span>now<span class="_ _1"></span>ego <span class="_ _a"></span>włazu <span class="_ _a"></span>i <span class="_ _4"></span>podestów <span class="_ _a"></span>w <span class="_ _4"></span>celu <span class="_ _a"></span>poprawy <span class="_ _a"></span>rozpływu </div><div class="t m0 x1 h2 yf2c ff1 fs0 fc1 sc0 ls0 ws0">spalin <span class="_ _a"></span>w <span class="_ _4"></span>przekroju <span class="_ _4"></span>poprzecznym <span class="_ _a"></span>elektrofiltru<span class="_ _1"></span> <span class="_ _a"></span>zainstalowanego <span class="_ _a"></span>za<span class="_ _1"></span> <span class="_ _a"></span>kotłem <span class="_ _4"></span>energetycznym <span class="_ _4"></span>OR<span class="_ _1"></span><span class="ff2">-32 <span class="_ _a"></span>nr <span class="_ _4"></span>3. <span class="_ _4"></span>W <span class="_ _4"></span>obszarze </span></div><div class="t m0 x1 h2 y76c ff1 fs0 fc1 sc0 ls0 ws0">ograniczenia emisji zakres prac obejmował:<span class="ff2"> </span></div><div class="t m0 xa h11 yf2d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zabudowę nowych elementów kierująco<span class="ff2">-</span>dławiących w kanale dolotowym,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf2e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zabudowę nowych elementów kierująco<span class="ff2">-</span>dławiących na sitach w dyfuzorze,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yd0f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zabudowę nowego włazu w dyfuzorze umożliwiającego d<span class="_ _0"></span>ostęp do elementów dystrybucji spalin,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf2f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zabudowę nowego podestu na zewnątrz dyfuzora <span class="_ _8"></span>w<span class="_ _1"></span> obrębie nowego włazu,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf30 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zabudowę nowego podestu <span class="ff2">roboczego w dyfuzorze. </span></span></span></div><div class="t m0 x1 h2 y7f9 ff1 fs0 fc5 sc0 ls0 ws0">Osiągnięte parametry emisji po realizacji zadania wg. Rap<span class="_ _8"></span>o<span class="_ _1"></span>rtów z pomiaru emisji:<span class="ff2"> </span></div><div class="t m0 x1 h2 yf31 ff2 fs0 fc1 sc0 ls0 ws0">Elektrofiltr <span class="ff1">–</span> <span class="ff1">stężenie pyłu w gazie w warunkach umownych w prz<span class="_ _0"></span>eliczeniu na 6% O2:<span class="ff2"> </span></span></div><div class="t m0 xa h11 yf32 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przed przebudową: 48 mg/m3u,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf33 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">po przebudowie: 18 mg/m3u. </span></span></div><div class="t m0 xc h2 yf34 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa h11 yf35 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Filtr Workowy - <span class="ff1">Wymiana worków filtracyjnych do Instalacji Odpylania Spali<span class="_ _0"></span>n kotła OR32.<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 x1 h2 y110 ff1 fs0 fc5 sc0 ls0 ws0">Osiągnięte parametry emisji po realizacji zadania wg. Rap<span class="_ _8"></span>o<span class="_ _1"></span>rtów z pomiaru emisji:<span class="ff2"> </span></div><div class="t m0 x1 h2 yd36 ff2 fs0 fc1 sc0 ls0 ws0">Filtr workowy <span class="ff1">–</span> <span class="ff1">stężenie pyłu w gazie w warunkach umownych w przeliczeniu na 6%<span class="_ _0"></span> O2:<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 xa h11 yf15 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przed przebudową 56 mg/m3u,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y3aa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">po wymianie worków filtracyjnych 28 mg/m3u.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y198 ff1 fs0 fc1 sc0 ls0 ws0">W Spółce <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>Infrastruktura (od <span class="_ _1"></span>11.12.2024 r.<span class="_ _1"></span> włączonej do <span class="_ _1"></span>struktur Spół<span class="_ _1"></span>ki UNIMOT Te<span class="_ _1"></span>rminale) <span class="_ _1"></span>stosowane są </div><div class="t m0 x1 h2 y199 ff1 fs0 fc1 sc0 ls0 ws0">zabezpieczania <span class="_ _8"></span>z<span class="_ _1"></span>biorników z<span class="_ _0"></span>godne z <span class="_ _0"></span>aktualnie obowiązującymi <span class="_ _8"></span>wymaganiami prawnymi. Infrastruktura <span class="_ _8"></span>Spół<span class="_ _1"></span>ki <span class="_ _8"></span>je<span class="_ _1"></span>st na </div><div class="t m0 x1 h2 ybcb ff1 fs0 fc1 sc0 ls0 ws0">bieżąco remontowana i utrzymywana w dobry<span class="_ _0"></span>m stanie. <span class="ff2"> </span></div><div class="t m0 x1 h2 yf36 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _8"></span>posiada <span class="_ _8"></span>stos<span class="_ _1"></span>owne <span class="_ _8"></span>pozwole<span class="_ _1"></span>nia <span class="_ _8"></span>na <span class="_ _8"></span>prowadzenie d<span class="_ _8"></span>zi<span class="_ _1"></span>ałalności <span class="_ _0"></span>i <span class="_ _8"></span>zgodnie <span class="_ _8"></span>z tymi <span class="_ _8"></span>pozwoleniami <span class="_ _8"></span>sprawdza parametry<span class="_ _8"></span> </div><div class="t m0 x1 h2 yf37 ff1 fs0 fc1 sc0 ls0 ws0">wejściowe  i  wyjściowe  z  ocz<span class="_ _1"></span>yszczalni  ścieków.  Stosowne  pozwolenia  opisują<span class="_ _1"></span>  sposób  działania  z  odpadami  i<span class="_ _1"></span> </div><div class="t m0 x1 h2 yf38 ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczeniami <span class="_ _c"> </span>znajdującymi <span class="_ _9"> </span>się <span class="_ _c"> </span>w <span class="_ _9"> </span>śc<span class="_ _1"></span>iekach <span class="_ _c"> </span>napływających <span class="_ _9"> </span>do <span class="_ _c"> </span>instalacji <span class="_ _c"> </span>o<span class="_ _1"></span>czyszczalni <span class="_ _c"> </span>ście<span class="_ _1"></span>ków. <span class="_ _c"> </span>Technologia </div><div class="t m0 x1 h2 yf39 ff1 fs0 fc1 sc0 ls0 ws0">stosowana <span class="_ _1"></span>w <span class="_ _1"></span>o<span class="_ _1"></span>czyszczalni <span class="_ _1"></span>ścieków <span class="_ _1"></span>je<span class="_ _1"></span>st <span class="_ _1"></span>dostosow<span class="_ _1"></span>ana <span class="_ _1"></span>do <span class="_ _1"></span>wymagań <span class="_ _1"></span>ś<span class="_ _1"></span>rodowiskowych <span class="_ _1"></span>BAT <span class="_ _6"></span>i <span class="_ _1"></span>w <span class="_ _6"></span>oparciu <span class="_ _1"></span>o <span class="_ _6"></span>jej <span class="_ _6"></span>założenia </div><div class="t m0 x1 h2 y4f6 ff1 fs0 fc1 sc0 ls0 ws0">prowadzony jest proces oczyszczania i kontroli <span class="_ _0"></span>jakości ścieków oczyszczonych zr<span class="_ _1"></span>zucanych do rzeki Wisłoki. <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf8d" class="pf w0 h0" ><div class="pc pc8d w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">141<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Ponadto <span class="_ _1"></span>zakres <span class="_ _1"></span>pracy <span class="_ _6"></span>pracowników <span class="_ _1"></span>oc<span class="_ _1"></span>zyszczalni uw<span class="_ _1"></span>zględnia <span class="_ _1"></span>czynnośc<span class="_ _1"></span>i <span class="_ _1"></span>wykonywane <span class="_ _1"></span>w <span class="_ _6"></span>celu <span class="_ _1"></span>prawidłowego <span class="_ _1"></span>działania </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">instalacji, prowadzenia procesu zgodnie z zaleceniami stosownych pozwoleń.<span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _a"></span>znajduje <span class="_ _4"></span>się<span class="_ _1"></span> <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _a"></span>tere<span class="_ _1"></span>nie <span class="_ _4"></span>byłej <span class="_ _a"></span>rafinerii <span class="_ _4"></span>ro<span class="_ _1"></span>py <span class="_ _a"></span>naftow<span class="_ _1"></span>ej. <span class="_ _4"></span>Po <span class="_ _a"></span>z<span class="_ _1"></span>akończeniu <span class="_ _a"></span>przerobu<span class="_ _1"></span> <span class="_ _a"></span>ro<span class="_ _1"></span>py <span class="_ _a"></span>w <span class="_ _4"> </span>2009 <span class="_ _4"></span>roku, <span class="_ _4"></span>S<span class="_ _1"></span>półka </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">została <span class="_ _7"></span>zobowiązane <span class="_ _8"></span>przez <span class="_ _7"></span>Re<span class="_ _1"></span>gionalną <span class="_ _7"></span><span class="ff2">D<span class="ff1">yrekcję <span class="_ _8"></span><span class="ff2">Ochrony <span class="_ _8"></span><span class="ff1">Ś<span class="ff2">rodowiska <span class="_ _7"></span><span class="ff1">do <span class="_ _8"></span>rekultywacji <span class="_ _7"></span>tere<span class="_ _1"></span>nu, <span class="_ _7"></span>co <span class="_ _8"></span>oznacza <span class="_ _7"></span>przywróce<span class="_ _1"></span>nie </span></span></span></span></span></span></div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">go <span class="_ _e"> </span>do <span class="_ _e"> </span>stanu <span class="_ _e"> </span>pierw<span class="_ _1"></span>otnego <span class="_ _e"> </span>lub <span class="_ _e"> </span>innego <span class="_ _e"> </span>uzgodnionego <span class="_ _e"> </span>spos<span class="_ _1"></span>obu <span class="_ _e"> </span>użytkowania. <span class="_ _e"> </span>Proces <span class="_ _e"> </span>ten <span class="_ _e"> </span>o<span class="_ _1"></span>bejmuje <span class="_ _e"> </span>odciągania </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczeń ze skażonego<span class="_ _1"></span> terenu<span class="_ _1"></span> poprzez eksploatację trze<span class="_ _1"></span>ch studni depresyjnych wyłapujących <span class="_ _1"></span>zaolejone w<span class="_ _6"></span><span class="ff2">ody </span></div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">gruntowe <span class="_ _1"></span>z <span class="_ _1"></span>te<span class="_ _1"></span>renu <span class="_ _1"></span>byłej <span class="_ _1"></span>des<span class="_ _1"></span>tylacji <span class="_ _1"></span>rurowo<span class="_ _1"></span><span class="ff2">-</span>wieżowej <span class="_ _1"></span>ropy <span class="_ _1"></span>naftowe<span class="_ _1"></span>j. <span class="_ _1"></span>Ponadto <span class="_ _1"></span>teren <span class="_ _6"></span>Spółki <span class="_ _1"></span>z <span class="_ _1"></span>racji <span class="_ _6"></span>zlokalizowania <span class="_ _1"></span>n<span class="_ _1"></span>ad </div><div class="t m0 x1 h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">rzeką, <span class="_ _c"> </span>odgrodzony <span class="_ _c"> </span>jest <span class="_ _c"> </span>od <span class="_ _c"> </span>niej <span class="_ _9"> </span>ekranem <span class="_ _c"> </span>iłowym <span class="_ _c"> </span>z <span class="_ _c"> </span>geomembraną. <span class="_ _c"> </span>Przy <span class="_ _c"> </span>ekranie <span class="_ _c"> </span>zlokalizowane <span class="_ _9"> </span>są <span class="_ _c"> </span>dwie <span class="_ _c"> </span>studnie </div><div class="t m0 x1 h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">głębinowe, <span class="_ _a"></span>z <span class="_ _4"></span>których <span class="_ _a"></span>odpomp<span class="_ _1"></span>owywane<span class="ff2"> <span class="_ _4"></span></span>są <span class="_ _a"></span>zanieczyszczone<span class="_ _1"></span> <span class="_ _a"></span>wody, <span class="_ _a"></span>które <span class="_ _4"></span>wraz <span class="_ _a"></span>z<span class="_ _1"></span> <span class="_ _a"></span>pozostałymi <span class="_ _4"></span>wodami <span class="_ _a"></span>oraz <span class="_ _4"></span>ścieki <span class="_ _a"></span>z </div><div class="t m0 x1 h2 y149 ff1 fs0 fc1 sc0 ls0 ws0">kanalizacji <span class="_ _a"></span>trafiają <span class="_ _a"></span>na <span class="_ _a"></span>oczyszczalnię <span class="_ _a"></span>ścieków<span class="_ _1"></span>, <span class="_ _a"></span>gdzie <span class="_ _a"></span>są <span class="_ _a"></span>oczyszczane/neutralizowane, <span class="_ _a"></span>po <span class="_ _a"></span>cz<span class="_ _1"></span>ym <span class="_ _6"></span>tr<span class="_ _1"></span>afiają <span class="_ _a"></span>do <span class="_ _a"></span>rzeki <span class="_ _a"></span>ja<span class="_ _1"></span>ko </div><div class="t m0 x1 h2 y14a ff1 fs0 fc1 sc0 ls0 ws0">ścieki oczyszczone. <span class="ff2"> </span></div><div class="t m0 x1 h2 y326 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>Spółce<span class="_ _1"></span> <span class="_ _b"> </span>OLAVION <span class="_ _b"> </span>wycie<span class="_ _1"></span>ki <span class="_ _b"> </span>substancji <span class="_ _c"> </span>chemicznych <span class="_ _b"> </span>z <span class="_ _c"> </span>lokomotyw <span class="_ _b"> </span>s<span class="_ _1"></span>palinowych <span class="_ _b"> </span>mogą <span class="_ _b"> </span>prze<span class="_ _1"></span>dostawać <span class="_ _b"> </span>się <span class="_ _c"> </span>do <span class="_ _b"> </span>wód </div><div class="t m0 x1 h2 yf3a ff1 fs0 fc1 sc0 ls0 ws0">gruntowych <span class="_ _0"></span>i <span class="_ _8"></span>pow<span class="_ _1"></span>ierzchniowych, <span class="_ _8"></span>a takż<span class="_ _0"></span>e gleby. <span class="_ _8"></span>By minima<span class="_ _8"></span>l<span class="_ _1"></span>izować ryzy<span class="_ _0"></span>ko, <span class="_ _8"></span>S<span class="_ _1"></span>półka <span class="_ _8"></span>dąży do <span class="_ _8"></span>eksploatacji nowoczesnego<span class="_ _0"></span> </div><div class="t m0 x1 h2 yf3b ff1 fs0 fc1 sc0 ls0 ws0">taboru, w którym<span class="_ _1"></span> wycieki nie <span class="_ _1"></span>występują, a <span class="_ _1"></span>w<span class="ff2"> <span class="_ _1"></span></span>przypadku loko<span class="_ _1"></span>motyw spalinowych prowadzi b<span class="_ _1"></span>ieżący monitoring stanu<span class="_ _1"></span> </div><div class="t m0 x1 h2 yf3c ff1 fs0 fc1 sc0 ls0 ws0">technicznego <span class="_ _5"> </span>maszyn<span class="_ _1"></span> <span class="_ _5"> </span>i <span class="_ _b"> </span>niezbędne <span class="_ _b"> </span>prace <span class="_ _b"> </span>konserwujące. <span class="_ _b"> </span>W <span class="_ _b"> </span>2024 <span class="_ _b"> </span>roku <span class="_ _5"> </span>S<span class="_ _1"></span>półka <span class="_ _5"> </span>eksploatowała <span class="_ _b"> </span>24 <span class="_ _b"> </span>lokomotywy <span class="_ _b"> </span>(21 </div><div class="t m0 x1 h2 yf3d ff2 fs0 fc1 sc0 ls0 ws0">elektrycznych i 3 spalinowe), a w ra<span class="_ _0"></span>mach wymiany taboru na nowoczesny zakupiono 4 lokomotywy. </div><div class="t m0 x1 h2 y75b ff1 fs0 fc1 sc0 ls0 ws0">W Spółce UNIMOT Bitumen prowadzone są działania <span class="_ _0"></span>mające na celu minimalizację wpływu na zanieczyszczenie:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yf3e ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Do wody: </span></span></div><div class="t m0 x1 h2 y128 ff1 fs0 fc1 sc0 ls0 ws0">Dobre <span class="_ _8"></span>praktyki <span class="_ _8"></span>pozwalają <span class="_ _7"></span>n<span class="_ _1"></span>a <span class="_ _7"></span>u<span class="_ _1"></span>nikanie <span class="_ _7"></span>s<span class="_ _1"></span>każenia <span class="_ _7"></span>wód <span class="_ _8"></span>gruntowych <span class="_ _8"></span>lub <span class="_ _8"></span>powierzchniow<span class="_ _1"></span>ych <span class="_ _7"></span>s<span class="_ _1"></span>urowcami <span class="_ _7"></span>wykorzystywanymi </div><div class="t m0 x1 h2 ydae ff2 fs0 fc1 sc0 ls0 ws0">w <span class="_ _5"> </span>produkcji <span class="_ _b"> </span>asfaltu. <span class="_ _b"> </span><span class="ff1">Należy <span class="_ _b"> </span>d<span class="_ _1"></span>o <span class="_ _5"> </span>nich<span class="_ _1"></span></span> <span class="_ _5"> </span><span class="ff1">sto<span class="_ _1"></span>sowanie <span class="_ _5"> </span>o<span class="_ _1"></span>dpowiednich <span class="_ _5"> </span>systemó<span class="_ _1"></span>w <span class="_ _5"> </span>do <span class="_ _b"> </span>odprowadzania <span class="_ _5"> </span>wód<span class="_ _1"></span> <span class="_ _5"> </span>deszczow<span class="_ _1"></span>ych <span class="_ _5"> </span>i </span></div><div class="t m0 x1 h2 y3e9 ff1 fs0 fc1 sc0 ls0 ws0">nadmiaru wód opadowych, które mogą z<span class="_ _0"></span>ostać zanieczyszczone w proces<span class="_ _1"></span>ie p<span class="_ _0"></span>rodukcji. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf3f ff1 fs0 fc1 sc0 ls0 ws0">Ponadto <span class="_ _7"></span>na<span class="_ _1"></span> <span class="_ _7"></span>unik<span class="_ _1"></span>anie <span class="_ _7"></span>s<span class="_ _1"></span>każenia <span class="_ _8"></span>wód <span class="_ _8"></span>gruntowych <span class="_ _8"></span>lub <span class="_ _8"></span>powierzchniow<span class="_ _1"></span>ych <span class="_ _7"></span>w<span class="_ _1"></span>pływa <span class="_ _7"></span>pełna <span class="_ _8"></span>izolacja <span class="_ _0"></span>procesów <span class="_ _8"></span>produkcyjnych </div><div class="t m0 x1 h2 yf40 ff1 fs0 fc1 sc0 ls0 ws0">przez <span class="_ _6"></span>zastosowanie <span class="_ _6"></span>szczelnych <span class="_ _6"></span>powierzchni <span class="_ _6"></span>betonowych <span class="_ _6"></span>w <span class="_ _6"></span>f<span class="_ _1"></span>ormie <span class="_ _1"></span>tac <span class="_ _a"></span>przeciwrozlewczych <span class="_ _6"></span>(okrawężnikowanych <span class="_ _6"></span>lub </div><div class="t m0 x1 h2 yf41 ff1 fs0 fc1 sc0 ls0 ws0">zagłębionych) oraz istnienie instalacji drenażowej pod terenem. <span class="ff2"> </span></div><div class="t m0 x1 h2 yf42 ff1 fs0 fc1 sc0 ls0 ws0">Wody <span class="_ _a"></span>opadowe<span class="_ _1"></span> <span class="_ _a"></span>oraz<span class="_ _1"></span> <span class="_ _a"></span>wo<span class="_ _1"></span>dy <span class="_ _a"></span>z <span class="_ _4"> </span>mycia <span class="_ _4"> </span>placów <span class="_ _4"> </span>s<span class="_ _1"></span>ą <span class="_ _a"></span>kiero<span class="_ _1"></span>wane <span class="_ _a"></span>d<span class="_ _1"></span>o <span class="_ _a"></span>kanalizacji <span class="_ _4"> </span>ogólnos<span class="_ _1"></span>pławnej <span class="_ _a"></span>firmy <span class="_ _5"> </span>zewnętrznej <span class="_ _4"></span>Spółki </div><div class="t m0 x1 h2 y7cf ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Terminale. </div><div class="t m0 xa h11 y218 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Do powietrza: </span></span></div><div class="t m0 x1 h2 ybdd ff1 fs0 fc1 sc0 ls0 ws0">Zastosowanie <span class="_ _c"> </span>hermetyzacji, <span class="_ _c"> </span>dopalacza <span class="_ _c"> </span>termiczne<span class="_ _1"></span>go <span class="_ _c"> </span>oraz <span class="_ _c"> </span> <span class="_ _9"> </span>urządzeń <span class="_ _b"> </span>fi<span class="_ _1"></span>ltrujących <span class="_ _c"> </span>pozwala <span class="_ _c"> </span>na <span class="_ _9"> </span>zmniejszenie <span class="_ _c"> </span>emisji </div><div class="t m0 x1 h2 ybde ff1 fs0 fc1 sc0 ls0 ws0">szkodliwych substancji do atmosfery, takich jak<span class="_ _0"></span> pyły, tlenki azotu (NOx) i dwutlenek węgla (CO2).<span class="ff2"> </span></div><div class="t m0 xa h11 y800 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Do gleby: </span></span></div><div class="t m0 xc h2 y1f2 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xa h11 y363 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Zastosowanie tac przeciwrozlewczych,  </span></span></div><div class="t m0 xa h11 yf11 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">składowanie surowców i odpadów w odpowiednich pojemnikach.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y220 ff1 fs0 fc1 sc0 ls0 ws0">Istotnym elementem zarządzania kwestią zanieczyszczeń w Spółce UNIMOT Bitumen jest ich monitoring i <span class="_ _8"></span>kontrola:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y42 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Spółka z<span class="_ _0"></span>leca <span class="_ _0"></span>wykonanie pomiarów <span class="_ _8"></span>emis<span class="_ _1"></span>ji <span class="_ _8"></span>zanieczyszczeń wprowadzanych <span class="_ _8"></span>do<span class="_ _1"></span> <span class="_ _8"></span>pow<span class="_ _1"></span>ietrza <span class="_ _8"></span>(ga<span class="_ _1"></span>zów odlotowych)<span class="_ _0"></span> </span></span></div><div class="t m0 xc h2 y3c4 ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _6"></span>emitorach. <span class="_ _a"></span>Pomiary <span class="_ _6"></span>te <span class="_ _6"></span>są <span class="_ _a"></span> <span class="_ _6"></span>w<span class="_ _1"></span>ykonywane <span class="_ _6"></span>przez <span class="_ _6"></span>laboratorium <span class="_ _6"></span>pos<span class="_ _1"></span>iadające <span class="_ _6"></span>akredytację <span class="_ _6"></span>dwa <span class="_ _a"></span>razy <span class="_ _6"></span>w <span class="_ _6"></span>ro<span class="_ _1"></span>ku. </div><div class="t m0 xc h2 yef ff1 fs0 fc1 sc0 ls0 ws0">Ponadto <span class="_ _6"></span>wyniki <span class="_ _a"></span>z <span class="_ _a"></span>pomiarów <span class="_ _6"></span>w<span class="_ _1"></span>prowadzane <span class="_ _6"></span>są <span class="_ _a"></span>w <span class="_ _a"></span>plik <span class="_ _6"></span>Pul<span class="_ _1"></span>pit <span class="_ _6"></span>d<span class="_ _1"></span>ane <span class="_ _a"></span>OŚ, <span class="_ _a"></span>w <span class="_ _6"></span>którym <span class="_ _a"></span>przeliczane <span class="_ _a"></span>i <span class="_ _6"></span>okreś<span class="_ _1"></span>lane <span class="_ _6"></span>są </div><div class="t m0 xc h2 yf43 ff1 fs0 fc1 sc0 ls0 ws0">ilości <span class="_ _c"> </span>wprow<span class="_ _1"></span>adzanych <span class="_ _c"> </span>wielkości <span class="_ _c"> </span>emisji <span class="_ _9"> </span>powietrza <span class="_ _c"> </span>oraz <span class="_ _c"> </span>monitorowane <span class="_ _9"> </span>pod <span class="_ _c"> </span>kątem <span class="_ _c"> </span>zgodności <span class="_ _9"> </span>z <span class="_ _c"> </span>zapisami </div><div class="t m0 xc h2 yf44 ff2 fs0 fc1 sc0 ls0 ws0">Pozwolenia Zintegrowanego.  </div><div class="t m0 xa h11 yf36 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Spółka <span class="_ _19"> </span>z<span class="_ _1"></span>leca <span class="_ _17"> </span>wykonanie <span class="_ _17"> </span>pomiarów <span class="_ _19"> </span>śc<span class="_ _1"></span>ieków <span class="_ _17"> </span>wysookoobciążonych <span class="_ _19"> </span>oraz <span class="_ _17"> </span>ścieków <span class="_ _17"> </span>ogólnospławnych <span class="_ _17"> </span>z </span></span></div><div class="t m0 xc h2 yf37 ff1 fs0 fc1 sc0 ls0 ws0">częstotliwością d<span class="_ _0"></span>wa <span class="_ _8"></span>razy w <span class="_ _8"></span>rok<span class="_ _1"></span>u. <span class="_ _0"></span>Wyniki <span class="_ _8"></span>wprowadzane są <span class="_ _8"></span>w plik <span class="_ _8"></span>Pulpit dane <span class="_ _8"></span>OŚ, w <span class="_ _8"></span>którym są <span class="_ _8"></span>monitoro<span class="_ _1"></span>wane </div><div class="t m0 xc h2 yf38 ff1 fs0 fc1 sc0 ls0 ws0">pod kąte<span class="_ _1"></span>m <span class="_ _1"></span>zgodności <span class="_ _1"></span>z zapisami <span class="_ _1"></span>Pozwolenia <span class="_ _1"></span>Zintegrowanego. <span class="_ _1"></span>Ponad<span class="_ _1"></span>to <span class="_ _1"></span>raz w <span class="_ _1"></span>ro<span class="_ _1"></span>ku prowadzone<span class="_ _1"></span> <span class="_ _1"></span>są <span class="_ _1"></span>bada<span class="_ _0"></span>nia </div><div class="t m0 xc h2 yf39 ff1 fs0 fc1 sc0 ls0 ws0">wód <span class="_ _a"></span>podziemnych. <span class="_ _4"></span>Wody <span class="_ _4"></span>podziemne <span class="_ _a"></span>pobierane <span class="_ _4"></span>są <span class="_ _4"></span>wytypowanych <span class="_ _a"></span>piezometrów<span class="_ _1"></span>. <span class="_ _a"></span>Badania <span class="_ _4"></span>prowadzone <span class="_ _a"></span>są<span class="_ _1"></span> </div><div class="t m0 xc h2 y4f6 ff1 fs0 fc1 sc0 ls0 ws0">przez laboratoria posiadające akredytacje.<span class="ff2"> </span></div><div class="t m0 xa h11 yf19 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Zgodnie <span class="_ _1"></span>z <span class="_ _1"></span>zapisami <span class="_ _1"></span>Pozwolenia <span class="_ _1"></span>Zintegrowanego <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>Zakładzie <span class="_ _1"></span>Produkcyjnym <span class="_ _1"></span>Jasło <span class="_ _1"></span>wykonyw<span class="_ _1"></span>ane <span class="_ _1"></span>są <span class="_ _1"></span>pomiary </span></span></div><div class="t m0 xc h2 yf1a ff1 fs0 fc1 sc0 ls0 ws0">gleby z częstotliwością raz na 5 lat.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf8e" class="pf w0 h0" ><div class="pc pc8e w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">142<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _17"> </span>Spółce <span class="_ _f"> </span>prowadz<span class="_ _0"></span>one <span class="_ _17"> </span>s<span class="_ _1"></span>ą <span class="_ _17"> </span>skuteczne <span class="_ _17"> </span>s<span class="_ _1"></span>posoby <span class="_ _17"> </span>zapobiegania <span class="_ _17"> </span>awaryjnym <span class="_ _17"> </span>wyciekom <span class="_ _17"> </span>i<span class="_ _1"></span> <span class="_ _17"> </span>rozlewom <span class="_ _f"> </span>materiałów<span class="_ _8"></span> </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">ropopochodnych <span class="_ _a"></span>oraz <span class="_ _4"></span>ograniczenia <span class="_ _a"></span>z<span class="_ _1"></span>agrożenia <span class="_ _a"></span>dla <span class="_ _4"></span>środowiska <span class="_ _4"></span>ze <span class="_ _a"></span>s<span class="_ _1"></span>trony <span class="_ _a"></span>już <span class="_ _4"></span>powstałych <span class="_ _4"></span>wycieków. <span class="_ _4"></span>Podstawowym </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">sposobem <span class="_ _6"></span>ochrony <span class="_ _1"></span>środowis<span class="_ _1"></span>ka<span class="_ _0"></span> <span class="_ _1"></span>gruntow<span class="_ _1"></span>o<span class="ff2">-</span>wodnego <span class="_ _6"></span>jest <span class="_ _6"></span>pełna<span class="ff2"> <span class="_ _6"></span></span>izolacja <span class="_ _6"></span>procesów <span class="_ _6"></span>produkcyjnych <span class="_ _6"></span>przez <span class="_ _1"></span>zastoso<span class="_ _1"></span>wanie </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">szczelnych <span class="_ _a"></span>powierzchni <span class="_ _6"></span>beto<span class="_ _1"></span>nowych <span class="_ _6"></span>w <span class="_ _a"></span>formie <span class="_ _a"></span>tac <span class="_ _6"></span>przeciwro<span class="_ _1"></span>zlewczych <span class="_ _6"></span>(o<span class="_ _1"></span>krawężnikowanych <span class="_ _6"></span>lub <span class="_ _a"></span>zagłębionych) <span class="_ _6"></span>oraz </div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">istnienie instalacji drenażowej pod terenem. <span class="ff2"> </span></div><div class="t m0 x1 h2 y145 ff2 fs0 fc5 sc0 ls0 ws0">Paliwa i biopaliwa </div><div class="t m0 x1 h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _d"> </span>prowadzi <span class="_ _d"> </span>działalność<span class="_ _1"></span> <span class="_ _d"> </span>w <span class="_ _d"> </span>zakresie <span class="_ _d"> </span>sprzedaży <span class="_ _19"> </span>biopaliw <span class="_ _d"> </span>przeznaczonych <span class="_ _d"> </span>do <span class="_ _d"> </span>pojaz<span class="_ _1"></span>dów <span class="_ _d"> </span>z <span class="_ _d"> </span>silnikiem <span class="_ _d"> </span>diesla </div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">stanowiących <span class="_ _6"></span>samoistne <span class="_ _a"></span>paliwo. <span class="_ _6"></span>W <span class="_ _6"></span>porów<span class="_ _1"></span>naniu <span class="_ _6"></span>z <span class="_ _6"></span>tradycyjnym <span class="_ _a"></span>olejem <span class="_ _6"></span>napędowym, <span class="_ _6"></span>z<span class="_ _1"></span> <span class="_ _6"></span>uwagi <span class="_ _6"></span>na<span class="_ _1"></span> <span class="_ _6"></span>swoje <span class="_ _4"></span>właśc<span class="_ _1"></span>iwości, </div><div class="t m0 x1 h2 y754 ff1 fs0 fc1 sc0 ls0 ws0">biopaliwa przyczyniają <span class="_ _1"></span>się do <span class="_ _1"></span>znacznego <span class="_ _1"></span>obniżenia emisji <span class="_ _1"></span>szkodliwych <span class="_ _1"></span>substancji, jak <span class="_ _1"></span>również <span class="_ _1"></span>gazów cieplarnianych. </div><div class="t m0 x1 h2 y755 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 roku w ofercie znajdowały się:<span class="ff2"> </span></div><div class="t m0 xa h11 y121 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">olej napędowy B100 –<span class="ff2"> </span>ester metylowy stanowiący samoistne paliwo,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y122 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">estry metylowe (FAME) <span class="ff1">–</span> <span class="ff1">biokomponent o jakości: RME; UCOME; FAME 10; FAME 0,</span> </span></span></div><div class="t m0 xa h11 y757 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">HVO100. </span></span></div><div class="t m0 x1 h2 y124 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _9"> </span>związku <span class="_ _c"> </span>z <span class="_ _9"> </span>obowiązującymi <span class="_ _9"> </span>regulacjami <span class="_ _c"> </span>prawnymi, <span class="_ _9"> </span>Grupa <span class="_ _9"> </span>zobowiązana <span class="_ _9"> </span>jest  –<span class="ff2"> <span class="_ _c"> </span>zgodnie <span class="_ _9"> </span>z <span class="_ _9"> </span>Narodowym <span class="_ _c"> </span>Celem </span></div><div class="t m0 x1 h2 y125 ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnikowym <span class="_ _a"></span>–<span class="ff2"> <span class="_ _a"></span></span>do <span class="_ _a"></span>realizacji <span class="_ _a"></span>w <span class="_ _a"></span>danym <span class="_ _a"></span>roku <span class="_ _a"></span>minimalnego <span class="_ _a"></span>udziału <span class="_ _a"></span>biokomponentów <span class="_ _a"></span>w <span class="_ _a"></span>ogólnej <span class="_ _a"></span>ilości <span class="_ _a"></span>sprzedanych </div><div class="t m0 x1 h2 y7de ff1 fs0 fc1 sc0 ls0 ws0">paliw <span class="_ _7"></span>ciekłych. <span class="_ _8"></span>Odbywa <span class="_ _7"></span>się <span class="_ _8"></span>to <span class="_ _7"></span>g<span class="_ _1"></span>łównie <span class="_ _7"></span>poprzez <span class="_ _7"></span>fizy<span class="_ _1"></span>czne <span class="_ _8"></span>dodawanie <span class="_ _7"></span>biokomponentów <span class="_ _8"></span>do <span class="_ _7"></span>importowanych <span class="_ _8"></span>paliw <span class="_ _7"></span>ciekłych </div><div class="t m0 x1 h2 yf45 ff2 fs0 fc1 sc0 ls0 ws0">w procesie blendowania. </div><div class="t m0 x1 h2 y28 ff2 fs0 fc5 sc0 ls0 ws0">Stacje paliw AVIA </div><div class="t m0 x1 h2 yc51 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>obszarze <span class="_ _a"></span>s<span class="_ _1"></span>tacji <span class="_ _a"></span>paliw <span class="_ _4"></span>AVIA <span class="_ _a"></span>S<span class="_ _1"></span>półka <span class="_ _a"></span>może <span class="_ _4"></span>potencjalnie <span class="_ _4"></span>negatywnie <span class="_ _4"></span>wpływać <span class="_ _4"></span>na <span class="_ _a"></span>zanieczyszczanie <span class="_ _4"></span>powietrza <span class="_ _4"></span>przy </div><div class="t m0 x1 h2 yb4b ff1 fs0 fc1 sc0 ls0 ws0">realizacji procesów związanych z:<span class="ff2"> </span></div><div class="t m0 xa h11 y722 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przeładunkiem i sprzedażą detaliczną pa<span class="_ _0"></span>liw, <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y7cb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">korzystaniem z ogrzewania budynków stacji <span class="_ _0"></span>w kotłach grzewczych,  <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y7cc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wymianą czynników chłodzących w klima<span class="_ _0"></span>tyzacjach i agregatach chłodniczych. <span class="ff2 fc5"> </span></span></span></div><div class="t m0 x1 h2 y216 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _a"></span>może <span class="_ _4"></span>potencjalnie <span class="_ _4"></span>negatywnie <span class="_ _a"></span>w<span class="_ _1"></span>pływać <span class="_ _a"></span>na <span class="_ _4"></span>zanieczyszczanie <span class="_ _4"></span>wody <span class="_ _a"></span> <span class="_ _4"> </span>przy <span class="_ _4"></span>realizacji <span class="_ _4"></span>procesów <span class="_ _4"></span>związanych <span class="_ _a"></span>z </div><div class="t m0 x1 h2 y12c ff1 fs0 fc1 sc0 ls0 ws0">odprowadzaniem <span class="_ _8"></span>ś<span class="_ _1"></span>cieków, wó<span class="_ _8"></span>d opadowych <span class="_ _8"></span>i roztopowych <span class="_ _0"></span>potencjalnie zanieczyszczonych <span class="_ _8"></span>substancjami <span class="_ _0"></span>szkodliwymi. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf0f ff1 fs0 fc1 sc0 ls0 ws0">Spółka może <span class="_ _1"></span>potencjalnie <span class="_ _1"></span>negatywnie wpływać <span class="_ _1"></span>na <span class="_ _1"></span>zanieczyszczanie gleby <span class="_ _1"></span>w przypadku <span class="_ _1"></span>wystąpienia awari<span class="_ _1"></span>i instalacji </div><div class="t m0 x1 h2 ybdc ff1 fs0 fc1 sc0 ls0 ws0">paliwowej, <span class="_ _5"> </span>rozs<span class="_ _1"></span>zczelnienia <span class="_ _5"> </span>zbiornika <span class="_ _5"> </span>i <span class="_ _b"> </span> <span class="_ _b"> </span>przeładunku <span class="_ _5"> </span>p<span class="_ _1"></span>aliw <span class="_ _5"> </span> <span class="_ _b"> </span>(np. <span class="_ _b"> </span>przepełnienie <span class="_ _b"> </span>zbiornika) <span class="_ _b"> </span>–<span class="ff2"> <span class="_ _b"> </span>istnieje <span class="_ _b"> </span>wtedy <span class="_ _b"> </span>ryzyko </span></div><div class="t m0 x1 h2 ybdd ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczenia gleby.  </div><div class="t m0 x1 h2 y7ff ff1 fs0 fc1 sc0 ls0 ws0">W celu minimalizacji zaistnienia p<span class="_ _0"></span>owyższych ryzyk, Spółka:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yf46 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">stosuje instalacje odzysku par benzyn,  </span></span></div><div class="t m0 xa h11 yf47 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzi  czyszczenie  ścieków  oraz  wód  op<span class="_ _0"></span>adowych,  analizy  monitorujące  zanieczyszczenie,  przegląd<span class="_ _0"></span> </span></span></div><div class="t m0 xc h2 y377 ff1 fs0 fc1 sc0 ls0 ws0">separatorów substancji ropopochodnych i okresowe czyszczenie,  kontrolę drożności ekodrenów,<span class="ff2"> </span></div><div class="t m0 xa h11 y21f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wykonuje analizy wód gruntowych w piezometrach oraz rewizje zbiornik<span class="_ _0"></span>ów.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y80f ff1 fs0 fc1 sc0 ls0 ws0">Prowadzone są również działania ograniczające emisje do:<span class="ff2"> </span></div><div class="t m0 xa h11 yf48 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">powietrza- <span class="ff1">odsysacze oparów przy nalewakach,</span> </span></span></div><div class="t m0 xa h11 yf49 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">wody <span class="ff1">–</span> <span class="ff1">stosowanie separatorów ropopochodnych oraz oczyszcza<span class="_ _0"></span>lni ścieków,<span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 yf4a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">gleby - <span class="ff1">poprzez monitorowanie przestrzeni pomiędzy płaszczami zbiornika, stałe monitorowanie i p<span class="_ _0"></span>rzeglądy </span></span></span></div><div class="t m0 xc h2 y7d6 ff1 fs0 fc1 sc0 ls0 ws0">instalacji paliwowej by nie dochodziło do uszkod<span class="_ _0"></span>zeń.<span class="ff2"> </span></div><div class="t m0 x1 h2 y24d ff1 fs0 fc1 sc0 ls0 ws0">Personel <span class="_ _0"></span>stacji <span class="_ _0"></span>uczestniczy w <span class="_ _8"></span>szkoleniach z <span class="_ _8"></span>zakresu ESG, <span class="_ _8"></span>któr<span class="_ _1"></span>e <span class="_ _0"></span>podnoszą <span class="_ _8"></span>św<span class="_ _1"></span>iadomość <span class="_ _8"></span>i wiedzę o <span class="_ _8"></span>ochronie środowiska </div><div class="t m0 x1 h2 yf4b ff1 fs0 fc1 sc0 ls0 ws0">i procedurach obowiązujących stacje w za<span class="_ _0"></span>kresie zapobiegania zanieczyszczeniom oraz <span class="_ _0"></span>reagowania na wycieki paliw i </div><div class="t m0 x1 h2 yf4c ff1 fs0 fc1 sc0 ls0 ws0">substancji <span class="_ _a"></span>chemicznych. <span class="_ _a"></span>Każda<span class="ff2"> <span class="_ _a"></span></span>stacja <span class="_ _a"></span>wyposażana <span class="_ _a"></span>jest <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>preparaty <span class="_ _a"></span>do <span class="_ _a"></span>usuwania <span class="_ _a"></span> <span class="_ _a"></span>niewielkich <span class="_ _a"></span>rozlań <span class="_ _a"></span>paliw. <span class="_ _a"></span>Każda </div><div class="t m0 x1 h2 yf4d ff1 fs0 fc1 sc0 ls0 ws0">stacja również posiada telefony alarmowe  na <span class="_ _0"></span>wypadek zdarzeń związanych z dużymi wyciekami paliw. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y80c ff1 fs0 fc5 sc0 ls0 ws0">Poszczególne Spółki Grupy monitorują swój wpływ w omawianym obszarze poprz<span class="_ _0"></span>ez:<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf8f" class="pf w0 h0" ><div class="pc pc8f w0 h0"><img class="bi x9 yf4e w9 h1aa" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">143<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xc h11 y85 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">obliczanie emisji do powietrza w ramach opłat za korzy<span class="_ _8"></span>s<span class="_ _1"></span>tanie ze środowiska, badani<span class="ff2">e<span class="_ _1"></span> emisji z instalacji<span class="_ _8"></span> </span></span></span></div><div class="t m0 x2b h2 yc2c ff2 fs0 fc1 sc0 ls0 ws0">OPB; </div><div class="t m0 xc h11 yc46 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">prowadzenie analiz monitorujących zanieczyszczenie<span class="ff2"> </span>i monitoringu środowiskowego<span class="ff2">; </span></span></span></div><div class="t m0 xc h11 yc47 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">badanie wód w piezometrach (ropopochodne);<span class="ff2"> </span></span></span></div><div class="t m0 xc h11 yf4f ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">stałą <span class="_ _8"></span>kontrolę <span class="_ _8"></span>techniczną <span class="_ _8"></span>taboru <span class="_ _8"></span><span class="ff2">- <span class="_ _8"></span><span class="ff1">przed <span class="_ _8"></span>odprawieniem <span class="_ _8"></span>s<span class="_ _1"></span>kładu <span class="_ _7"></span>pociągu <span class="_ _8"></span>podlega <span class="_ _8"></span>on <span class="_ _8"></span>każdorazowo <span class="_ _8"></span>kontro<span class="_ _1"></span>li </span></span></span></span></div><div class="t m0 x2b h2 yf50 ff1 fs0 fc1 sc0 ls0 ws0">rewidenta również pod kątem wycieku. W p<span class="_ _0"></span>rzypadku stwierdzenia ma<span class="_ _0"></span>łego wycieku usterki usuwane są </div><div class="t m0 x2b h2 y255 ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _7"></span>miejscu,<span class="_ _1"></span> <span class="_ _7"></span>a <span class="_ _7"></span>wycie<span class="_ _1"></span>k <span class="_ _7"></span>zabezpieczony. <span class="_ _8"></span>W <span class="_ _8"></span>przypadku <span class="_ _7"></span>w<span class="_ _1"></span>ycieków <span class="_ _7"></span>będących<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span><span class="ff1">następstwem <span class="_ _8"></span>wypadku <span class="_ _7"></span>wzywane </span></span></div><div class="t m0 x2b h2 yf51 ff1 fs0 fc1 sc0 ls0 ws0">są służby ratunkowe;<span class="ff2"> </span></div><div class="t m0 xc h11 yb57 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">pomiary okresowe emisji do powietrza z kotłów elektrociepłowni; <span class="ff2"> </span></span></span></div><div class="t m0 xc h11 yf52 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">badanie <span class="_ _c"> </span>jakości <span class="_ _9"> </span>oczyszczonych <span class="_ _9"> </span>ście<span class="_ _1"></span>ków <span class="_ _c"> </span>zrzucanych <span class="_ _9"> </span>do <span class="_ _9"> </span>rzeki <span class="_ _c"> </span>Białej <span class="_ _9"> </span>w <span class="_ _9"> </span>zakresie: <span class="_ _9"> </span>zawiesina <span class="_ _c"> </span>o<span class="_ _1"></span>gólna, </span></span></div><div class="t m0 x2b h2 yf53 ff1 fs0 fc1 sc0 ls0 ws0">węglowodory <span class="_ _a"></span>ropopochodne, <span class="_ _4"></span>BZT5, <span class="_ _a"></span>ChZT, <span class="_ _4"></span>fosfor <span class="_ _a"></span>o<span class="_ _1"></span>gólny, <span class="_ _a"></span>chlorki, <span class="_ _a"></span>raz <span class="_ _a"></span>na <span class="_ _4"></span>3 <span class="_ _a"></span>lata <span class="_ _4"></span>prowadzone <span class="_ _4"></span>pomiary </div><div class="t m0 x2b h2 ye37 ff1 fs0 fc1 sc0 ls0 ws0">położenia zwierciadła wody w studni i <span class="_ _0"></span>wydajności studni, raz na 3 lata badanie jakości wody z<span class="_ _0"></span>e studni;<span class="ff2"> </span></div><div class="t m0 xc h11 yf54 ff2 fs0 fc5 sc0 ls1 ws0">7.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">monitoring gleby w oczyszczalni ścieków raz na <span class="_ _0"></span>10 lat<span class="ff2">.<span class="_ _1"></span> </span></span></span></div><div class="t m0 x2b h2 y4f9 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yf55 ff1 fs0 fc1 sc0 ls0 ws0">Dane dotyczące zanieczyszczeń zostały zaprezentowane w poniższej tab<span class="_ _0"></span>eli.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y23 w3a h11d"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E2<span class="ls0">-4<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yf56 ff1 fs0 fc1 sc0 ls0 ws0">Dane dotyczące zanieczyszczeń zostały zaprezentowane w poniższej tab<span class="_ _0"></span>eli.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 ybf6 wa5 h18"><div class="t m0 xb h2 y5e8 ff2 fs0 fc5 sc0 ls0 ws0">Zanieczyszczenie </div><div class="t m0 xb h2 yf57 ff2 fs0 fc5 sc0 ls0 ws0">powietrza, wody i gleby<span class="fc1"> </span></div></div><div class="c xe8 ybf6 wb6 h18"><div class="t m0 xb h2 y5e8 ff2 fs0 fc1 sc0 ls0 ws0">Jednostka </div></div><div class="c xea y4ab wb7 h1a0"><div class="t m0 x5e h2 ydf ff2 fs0 fc1 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c xea ybf6 w37 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">do powietrza </div></div><div class="c x4c ybf6 wb8 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">do wody </div></div><div class="c x51 ybf6 wb9 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">do gleby </div></div><div class="c x1 yf58 wa5 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Tlenki węgla (CO)<span class="ff2"> </span></div></div><div class="c xe8 yf58 wb6 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea yf58 w37 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">34452,11 </div></div><div class="c x4c yf58 wb8 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 yf58 wb9 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yf59 wa5 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Tlenki azotu (NOx/NO</div><div class="t m0 x8 h5d yc82 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x2d h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">) </div></div><div class="c xe8 yf59 wb6 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea yf59 w37 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">50476,28 </div></div><div class="c x4c yf59 wb8 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 yf59 wb9 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yf5a wa5 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Tlenki siarki (SOx/SO</div><div class="t m0 x28 h5d yc82 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x8 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">) </div></div><div class="c xe8 yf5a wb6 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea yf5a w37 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">94102,43 </div></div><div class="c x4c yf5a wb8 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 yf5a wb9 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yf5b wa5 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Węglowodory [NMLZO]<span class="ff2"> </span></div></div><div class="c xe8 yf5b wb6 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea yf5b w37 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">29504,15 </div></div><div class="c x4c yf5b wb8 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 yf5b wb9 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yf5c wa5 h1ab"><div class="t m0 xb h2 y1d7 ff2 fs0 fc1 sc0 ls0 ws0">Ropopochodne </div></div><div class="c xe8 yf5c wb6 h1ab"><div class="t m0 xb h2 y1d7 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea yf5c w37 h1ab"><div class="t m0 xb h2 y1d7 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4c yf5c wb8 h1ab"><div class="t m0 xb h2 yd4 ff2 fs0 fc1 sc0 ls0 ws0">355,88 </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 yf5c wb9 h1ab"><div class="t m0 xb h2 y1d7 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yf5d wa5 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Zawiesina </div></div><div class="c xe8 yf5d wb6 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea yf5d w37 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4c yf5d wb8 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">9604,80 </div></div><div class="c x51 yf5d wb9 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,19 </div></div><div class="c x1 ye5f wa5 h1ac"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">ChZT </div></div><div class="c xe8 ye5f wb6 h1ac"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea ye5f w37 h1ac"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4c ye5f wb8 h1ac"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">113020,44 </div></div><div class="c x51 ye5f wb9 h1ac"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">1,47 </div></div><div class="c x1 yf5e wa5 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">BZT </div></div><div class="c xe8 yf5e wb6 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea yf5e w37 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4c yf5e wb8 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">10438,94 </div></div><div class="c x51 yf5e wb9 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,10 </div></div><div class="c x1 yf5f wa5 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Chlorki i siarczany </div></div><div class="c xe8 yf5f wb6 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea yf5f w37 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4c yf5f wb8 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">90853,82 </div></div><div class="c x51 yf5f wb9 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yf60 wa5 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Fenol </div></div><div class="c xe8 yf60 wb6 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea yf60 w37 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4c yf60 wb8 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">159,85 </div></div><div class="c x51 yf60 wb9 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y76 wa5 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Benzo/a/piren </div></div><div class="c xe8 y76 wb6 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea y76 w37 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">4,68 </div></div><div class="c x4c y76 wb8 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y76 wb9 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ybff wa5 h15"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Pyły węglowo<span class="ff2">-grafitowe, </span></div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">sadza </div></div><div class="c xe8 ybff wb6 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea ybff w37 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">446,41 </div></div><div class="c x4c ybff wb8 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 ybff wb9 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yf61 wa5 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Pyły ze spalania paliw<span class="ff2"> </span></div></div><div class="c xe8 yf61 wb6 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea yf61 w37 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">5144,87 </div></div><div class="c x4c yf61 wb8 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 yf61 wb9 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yf62 wa5 h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">Fosfor </div></div><div class="c xe8 yf62 wb6 h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea yf62 w37 h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4c yf62 wb8 h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">108,66 </div></div><div class="c x51 yf62 wb9 h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y2cb wa5 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Jony chlorków i siarczanów<span class="ff2"> </span></div></div><div class="c xe8 y2cb wb6 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c xea y2cb w37 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4c y2cb wb8 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">70748,32 </div></div><div class="c x51 y2cb wb9 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yf63 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-24. Zanieczyszczenia w Grupie UNIMOT. </div><div class="t m0 x1 h2 ycff ff1 fs0 fc1 sc0 ls0 ws0">Łączną masę zanieczyszczeń wprowadzonych do <span class="_ _0"></span>wody, gleby i powietrza przedstawiono w poniższej tabeli. <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 yf64 w8 h60"><div class="t m0 xd h2 yb6c ff2 fs0 fc5 sc0 ls0 ws0">Razem do powietrza (kg)<span class="fc1"> </span></div></div><div class="c x1 yf65 w8 h5f"><div class="t m0 xef h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">300553,00 </div></div><div class="c x1 yf66 w8 h5f"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Razem do wody (kg) </div></div><div class="c x1 yf67 w8 h5f"><div class="t m0 xef h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">295290,71 </div></div><div class="c x1 yf68 w8 h5f"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Razem do gleby (kg)<span class="fc1"> </span></div></div><div class="c x1 yf69 w8 h5f"><div class="t m0 x4a h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">1,76 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y320 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-25. Zanieczyszczenia wprowadzone do wody, gleby<span class="_ _0"></span> i powietrza w Grupie UNIMOT w 2024 r. </div></div></div><div class="pi" ></div></div><div id="pf90" class="pf w0 h0" ><div class="pc pc90 w0 h0"><img class="bi x9 yf6a w9 h6d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">144<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>Spółce <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>Terminale z<span class="_ _8"></span>aniec<span class="_ _1"></span>zyszczenia <span class="_ _8"></span>do powietrza <span class="_ _8"></span>tlenkami <span class="_ _8"></span>wę<span class="_ _1"></span>gla, <span class="_ _8"></span>azotu<span class="ff2"> i <span class="_ _8"></span><span class="ff1">siarki to <span class="_ _8"></span>głównie emisje <span class="_ _8"></span>z kotłów<span class="_ _8"></span> </span></span></div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _24"> </span>agregatów.<span class="ff2"> <span class="_ _10"> </span></span>Zanieczyszczenia <span class="_ _24"> </span>do <span class="_ _24"> </span>powietrza <span class="_ _10"> </span>w<span class="_ _1"></span>ęglowodorami <span class="_ _10"> </span>to<span class="_ _1"></span> <span class="_ _10"> </span>e<span class="_ _1"></span>misje <span class="_ _24"> </span> <span class="_ _24"> </span>ze <span class="_ _24"> </span>zbiorników <span class="_ _24"> </span>magazy<span class="_ _0"></span>nowych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenia do wody <span class="ff1">stanowią głównie ścieki przemysłowe</span>, a zanieczyszczenia do gleby <span class="ff1">–</span> <span class="ff1">ścieki bytowe</span>. </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenia powstające w wyniku działalności stacji p<span class="_ _0"></span>aliw AVIA pochodzą z przeładunków ON i LPG.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y11b ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>Spółce<span class="_ _1"></span> <span class="_ _1"></span><span class="ff2">RCEkoenergia <span class="_ _6"></span>z</span>anieczyszczenia <span class="_ _1"></span>do<span class="_ _1"></span> <span class="_ _1"></span>powietrza <span class="_ _1"></span>to<span class="_ _1"></span> <span class="_ _1"></span>gł<span class="_ _1"></span>ównie <span class="_ _1"></span>zanieczyszczenia <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _1"></span>instalacji <span class="_ _6"></span>do <span class="_ _1"></span>sp<span class="_ _1"></span>alania <span class="_ _1"></span>paliw <span class="_ _6"></span>o </div><div class="t m0 x1 h2 y794 ff1 fs0 fc1 sc0 ls0 ws0">nominalnej <span class="_ _1"></span>mocy <span class="_ _1"></span>cieplnej <span class="_ _1"></span>w <span class="_ _1"></span>paliwie 18,5 <span class="_ _1"></span>MW<span class="_ _1"></span> (<span class="_ _1"></span>elektrociepłownia). Zanieczyszczenia <span class="_ _1"></span>do <span class="_ _1"></span>wody (rzeka <span class="_ _6"></span>Biała)<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>wynikają </div><div class="t m0 x1 h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">z posiadania przez Spółkę oczyszczalni<span class="ff2"> </span>ścieków przemysłowych i świadcz<span class="ff2">enia </span>usług<span class="ff2">i oczyszczania tych </span>ścieków.<span class="ff2"> </span></div><div class="t m0 x1 h2 y11e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _19"> </span>Grupie <span class="_ _19"> </span>UNIMOT <span class="_ _19"> </span>proc<span class="_ _1"></span>es <span class="_ _d"> </span>identyfikacji <span class="_ _19"> </span>zaniec<span class="_ _1"></span>zyszczeń <span class="_ _19"> </span>emitowanych <span class="_ _19"> </span>do <span class="_ _19"> </span>środowiska <span class="_ _19"> </span>opiera <span class="_ _19"> </span>się <span class="_ _17"> </span>na <span class="_ _d"> </span>danych </div><div class="t m0 x1 h2 y11f ff1 fs0 fc1 sc0 ls0 ws0">pochodzących <span class="_ _17"> </span>z<span class="_ _1"></span> <span class="_ _17"> </span>we<span class="_ _1"></span>wnętrznych <span class="_ _f"> </span>systemów <span class="_ _f"> </span>monitorowania, <span class="_ _17"> </span>pomiarów <span class="_ _f"> </span>i <span class="_ _f"> </span>raportowania, <span class="_ _17"> </span>które <span class="_ _f"> </span>funkcjonują <span class="_ _f"> </span>w </div><div class="t m0 x1 h2 y120 ff1 fs0 fc1 sc0 ls0 ws0">poszczególnych <span class="_ _5"> </span>Spół<span class="_ _1"></span>kach <span class="_ _5"> </span>zależnych. <span class="_ _b"> </span>Dane <span class="_ _b"> </span>te <span class="_ _5"> </span>s<span class="_ _1"></span>ą <span class="_ _5"> </span>gromadzone<span class="_ _1"></span> <span class="_ _5"> </span>zgo<span class="_ _1"></span>dnie <span class="_ _5"> </span>z<span class="_ _1"></span> <span class="_ _5"> </span>obowiązującymi<span class="_ _1"></span> <span class="_ _5"> </span>przepisami <span class="_ _b"> </span>krajowymi <span class="_ _b"> </span>i </div><div class="t m0 x1 h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">unijnymi ora<span class="_ _0"></span>z służą d<span class="_ _0"></span>o wypełniania <span class="_ _8"></span>obowiązków środowiskowych, w ty<span class="_ _0"></span>m w <span class="_ _8"></span>ramach raportów KOBiZE, <span class="_ _0"></span>ewidencji BDO </div><div class="t m0 x1 h2 y122 ff1 fs0 fc1 sc0 ls0 ws0">oraz pozwoleń zintegrowanych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y123 ff1 fs0 fc5 sc0 ls0 ws0">Remediacja gruntów zanieczyszczonych historycznie<span class="ff2"> </span></div><div class="t m0 x1 h2 y7f0 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span><span class="ff1">2024 <span class="_ _6"></span>roku <span class="_ _1"></span>Spółka <span class="_ _1"></span>prowadziła <span class="_ _1"></span>re<span class="_ _1"></span>mediacjię <span class="_ _1"></span>gruntów <span class="_ _1"></span>zanieczyszczonych <span class="_ _1"></span>his<span class="_ _1"></span>torycznie<span class="_ _1"></span></span> <span class="_ _1"></span>Terminala P<span class="_ _1"></span>aliw <span class="_ _1"></span>w <span class="_ _1"></span>Szczecinie<span class="ls10">. </span></div><div class="t m0 x1 h2 y7f1 ff1 fs0 fc1 sc0 ls0 ws0">Remediacja <span class="_ _19"> </span>jes<span class="_ _1"></span>t <span class="_ _19"> </span>prowadzona <span class="_ _17"> </span>metodą <span class="_ _19"> </span>ex <span class="_ _17"> </span>situ <span class="_ _19"> </span>(usunięc<span class="_ _1"></span>ie <span class="_ _19"> </span>zanieczyszczonego <span class="_ _17"> </span>gruntu <span class="_ _19"> </span>i <span class="_ _17"> </span>jego <span class="_ _19"> </span>oczyszczenie <span class="_ _17"> </span>w </div><div class="t m0 x1 h2 y126 ff1 fs0 fc1 sc0 ls0 ws0">przeznaczonym do <span class="_ _1"></span>tego <span class="_ _1"></span>m<span class="_ _1"></span>iejscu <span class="_ _1"></span>(płyta reme<span class="_ _1"></span>diacyjna) poza <span class="_ _1"></span>mie<span class="_ _1"></span>jscem <span class="_ _1"></span>powstania zanieczyszczenia) <span class="_ _1"></span>zanieczyszczenia </div><div class="t m0 x1 h2 y127 ff2 fs0 fc1 sc0 ls0 ws0">historycznego  gruntu. <span class="_ _9"> </span><span class="ff1">Proces  odbywa <span class="_ _9"> </span>się</span>  <span class="ff1">zgodnie  z <span class="_ _9"> </span>zatwierdzonym  d<span class="_ _8"></span>e<span class="_ _1"></span>cyzją <span class="_ _9"> </span>Re<span class="_ _1"></span>gionalnego <span class="_ _9"> </span>Dyrektora  Ochrony </span></div><div class="t m0 x1 h2 y28 ff1 fs0 fc1 sc0 ls0 ws0">Środowiska <span class="_ _a"></span>(RDOŚ) <span class="_ _4"></span>w <span class="_ _a"></span>S<span class="_ _1"></span>zczecinie <span class="_ _a"></span>planem <span class="_ _a"></span>remediacji. <span class="_ _a"></span>Remediacja <span class="_ _a"></span>metodą<span class="_ _1"></span> <span class="_ _a"></span>ex <span class="_ _a"></span>s<span class="_ _1"></span>itu <span class="_ _a"></span>prowadzona <span class="_ _a"></span>jest <span class="_ _4"></span>ze <span class="_ _a"></span>względu <span class="_ _4"></span>na </div><div class="t m0 x1 h2 y128 ff1 fs0 fc1 sc0 ls0 ws0">prace <span class="_ _a"></span>inw<span class="_ _1"></span>estycyjne <span class="_ _4"></span>na <span class="_ _a"></span>te<span class="_ _1"></span>renie <span class="_ _a"></span>Te<span class="_ _1"></span>rminala. <span class="_ _a"></span> <span class="_ _4"> </span>Re<span class="_ _1"></span>mediacja <span class="_ _a"></span>met<span class="_ _1"></span>odą <span class="_ _a"></span>ex<span class="_ _1"></span> <span class="_ _a"></span>s<span class="_ _1"></span>itu <span class="_ _a"></span>dotyczy<span class="_ _1"></span> <span class="_ _a"></span>gruntu, <span class="_ _4"> </span>k<span class="_ _1"></span>t<span class="_ _1"></span>óry <span class="_ _a"></span>w<span class="_ _1"></span><span class="ff2">ydobywany <span class="_ _a"></span>je<span class="_ _1"></span>st <span class="_ _a"></span>z<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 ydae ff1 fs0 fc1 sc0 ls0 ws0">wykopów <span class="_ _1"></span>pod <span class="_ _6"></span>instalacje, <span class="_ _6"></span>natomiast <span class="_ _6"></span>po <span class="_ _1"></span>za<span class="_ _1"></span>kończeniu <span class="_ _1"></span>prac <span class="_ _6"></span>inwes<span class="_ _1"></span>tycyjnych <span class="_ _1"></span>pozostały <span class="_ _6"></span>zanieczyszczony <span class="_ _1"></span>grunt <span class="_ _6"></span>podlegać </div><div class="t m0 x1 h2 y3e9 ff1 fs0 fc1 sc0 ls0 ws0">będzie  remediacji  meto<span class="_ _1"></span>dą  in  situ, <span class="_ _e"> </span>czyli  oczyszczeniu <span class="_ _e"> </span>na  miejscu <span class="_ _e"> </span>poprzez  aplikacje  do  wykonanych  otw<span class="_ _1"></span>orów </div><div class="t m0 x1 h2 ydaf ff2 fs0 fc1 sc0 ls0 ws0">technologicznych <span class="_ _17"> </span>biocenoz <span class="_ _17"> </span><span class="ff1">mikroorganizmów <span class="_ _17"> </span>(biopreparatów). <span class="_ _17"> </span>Planowany <span class="_ _17"> </span>termin <span class="_ _17"> </span>zakończenia <span class="_ _17"> </span>remediacji <span class="_ _17"> </span>to </span></div><div class="t m0 x1 h2 y7f5 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2036 r. </div><div class="t m0 x1 h2 yf41 ff1 fs0 fc1 sc0 ls0 ws0">Remediacja <span class="_ _1"></span>zanieczyszczenia <span class="_ _1"></span>histo<span class="_ _1"></span>rycznego <span class="_ _1"></span>metodą <span class="_ _1"></span>in <span class="_ _1"></span>situ <span class="_ _1"></span>prow<span class="_ _1"></span>adzona je<span class="_ _1"></span>st <span class="_ _1"></span>również <span class="_ _6"></span>na <span class="_ _1"></span>terenie <span class="_ _1"></span>Bazy <span class="_ _1"></span>Paliw <span class="_ _6"></span>w <span class="_ _1"></span>Jaśle. </div><div class="t m0 x1 h2 y189 ff1 fs0 fc1 sc0 ls0 ws0">Termin zakończenia remediacji zgod<span class="_ _0"></span>nie z decyzją RDOŚ w Rzeszowie to 30.06.2025 r.<span class="ff2"> </span></div><div class="t m0 x1 h2 y7cf ff1 fs0 fc0 sc0 ls0 ws0">Cele związane z zanieczyszczeniem <span class="ff2"> </span></div></div><div class="c x1 yf6b w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E2<span class="ls0">-3 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y507 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _c"> </span>nie <span class="_ _9"> </span>posiada <span class="_ _9"> </span>celów <span class="_ _9"> </span>związanych <span class="_ _9"> </span>z <span class="_ _9"> </span>zapobieganiem <span class="_ _c"> </span>za<span class="_ _1"></span>nieczyszczeń <span class="_ _9"> </span>powietrza, <span class="_ _c"> </span>wody, <span class="_ _9"> </span>gleby <span class="_ _c"> </span>oraz <span class="_ _9"> </span>substancji </div><div class="t m0 x1 h2 y508 ff1 fs0 fc1 sc0 ls0 ws0">potencjalnie nie<span class="_ _1"></span>bezpiecznych. Cele <span class="_ _1"></span>w tym <span class="_ _1"></span>zakresie przypisane<span class="_ _1"></span> są <span class="_ _1"></span>do konkretnych <span class="_ _1"></span>Spółek <span class="_ _1"></span>i zawarte <span class="_ _1"></span>w w<span class="_ _1"></span>ewnętrznych </div><div class="t m0 x1 h2 y509 ff2 fs0 fc1 sc0 ls0 ws0">dokumentach, np. <span class="ff1">Cele i zadania środowiskowe</span><span class="ls2">. </span> </div><div class="t m0 x1 h2 yf6c ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>perspektywie <span class="_ _b"> </span>ś<span class="_ _1"></span>redniookresowej <span class="_ _b"> </span>Grupa <span class="_ _b"> </span>wyznaczy <span class="_ _b"> </span>konkretne <span class="_ _c"> </span>cele <span class="_ _b"> </span>ilościowe <span class="_ _b"> </span>dotyczące <span class="_ _b"> </span>re<span class="_ _1"></span>dukcji <span class="_ _b"> </span>zanieczyszczeń.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf6d ff1 fs0 fc1 sc0 ls0 ws0">Ujawnianie <span class="_ _d"> </span>rzeczywistych <span class="_ _d"> </span>wyników <span class="_ _d"> </span>w <span class="_ _19"> </span>odniesieniu <span class="_ _d"> </span>do <span class="_ _d"> </span>poziomów <span class="_ _d"> </span>efektywności <span class="_ _d"> </span>środowiskowej <span class="_ _d"> </span>powiązanych <span class="_ _d"> </span>z </div><div class="t m0 x1 h2 yb5d ff1 fs0 fc1 sc0 ls0 ws0">najlepszymi <span class="_ _8"></span>dos<span class="_ _1"></span>tępnymi <span class="_ _8"></span>techn<span class="_ _1"></span>ikami <span class="_ _8"></span>(BAT) mającymi <span class="_ _8"></span>zastosow<span class="_ _1"></span>anie <span class="_ _8"></span>do sektora <span class="_ _8"></span>Grupa UNIMOT <span class="_ _8"></span>przedstawi w <span class="_ _8"></span>kolejnym </div><div class="t m0 x1 h2 yc01 ff1 fs0 fc1 sc0 ls0 ws0">Sprawozdaniu Zrównoważonego Rozwoju. <span class="ff2"> </span></div><div class="t m0 x1 h2 y249 ff1 fs0 fc1 sc0 ls0 ws0">W  kolejnym  Sprawozdaniu  Grupa  zidentyfikuje  również  progi  ekologiczne  i  metodologię  zastoso<span class="_ _1"></span>waną  do  ich </div><div class="t m0 x1 h2 yf6e ff2 fs0 fc1 sc0 ls0 ws0">identyfikacji.  </div><div class="t m0 x1 h2 yf6f ff2 fs0 fc0 sc0 ls0 ws0">Substancje potencjalnie niebezpieczne  </div></div><div class="c x1 y1cc w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E2<span class="ls0">-5<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yf70 ff2 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT dystrybuuje, komercjalizuje i/ lub <span class="_ _8"></span>prz<span class="_ _1"></span>ywozi oraz wywozi substancje potencjalnie <span class="_ _0"></span>niebezpieczne w ich </div><div class="t m0 x1 h2 yf71 ff1 fs0 fc1 sc0 ls0 ws0">postaci <span class="_ _a"></span>własnej <span class="_ _4"></span>lub <span class="_ _a"></span>w <span class="_ _a"></span>mies<span class="_ _1"></span>zaninach <span class="_ _a"></span>czy <span class="_ _a"></span>wyrobach.<span class="_ _1"></span><span class="ff2"> <span class="_ _a"></span></span>Spółki <span class="_ _a"></span>Grupy <span class="_ _a"></span>pos<span class="_ _1"></span>iadają <span class="_ _a"></span>karty <span class="_ _a"></span>charakterystyki <span class="_ _a"></span>tych <span class="_ _4"></span>substancji <span class="_ _5"> </span><span class="ff2 ls4">i </span></div><div class="t m0 x1 h2 yf72 ff1 fs0 fc1 sc0 ls0 ws0">postępują <span class="_ _7"></span>zgodnie <span class="_ _8"></span>z <span class="_ _8"></span>określonymi <span class="_ _8"></span>w <span class="_ _8"></span>nich <span class="_ _8"></span>zasadami<span class="ff2"> <span class="_ _8"></span><span class="ff1">postę<span class="_ _1"></span>powania, <span class="_ _7"></span>warunkami <span class="_ _8"></span>przechowywania, <span class="_ _8"></span>użytkowania, <span class="_ _7"></span>utyli<span class="_ _1"></span>zacji </span></span></div><div class="t m0 x1 h2 yf73 ff1 fs0 fc1 sc0 ls0 ws0">odpadów oraz zagrożenia<span class="ff2">mi </span>i środk<span class="ff2">ami </span>ochrony związan<span class="ff2">ymi </span>z daną substancją. <span class="ff2"> </span></div><div class="t m0 x1 h2 ye8d ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>należącej <span class="_ _6"></span>do <span class="_ _6"></span>Spółki <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>Infrastruktura<span class="_ _1"></span> <span class="_ _6"></span>(od <span class="_ _6"></span>11.12.<span class="_ _1"></span>2024 <span class="_ _1"></span>r. <span class="_ _6"></span>włączone<span class="_ _1"></span>j <span class="_ _6"></span>do <span class="_ _6"></span>struktur <span class="_ _6"></span>S<span class="_ _1"></span>półki <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>Te<span class="_ _1"></span>rminale) </div><div class="t m0 x1 h2 ycb7 ff1 fs0 fc1 sc0 ls0 ws0">oczyszczalni <span class="_ _c"> </span>ścieków <span class="_ _9"> </span>stosowane <span class="_ _9"> </span>są <span class="_ _c"> </span>chemikalia <span class="_ _9"> </span>będące <span class="_ _c"> </span>su<span class="_ _1"></span>bstancjami <span class="_ _c"> </span>niebezpiecznymi. <span class="_ _9"> </span>W <span class="_ _c"> </span>proce<span class="_ _1"></span>sie <span class="_ _c"> </span>oc<span class="_ _1"></span>zyszczani<span class="_ _0"></span>a </div></div></div><div class="pi" ></div></div><div id="pf91" class="pf w0 h0" ><div class="pc pc91 w0 h0"><img class="bi x9 yf74 w43 h1ad" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5oAAAT8CAIAAABtnWgVAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdebxdV3Un+N9aa+9zzh3eoFmyLOMBz8ZgY5swGExSCQlFCJWqVAhJSAiBSlKpTJ10BroSQtNdoWg6lYSqJnQowpgwBkiYAhiDwdiyPFu2ZcuSJWuW3njvPdPee63+4z4ZO6E+n8ahgU/nfD/387H99N7Tfeed6/s7+6y9FpkZOp1Op9P5ZyAiusRQQAmOoiCu/YkqNAITOAIyIAdk+gdQAgTwAE2/1ncHstP57uK6Q9DpdDqdfyYMBAYMIALAp98FGTCwhwIgwAN+7YNQQAGefj0B1B3FTue7DnWrs51Op9P5Z6KGZQAZSOkJ2VQNBsBgDAA6jbwAA6JGsOmnG2B8Ott2Op0uznY6nU6n8+0VgOl7Hp8Oq2sMBCAB+o++hqcPfeKHOp1OF2c7nU6n0/m2M0MiRMCmC6/QBCTAAFkrkE3TdHu6dPZxyZW0i7Odznenrna20+l0Ov9cUABn01ICzZBIjchAaNdSKikqAIlchFMwgRzIAWzTlGuAUhdnO50uznY6nU6n850RoAITZEjSRIwqkIogn74ZtgyewGecUmLxwxmFM8AAIwCcEBTIusPY6XRxttPpdDqd7wwBBI01uRoOHd/5n/5UyknjUDnNEg9bGFetl4V+n847+3kv+5F8y/ZsOCCDERRIQIJ2cbbT6eJsp9PpdDrfGWYWQJ7YNWXz+a9OPviZLVE9q3eaJ8w1iKxjoTDXu+TVZ84ONgM5AiAgwAgJiOg2nHQ6XZztdDqdTuc7hIRaBAdgZfnGP/+LS5qwqS0bxBLqYDMA4Ffh2tnBBT/wQ3AOoUHfTbt0CeBg3MXZTqeLs51Op9PpfMckmFlD7WCycvLR/bkaIwhizFRhsdUAGVHbP2sDnroNhcaiaBgC5AAZsm6GQqfTxdlOp9PpdL6TzNhMiO66Y1dW+IBxQLPqw4lhiqLLDYiKoxrPvO4Z6DdNISdcQcAAyKZ9uswA7d45O53vNl3f2U6n0+n8U0wmyBL8bAMEIMdxj4hmW3TcCASIAAM5EIEJYMAQbaoyzlEzKMUZcWOgSRgKkqEgqML460MNCBMfBxmgvEhxPTIsVCvrew9zdVnsZY2eQjmf95wKcHpAAoAABGAEGNAD+gGiWMiRA1Va3LfPjp+oJ+OUSyNcOk4kZLJxfLTsF1uvvHpu62ZEqMPJAhHYbsAEoYcFwdYRUKw9tzpHC8xOgDGaWZv0aNhoBkbenRjfvAAQSodVaI40p4kjgTkIKTmfwDX2DbDV0J8ALVBg0rcK1oP2AVIDwwAyj9PzMkBQBENgECEn4xQhXjWamYgAgFLLlIAIkMEDOQBK46au88GcKoh9ApKZEKm2wqSpIcqFJcRIjlNKwhJi8MRechhiVbu8qNpxr59Ha4yM4Qye4Hj6pFABKcC3kAJmceyEQNOXiksQBshaIDU0MI0FG1KEEiiLxuSREgQqHKDU1pT1vBmIANYYS+cACNBbm9RMAUQgJI3EnJAYnFLIpocASG3L2fB0u2XAYApeezUlIKYUhIYgGMWQWiV1LATw9PsqQxlRU14JeYA1ESMDQxVGMNZxO+plxenJ0kprw/cew4CcfgEHTAt8bPoRaAIzJpN6MCwAqCoLd3G20+l0Ot8iWkbOElweAUPrcQrJo1kXk4uMwjfABDYCO8hmI6864VBSFLM+iopkDPZQMS2INdUka3O4PMBgAydwBAYGBKs9FxCUWvVogXVzaxlgjmmpLjcUDFXEgARQDucaFSkW6zr1XcktoH0MnKEwy2LtFICCDIJIAhIykqZJdRlm1yf2ojDBhDSz1B9PHPcStO17AoQghkRoAAHyBtTG5aFrSeaBPAKuq0v4piVbC6BJjUiF1AykRhCQECEqkkZt257LQAIydRxgSmCoh/I0IPE/iLMppJIhwj0yIoMCzIDBDDEmnzEoAIEAQwZ4GMgSiAykSiaIyVTJO5gZNDJbSuy9a0JgJ0wcYhIIQz1zU9d5XkATnCSN4GjEUWHGwo4BMjAlgraAkvMwtoY0WjLKBgmsIAIoJSFMWDhZwSnWpc8LU26VOWMCKEFDy+yIWQ2azGdU1nW/z4T2iXFWm7ZlEfG+CUmEzFRETBPbWlNldvL1ESEGmz6gTDComQpnMZlByYmamSUiWEq5eDIgEoiilBpVnCMIk09JAQQ19qxEBjNNGTMAghFA01+U0dpvazpMmtLpjzAZAISomecQTARERI+fUN3F2U6n0+n8ExkamCOTtUFbhHDqKD34sFscA05ZGx90QKUTs3y2dkWrTSyXUG99/jUhLwIPmPMxxvbIUTx4cB1xCmXy6r34ZEgMlpQ5e8pZbvvZaBLyTIWYkIKSoAlVL3MoFTfcA98CDaRNPiSirHXQ/phk6ez1/aeeF1D2IRPVbezL/Qfp4NFeWSMGiILZAFJB4jttfOEVz8jOPKumXE2HahSbcMutPhrGFZJh/brDg8n2EWBYzckZ9RsOjv0LnnkCaQa9nhJMIN2ohW/aGDBgRoEaEIQMFSEDijYhBBRuJDqzfwkocc7mCZAhl5XIgyI6tIBDyqIhGgr/+IzUxiZZ8K7Y9/DR48eWMzcXaGJmobEiy0XS1ddcCCijJRjgYQ7A/fcfWVoZ1W1wLnd5j5liqIn1WVedHxtkGZSxsjq5d/eeEOB8z7lMRDTWl1924bBPdVn3MonJs4AcgtqBQ8f37T/Sy9fBMkJitKBQx+ba5z1Da+SSiMkS3X7Pg2VEMk8ESsERUt/P5vz0i86GNoBVdSvZ4J49h8ejOhffd5JIOc/rSZmSrt8wc/5TtxISoQWIkMEYilaNQCHhyzfu6g3m+oPZsizJjCn2choOigsu2PH1fEgA0LQhy7wCdZ2cFxEo0DR45MDJvfv2javSOcfMz3japWdsmi8yOIIpogXvPUFjTM55AOOyvfPuPcGkiTaYmbWoFKeT+IwNoMel0LUIi8TpdEhlhgIQtmddfVGMcB4wU1U5va481VUAdTqdTufJG4EHIFGAAAPasHz9rntf/+bi6ILPixLmqE7tqHZSSS6a9VvbsGXjEapf9Of/2V99uSdCQlGX+/5+5843/MnmJhYcdUCrk5VMzSc2lip3Z/78Tz7t934HREhQsiDklNgIGVk92v/Xn7z9dW/dWjXe2uDK2qfINts4CcVDub/gdb9w9Ws2E+cIPJsrTi7e+YY/PfmFr26qYwwTZJQIZJwlziJ/8oUX/9b2c2SuGsw61UhVi5vv/NBr/v1mw3h5ZWY4F5pwfC6euwgjHBtwnmS2Zlxy7gs/+5dzPZdrQqXweRdnnwSFAbZWZ2IgDyUkQEmZEpgKBHzxy1+46bPf99/+yLEFqLCDwdl0VhuDEpgAA9Fj97G9eEd+Urb//R3v+djHPrO0UGezIuJj0NHq6pnbt3z+cx/bsnlgYFq7JgMMv/v7b7rt9jtDiMRe1QBjStu2bvz7z3x0wzqBYbVs3vHOd7/5zX/qs6FwLwRV1SKjH33Zi970pt+HMBw5QkxgA4Fu+NLNb37zn62uJENGBqIAioOB/+TffeSCs9dREAS0AT/5Uz8/aVGrCAulIITldvXZV1/+0fe+fWbogNTr98sg/9fb3v75z31pZXGcUzZuRr7nVDE7M/OsZ135/vf9GRkzuSd04WBSw3v/6hN//F/+6+JCFQJ570UgEqHVS1/yov/0R2+Y7T+25KkAfObapCFaVogBN960553vef+hR488sGdP00RyfjwqZ+eGsa4uuei8617w3B//sX9z8YWbU+Dx0njduiE7amPwzt+887af/flfalqv3BeXI6pY/Aa//K+vt2pkrC3f2rSXSHz+8579vvf8CXuoGjPJP3p9dXG20+l0Ok9eA+4rISJmUG4zq+nOe3fcv28jaXJ+MVQbRGdSleBGyCfOF5F4tNr6dOLuOzc+57KaLCekgZx14XnHg21brYdtVUvduuCjZgmJaJxLufMujCeY6SMlU4mCTA2wmClV1dLff/mC5cm2pvRoEiZl1ipsts28zKa5Tc983lVNrygajzLCVfWuW5du3rn9+KlzJGvCOIoZ4JScMis/5bwL+tt2wOcBKXDbb8cnPvHJiw+fesqG+WN12W+Tr+LVi+2sAuDlZfLqcrh99zw4/twNg3/5QiUlRyRdpcGTUUANUAbngEISHGCM1lEhhmq0fONXj/7h7401XP+aX33+L/9CdunTMByogRUZAKIonEQzKEFweuEvpiTO93pFMj8aJ6PBqA0AHOe+v2Fc6cz8QAGGAxLWpsBB3cyo4baVfr+XLGWO63p06PCJuTlJETBzLmPXIxmA5ya1qbo8z0fV8kc+8blLLr/8lT/9I2Vq+nDCCNFUyOBOLoyJ58x6AIESKNbLKxvWDW1aW+CQWosoWrM6sSAj9QzNelkbXG9QxBjMWucLRdq779HlSSr627xluZvRLPSyfFRWN+/afesdj1z59LM9Tcth1rQGU/3Ahz++Ok5NLIj7LhtMJiuZD0BcXK0ggK7VqQLJCGoMFp/j03+/853v+sjtt987aZqklpKH9Tm63nB9UqqjPPzo6gPv/PBfvv+jL3jBc3/5Va+4+poLExCCee+rENk7hWc3N5kwUb+XkWoFsIHs8RUDlB4rqA3wBCNTQmIEAY/LNhlShBCYNabkxD/+5OkuHzudTqfz5GUQMYKhYV1FQNbsv/1Gn4WxmxzurxwbjlcGTUBQtDFr2qJRH0Jc2T47d/+ttwTBCrsqw6O542eeLxftKPu+Qh2toSxpHlLWpqxVXy8/sAcLS8hCcMkr5QAJI0OyFo8eOfqJz25tqioLlQ91rw15a1mbfDyRlnvPeIpcfeEjgqafY25gUn/1c3+3cOrYbM+HNAmurX3d+Lry7UoRTg7Cv/i5V2H9fOPdUdgRam20sPfGGzY4O3rsYc0CcTsDyywS2oBaXWscgNaPJ5//k7cl4yXxy0W/ddKdGE/mXFLksEiYZIgFiNAHHKDUIjR46JF7/+NbZsZL5y6u8Meu/+Krf1PvfoBiFdhAmC7oVuBVMJ64w8g5T0AbUlRv1IMMWi1csT5aUbeS4H023ZQ03Yq0FrDqhGxmLrJL7JVc1cakxk6ioqqD8+QyYt9vAo1LNRqaDataILMLq+3r/vB/O3D0FEsBgmr0nsxQtU3Z1gkUiQP5ABeQR8Og72MCaJomSYFoaBM1yrVxYzIax2ReCQYRcQYDy5ETC2q+idnKhOHmRg03KUtUrIzjX773o2Ao2MBrOxYJzuHRY6duv/vupXEp+SCqH5UB0gvmo/HypIrTQ/b1A0dGPK7Su//qk6/9xd/cedsDk9qVLdrkwAN2Q6NBjHlVS2+4eXkcRzVPgnzsU1989Wt/61OfvkMBY0zaxnnnM68mk0mA9URmNTkzqCHBJbiArKUsIAvwCS5Oa+Utj5YnyxMytSyZC8mU4D1IsFby/kRdnO10Op3Ok8dA27YQRI0tVjFePfbwQwUirE2oXUGlpKUelz0Zp1aEWONW9N3x5bj7YNHw5kgzDRL60eXX/MiPLEyqnHt9SFanLCSn6hPyiOzUarp3d7RGPSGpU4DQimZEd/3Fe8/h3HNIbUiazCwD58ZIGM5tyM/a0QAZemqAgZbLo7t2b6hpviVqyzyZa1IWzBmPynp4xhmbt5wFV7QiAA8xWD74aHXkhAtpUPSJKKoCdGJAD87SnmE41ddTfT2VpUyEHzjCJ1ZaaAKiandiPBlq0/QVgDHQENTggX4IeHD/PW/+0959+2c1ra/DOQ36ew/tfvu70SavLRhwiKQRkcD4B6MuzABkmfisCGpKwi6PwZKROE/0jW5TG+B5UpY+z5IlCJNQf6YXYyOM4YwHJQChVZ/1iTOCI8mI8jZidm6jz2a+/JWbap12W2iByIKUmtm5IdhAZGzGZEQuk9VR6T0UAMPIyFGy5DJRJHYCprw3ZPEpwTlmYgKNRmXmC4MjzppI0WQwnBtNWnF9kP/i9TdWNSZNMKBqahBiVAXu3n1PNCUhg5FQXhQGhRgJP/Twg8awpFDVtlWbrpvS//GW//L6P3xj3WpZhWSuKAaqZobJZKIaU4o+k9FotHnzGe1qmeCbSAuLk9/9X15/zz3HRVjYA2iaRoQGgx4ZyvEqURwOvfMIqW5iq1BjUiHxLmgAmy+Yvg5ERkR5kacEVbRtBEBEXZztdDqdzreMAJRLcibanBGyA+/62I7Fen3bbozpnJFdsGxFcCeYlsmz72mjHkSwIXT94dXxh77kRoQGBpcow1VXbn7WlauOCy7yyKxO4RScBXdGjbs//DeunpRowITaomAM5mML8ZZ7N9ZNQ2NyLjrXkgsVqJQgg0NE257zXGjRB3oKJJz66u7BvlPnay+vys1+DlHn3DAPHjGTzWc0l1+ayRAlBlE2GW+a1OObHjhzVeciegG9lgat9CCBeqt5Hn3fRQkptp5m2/is4wifv2ejun5I/e699UleGwkgTiFJAYw4KbdxZaHddf/Nr/2fVz/6+XMDBqvtjGKdYlubwhe+9uBvvZ4fPZLSZBXjms0F66eg3yCcTisISMEJQrYWKmH8xB3yj8/BARSAZGv1B9Nb8Mmm2/zRAoDJdHe+kRlZIsuLflnF1XH7nvd9PCVYathxk1q1mBWuCeW0xgBIQAK1oFY5GAEUQQmkoARKRml68x2P72Zl09gmItnqeGygxEaejJASinygSmZueXmye/eDufdmEBFAWSgCt91+t/M+L4qQWs7QpBrOxHG0WJbVyii1oYIQxBG5srYPfOhTH/jgJ5cWG++HUckM1Xi0bm7WUjU341NYKbJGq8VBjw8demR+y9ZY26C/oQ5yarH8xX//Gw/tO+octykRkaNUTxb7RRwU0cm4bU4kXSZUeQ6j6BwD2rRVlgvQNs3Yc+WoclI7aoWDUNDYaFRmZF7UlPAP42xXO9vpdDqdJ6+ftGXUZL3EOLR8z3s/9tQ61oCBAgmxaykLXExanSWPEBqHJQrBOE5Guz78N9f98A+OZ/MCpJnHM576lFe8+Kbdtw0qIZMqQyMEk16QmYB7P/+lc2+5vbjuhXCEEhEgIN53kB84yFpVeRt4ZuyCSD4Ur61bmJl7YC678rnPLDnrg5JBMpz86q51TZoBJ+g4xwhUMCn5MusfyLJLX/TCaQVhFPQATNLqF742F1JLWntE5sBSJufbfL5tZmFZbBYtUGE5eL3S4eu/uv0nXlSmaH7QFc8+CYGIIhxhBtxAa2qytkYbbvuNP1i3c8/Zs3OjlVOZ5Q1SaW3GvO7I0ZPv/vCJrZs3/+ari5xq+DSuZ4ZzSdLjl3ynK6kAK5sy1IyhDJgZQad3rU93jJo+CAxaq+NMBMcgXWsgRSAYlKBsAKZV0gkUYWSmTZvEubnBprvu2vuBD93wS694fkqtl6yFjCfjYX8wqRSU2KaloolgRmSP9ata21BpDFMjJgPMKIJO75QyIbBFG69OwLla4EzUQmzjoBi0Ze05a5vJzp13X/PMC5Ja7rwBxCTAjV+6VbhQm3YqC0lT5glkphRaq0rN1juwNU3y7Jy4d/zFB08enwwGm4jylBoRc9QuHD84OzN44fMvv/SSi5eWlr50w5cfefTItk2blpbGzvfrcTvbm1laPcHHFj7x8et/4d/95LAvl150wZ/98R/VDYH6ps5JnedhVNp//fP37Nn7qFBvVI6IKHcEbTZumP/VX/ml9fMzAAhKZmwGShvXz/Zyfqw9F1MXZzudTqfzLVQDhbYiTk2+dmd7+NRY9NAQUSSJV5YU5cz57c3CSjGuvHFEnKAl8YMYFh/ah5Wlcm7rekCI4K248lKb7aflkwNDbaQENsoj9Uw31eHIDTc99brngRMyIaCAlnuPzUcJCPA8E6mK6ln65rKWJwmbL7sUG9f1wNQCBHhkux/cCuJypQ9eLFddLmHS9FC0mq3UYdsFFyJD7bDKth7RaVx49GDfxSVK40ITJIHUOG1Y748c78NMODkzp62LSZvFI49sb0o306ug3QLtkyCEkOAckKKlai5TjKtDf/K2dP/D211RLp+qqS2RNcwtkgCzzBLagx/4yObnXZE95yrEOpufQ2XmH5dloWRmNN3lpEZqMGeJjRKUkR5bnl2Ls2TTYCkGNoIxG2O6lAuDsRlA087IYKO11IUEgjhRUyKq6xhb+ou3v+elzzt/+1nbFYBBExEJ2TSIGcymIXWtXRUExoCyMa39jdMHEkVGYjsddIG2qlWVoWotiM1gMUENZkLsffbw3kce+/kZMNOm5aOHlzRJ2yaX5UkDTaN5UiIhohQ5oXEQEIFx266DD+45UBTzgGualk1TqjbOzx45cuj1r/v9n/7pl/QKNI3t2/evfvEXf/3YQjXoZU2js725KozXrd9UN6s3fuVrv/HrPwlgbm7uB3/whXK6BkQ1OnFlwPs/+NGqHJmYIxdj4iwTcC/Lf/Ll3z8s1n5/dLqKgAxMSMmYzcz+0eJs93rrdDqdzj9Fk5KhRnKr1b1/+fFzlmmm4UCs8D5IUYsiO+MlL97xrKta5wBLEse+gQ+b62rHo6dGN93sEWZrZBEqARefecbTnpqsyWBslggK5AqPcLbSqb/7Mh07ldim8xV6o5S+ck8vpFbYSNc12ovmI/KSMrANZp/zylfU/YJCxKRFLB89vGd8z+5hWQpKSBhZiYwYqQ9xiZ56yeWDC863VKvEiIYmy6uf+uzMoRP92CgHslQkzRMISC+9Npudc+CKLPQ5olnm8YmiXDrwIHbePgi1IHTnxZPAERKQCCGjwkHv3Xv7z/zKgXd8YHNdN1qOuUHmD+f5OMu9eK+KMPFhXBw4eOtvvnHxre/PVrTWtFjgdEuD0/GUEqY9EygZUiJlS2xBLLIltkh2ujvX2mNtLVeSkE4fHuahGdbmjbHCkwEGNiNqQQ1RY6i8JwBV2fR68/v2HnvTm966sLAaE8zQz2erMpA5VmFlNrASGRs8gLWGVEpQIWM2xyoy/UwEIBJOlzwoThw7mokzS6BWfBBOHooUHXNoW+/cnXfcsbBYTXNg1KSw973ra+WYY+MYOUHMjAWmqgqhXmzc6lLTxloBX2STMr3xjW8pKzbNYsvCrujl3lm9eup/+pXXvuLffl/hgkPMpTz/nLk3vP7XJ8vHm/ESJw11ZJ+NJjUgD+zZ98j+RQZygVhL2jAaspqs1lAWziy2uWNH1C8G3nmLmvsiVM0gg0fjETyiMxVTMdOoBDAZAZoU6GpnO51Op/MtFEJgXUXJh46PvnLvBRM5q6UzR3L+Cl8w4vPHzLnHy65zP3DN4Q3uaBYWZ7E0h/FAiZsNTThy952GCgkTF5czh1nuX3n+uOCx6EqO5Z6t9DD2aBDzSekPnhwfOByngYKAlqp795Vxlfq5ahpbXRdc9/yENBX94cXn9p/99EWR4AGfJmHhgzd/cmKTEVduODzhm5VZOpnFtp/Hfr7s7Okv/j5dN6SIfl3OI8jiaPc7P/CUqt2Q0vombax0yzhtbXRjhP7Qc3rr1gPcQp2TIqVcjCS4Q8fw+Z04upR3W8GenAgniIJVSkC668/+Qm+6++xxlNBMXEh5VsewPD8smSWhMCLRfCjzluSeh3a+8a1Ln74BIgu8Fvzw+AA4nW8Fm1a6MtL0QUh4Qv2sAdOygrXCAjEmEzIHc7C1CQvTpeS1vwFGMEIkCr1+FmLbtu1wOFNOgqq86y/f9+CewyIQRtvqoBgCTBACsRGDMP3OX0cExyqkLCZkwiag6WXd6ScInDx50jlnpsTqM/OevHcCy52vqyrFtG/vvmNHj02/YTKF4W3/7V2CvibX78+naJk4UjMFTISyutalhUmW+3EzAbBv/8lbbrnNu56TQiTTpNVkHGN9ztln/t5v/3Ivl9yBUcMm/QLfc83lT7/sgrlhn0G5cyGpy7KyasuyvvHGr5kBBhFjalJcRlp2EkgTw9qq1BQz78vxuOcLBiFBSEILRsOoGQ1TIFIiI8QUYmhrwLz33+BaqHv5dDqdTufJm+9b8hfCLdx663YbGyYLPffo0B/LeIxJiVPt3AwuvRIv/eHj3l9SbNm+HLnEUS+HBvkIzfjOu9fXo4cHEJX1TR+T3F35PQ8PBwv9onBy3oiuOIV+PnMgKzmrzyxtvPNoHlwrKLnF0t2696ZzIf2GmrRuddBrm7htrFs0HXHNlle+OG6c76G3iixkNDho173+09uXl8+PYmM7lc9uaNZvX8C5w8Fi+eiBba737/5NwoxFLYshEvDFO/K7Hi4dP9xzwfw22TQ2O9hLxwZh5uwL5MXfe1s/X8l6WRCwjERnGr2qkkPv+wyS1RyBiEbRAAnBLEINAdoiAgnWxd1vpPRAgVw1YjHuuYM/+qlnjMeDZol12YuWWRoXhnrPgE6UFA4o1+6sdnzG4WLz/vmhBS3f9fHioYe3YDxCtYjQJkJyLfIxhFoUpTG09ESaT6xoeBC4iPB2ugqT1oIvf72bP2nipBKia4wblRrcEOAAQUiM5MZqQ02zBm9w9aQgne0Nabl+xBUpKzYMt1z0oU9+fhQRgKwfJtUJQiADTAxsgBGUVAFwNGnBqoiJ2cipkEmTZEJp1qwwAgTw0RxayKi0pL2c58vl2IakPV2KJ0a6VMysW1rN1LZ/7OPXM6th4sUfOrC6t1wYZ9HydjQ5lrnAYnA+sJ8kSxJ7WTiw/05Y39FQgYf2379+24aW2pV6BU6DxuHMvHDvx17+IhJ1mZhx28DJnNkgywbXfu8PjNqqlTr42lOrbTPoDcTyz3z6enosaVLu/Cb2W03XcT6TKPle7mRjWxc+U5MFoya2npgpBzALzAADIAccwM5n4l1e9Inc9CNdnO10Op3Otw4jE0LUlbvuappJQJNim03vCrpekP7Gs8+BMOZm1m3bOpqUvSAbo58rddikTeaa+/fjwSMEOCUYIS82X/zU/MytrORWmtTEMdukGvUoq9o6pTh54BH/vAoAACAASURBVEEECKPQeOD6G2MMCUk1MYFDM+jlK/WqIc82bNp8zVWNc5Q0B5TT4ic+6hZXyEiBRCZqBHjIeFSSDLZdeiE750Rotm+W0LY7P/63BLMUKAXyMq4mjvOUFXbGls1n7Fj3jCt669Z7Za7NWgVRYykA+xeP7P/bjzmNAOAYAgUI9PX1P9K1WfWdf6QPKOH++kTW4K4/ePtZK+lAHB2cR1vkRcBsQxtjdn49UCuOz/ZWnrKhftGV9LqXX/6WX/vX/+frfuhPfn/dS69dPnXEaV2kNp/2yEqnz9HTW73IwGrf0mf99d+lc45Z2qZxwuJQTsZlWX/+c188fOikAXXVFr3h6dz1T7qgiTFMO1WpKjMDRCDvPTOJiPc+Jf3Mpz+3WpYKisl27bpTQ4ghOJFeUaimGKNZAoyZzWCE8XhiZt6LAUeOHF9cXCRei4jMnFJS1SuuuKLXY4CIpl9oRCDGpZdenOeehdUiiKZ/FFNcWVmp62/b/4c6nU6n03myKgcHxag8dOsuJ4GdqrUFiJVq31vo9eYvuxj9HMNi/qLzF1PIkG1u3KYJ1kXMhThz+ATe87fzgCRDiDDz5+7Y8X3PBuQM9DPjlZ5N0qRH5vo9Dc3S7XdjMqHY+JXVBz70aUtxgpQsELSIrYca/Ap07rLLcO45kft9SA/qq8nNH/zA3NKyVx4DtTOvYEOh0lZxtcg3POdK9HogVA6i6h8+svfW29iCJ81UldCCevnMCmTjdc8tBnO46mmyYxupFC15ysxMkSairY87P/kpWR7FFJXUZK0DA08TzDRMdXH2f6xNYXt/w/DYon7lvpkI8bk6XzKtCpT8uob6zVwze8ZZL/7Ba//7O877mZc/cnLPO972n9/5H3/nw6//3S+8/x3LX/hK/+HVXhIXGhGCIgY1MGTa1XU6WuBbE2efmJ/YgKqqzNLllz+t18vIUq/IZmfWHTh45A1veEuM2LRx+2QSgOkl1T/tRVeVzMzMSZNzzhTaWiaeyaZJ17Hbfe+ehx48AGQi8rVb7kgpmaoQmCAMaCKowZxnMyPmEydOMjMTCDh+fKmqKiciItM4q6q9Xu+8884BoDqdQawynSdsdsUVT/demMwsTWM9gBTTyZMnjx1b7uJsp9PpdL7b1QRuQ3PD13DokKO2lhIciqScaAl0PM+zSy5IPVe5SFdedHKQtxBJ5CKR0gSrm53c/d6/doeOctPCVJlqx+e//F/VeZ5b4RWlUxZwiJZzm8b+kUN2325OZXjgofyuh4VpVCBBYZGo4bLqD+ePOq/XPbdhn+ChxlW5/MB9dvDg+rZyiZd6VDvkyVjhwEr5wvxw3TXPgFFMcWSpgHvki7vOcj0NpcWqQGpSdHkflo1dMfeylzTO8NTN8y+8Ovg8M88qAvEJrdabC9+792Hd9YAQJ6AmQEAA0nRAgBqp0rd4efD/N0pJRST61Ff9/lOPyGTksLmhDaciq2uGw5FzpRT3XXXVjj/+35e+94U3v+Vtd7zmd/GhLz9v7/KLjoarjldbHzpy4i3vPfIvXjO55d4+OYoJgtxxgikTBGTg6T3+bw07PZpq7Z9JExGtm5/5sR99WTVZRaqrOubZzGc+dcNXbrwtpCyG6XgCM1IjNXqSlzXLy6trKTOpc86xwGjTxo07zjxDWL2wGeXFzE033W7IYsLOXfc4Ji+sKYamPPfss1hMVWEqIqZKJEePHTO1pk0AJpOJiCRVEUkpmZmqzs3Nzc7OJoVba1KgwNoeu9nZzDlRS0SAmYioKgij0Wh1dbWLs51Op9P5bpcAWR3f/76Pzq1OiOuKJsQxi+pdNiG32u/PXHrRiLFcyODS805u6i+xNKCKdSVLy6RNqmhl8d63v48A9DmKq8D+6ZfOXHpx0FAgM5s2itdR0+Sg2YWlvR//G5SrS1+55ZylwNCyMGUItEY9YzSq2/LsM9c9/3saynOAiYj05PVfOTOlDKUQr+bUOM2TOgNBGt/3l1247opLQMLMjhh1Sl/aNVgt+57ZQmZmhNpsXNeDzdvxzGeMPNez7owXPy/2CwJb0ExdoeRNB6vjpx6blNfvpKomphqImA67mm7msQRTaLc4+w31YXjk1G1/8Nblw0f0mWeves3ggnM55RtPBhuF5X/93Ct2fpRf/pLiKWfUzs+P7JLF8rLFONcuzcfJ3GS0Y1QNDj5y8K//Fm0iM0x3bAEBBCEC2Iy/RZXLjy2yT1OpEYpeD5ROnTz22p//2bN3bEWqVc3MzQw3vPs9n+nl8zOzm6aNs9ZadIH+8Q79/zdWVsZma7f7RcQSNMStmzZdeME5IimmRtWcG+y6dTeAe+87cvDQiVwcQU2Dd/zs51xjujYkQoTMjIhOnVowGDOroa5q59y0koGIpquz3vvhIJ/+uGrJOW8wtcREIWIwHAA2Db5ENH1iIYQYYxdnO51Op/PdTgCMJgt33TtIURw4Y0NiNRFOIjHLeH6OEQq44fxMm7nSIQi1hrHEeuhWpd64fvb4576Ktg7O4nQiqfjikvOXQZnvF0oJhszXbTvIer3UHL7zNoxXmof3b0ow1ZZhbGwYMwaULcWy3L5Rzt1eMPd0LcnYQwfmlRq0AAdBIjg1MiS4UeblrDN0fg5BlblAxKkFOnS8XTjVz3LnnCVlkSq0E7SD+Tn0ckYMsN4ZmyHC03vYqgbLMsd1vVVZDx/B0jJUg8a0lloATNuTqnVvvf8jUfHgwfjwoyePHLzo+VeNYYtsp3rE5AbwG3qber/4sgdIjkPOe8Hzr33VT5xa7wZuNlkL8tg4iD7BI8Fw6AROLkAAQ5gEBqfT/bfE8P/VtYQRM1JMmuKOszade/aOYT/Psqyu26qxO27fPTe3uW30dLHBWqR+ck+naYLZ6ZVhIiYW4nXz89u2bi4K5wUsUpXtIwePTSrs3r23qlriaY8yzXN/1pnbU4pkiWBEZACM2zYKi3dktlaSS8B0zuw0zqaUAIQQ1Nb+HbAYIwghpDzPiUh17c6DmTF9W0/z7jXV6XQ6nW/mXfu06X/OaLV82+2DY4vDpGXbVBoJYhotWtT49MsuY8lmR/W6Omyd2bLRZU4Y4NxnJNIi5sTl4sK6e/aG3fc0iAoMLFcVf+01+zM3Bvdry5hHFpm9kA05rtx7T/Xpz9A9u701TGjNlNkZUp/bmPz67Wf88PePN87bSLkBM3DoIN9ynx+Pxk7Bjr2HqaTkQKtOjs32rv3V/9AgBztO2g+l3ntfuWfvFilSXbVQgEjJHBfZYMs5Z6FsZhcmM00DV5x35vYMVEgWiWvPqxQsg3J8eOetqBLHtmC3FlsUMFJQABFAXWeDb3xuhX0f+eC5FVY/fv3TX/h8vfbi/XNWC3NyZTbY9h9e2T73OVtabG/YKsiLrl3/8z+6px/HZAu9dKJZzVMo42jBVwt37EZbT69XvPMONNYmEXLx2oZpfpzeEB8MBqoKIKXHn94AkFLKsiylNE1pAGKMbdsSIaW1T3psqJiBjSikyILxaLmeVK/5uVekZlQ2k7xXMLuTJ0d/97efK4qBASBVUiUo+Mmtzo7HpYhkWeacq6rKsbBibth7wbVPG49O+NxCaFmKQ4dO7T946rOf/1I0F5uGSYF0+aUXn7Vjs6aa2YAUQmsGdu7EiZOqGqIJY25ubhpj27YNIUwPV9u2K6uTPMsIzCwAUlQnXhWT8WS0OgKIWUSkqqqiKEIMg8Fgw4YN355zp5sK1ul0Op1vwnRL9WOJ1k1WT3ztlnVVmxtOGYq5Im8LV4uCMtOVvXsPvPHNS0awuAMyOHCiF1KWpmNEAcAnE8N5Wh+7+eb1z71InM+SkB9sevZVN2wanlFSsbRiOY3JCp326Ywb2njPO9/Xe+DoJhgbs6oSiVpINCY/2b7lyp/7qcOw2YzRgIv26Bdu6D9ytA93akD5xHHdUkqOhUkezfhpP/vj2HGmIYMIomJhYc8HPyTLiz3GqGpc7kHOJY5sNbUrd+1a+K3fscpjfb6xjcWjhwkxpdg4NA4AGawVq5eWlj/08flfe5VkDvApJQaBSMEKJmOkbjXpG6VZr1+566Zr66W5WxYOvvtvnvarP/OF339TvO/opHH0oivW/frL4bL1NXCyxZZsNQ9bXvWST779bTOV823KgTzySq7LuWYrEx0tJzFvgMEpCi4M1NZ1IR5JnXPTm+DMbNFCQJZ9g6fTNA3AMFPV6UanXq83PfmJHl/3yvbYhFxLZmlQuO//3ude97xrPn3zzSm0xH0m/9d/9aG5dXMAlBJAa+1un9SuwMlkoqp6ur1x2zSzw2LLpvVXX3U5Ud3vSz2J3ufj8cr//Y6/2nXHPdHYMzliIn31q3+214f3DDaYnl62ppC0bus8nzFgbn7OOZeUmNf6J6jqysrK8vJofnYAMJMDlNkzOzYcOnR0eXlE1Gva6JybVtwK8/z8/FOeMgd8O2rFu9dTp9PpdL6JpdnHQu1aog2xuX9PP0UCccYJfmU0VhAL+9CMDh58+DOfO/XZGw5/5FMHPvaZbLIyIAfAK3qBiog8IY/oaVvdd/9AKYdhOsJ+69Z1V15ysC0ZTiJAklGGpJXV60Tah/bnbVtDydgpK8BGM9xf9rz9eVdh2OdpzaQzNOWjX9vJVelcUYMCKIvmwQxoSqNBtuW678FgwCogFgMeOnDynnt6DmLKhkAyDtGD+/2CChsdPXjfhz+29OkvHvnIpx78m0+NTh2PSN6LEho3vX/MpeMYmkdv2omq9VBAde2gUQKnablk6k6lb3SlFEJwuoI4iHH/ez85OXLq+171iuG5O/ING45IwvxwaNL0gK1ZyvURXam2rlv/rKdXLvOR80jKqDMaZ+ostRbj2kxVICmBoeBkQqynq06JeVrcWVVPuFp7QlBlBq1Vl8YYnXMpgdc6WCk9LqcZkOd5SmnQy1MMsPbnXvVKksSeBoNeSgqWqqqMsDbWgTDdmfYkDlTbttM146SJmYVJyOZn+xs2zJ+5Y0tVrYgTJhfVbv7arhMnF4iZTDWGLVu2XP3MK4ucRQhQIhjWSl1j1LqumQCg35NpVqbTPzsRhRCOHT0BQNU0TY+NhJAs4ciRY00TmGQ6b0xEzAyG9evXf9tOni7OdjqdTufJJFozSylhz0OT+x8cAMngh/NNwFxvvXBWh3qG9WzQlpXls8vJlYnPq9ozkI20nHhtmdgoS0zGSgypJnfcjUOLVJZREBPUF9f87E8d6kvk3LXGLYs6Imk8ZixtXamHzMsZyCgPYhAx2lD1Tm2aO/e1P1GV5XplCJC3cf/+1a/sys0sy9vWKthMoCFJopQsygU78MyLAnGuLoUEo/Kd74n7HvJezULuitZ5LmYkUlNPFuqFOaueE/W81F44braOJ+TjBCFSIjMyXl/Txop8okFM49vutr17HSIjOSYQgSgCCoESYncefSOJehnpjtlG9NKxf/B/fesDSyvP/e1f3fDTPz43uzE9cGh97B3CeBWrFuJ5ad1ggkt/4AeWhoNA+YT9qb6UDllSRtKCqmlhqoKNGDDFhnXrGJqg0936IhJj9N6fPLmQElTVYADMoLq2u3+aXImIQDHGXq+nCmaYGj8uyBoIoBijE04ptG3lmF943YW//bu/ZmiqqnQ+MyVmMShIjRRGT5hH9s1omoaIpr1gRUSYq8nonLPP9GSvfOW/repVZo2mIvmjh44AQiIpRpi99CX/cvMmFEXOpIREjGkLAlNq23Yynkx/nG3btsUY1woqiAA454ho1647YgQTAwKwmRCJKu66814mr0oiHqdrMwz27Gc/O327rty6ONvpdDqdbzrL4nS9wcm/+mC2spoBEdREArJR2VQaydEs02xZbqa0XnR9arM0EofVIS32sZqjZYpMrVDlqMlq/X/Yu9Og27K7vu+//1pr732m5z7PnXu83Wp1a+yW1EItqTWDEZhIMhKEwUwCCohNxUbYCaEoquLYrkpsHGcgGCehEjCF4wGwCIMJQyRAErKQGSS1ujUPLfV0x2c65+y911r/vDjPbUndLRypGqVS+n7qVtftF/fec/fdz3O+e501fOxT+p13aF1WphIUFLdf8sKbXnX3sk3BfarGhlqyD10YD/ZvqKmO4+5EJutKkGJQmI91ceezdMctIaZuVEl1iOOD73r3zvmDUOOVsW/V5RAWOTVF1Usb2ptedOf6xM46hFgtNvHg/Pn7f+XXT4x5yIcppKDYe+xdQb5YzMLMtny4PpdW61MqJxft4awezr33Ibpmo06M4WSOp5Z2stjs0u5Df/TuoFKVg0kymZXNSiQXo7OfZ3jWX/vyVzXn95sULqif7faXfupfve3v/OPDe97zjO/89njtzel8vW7v/LGV0h9+Yv73//XFv/8vrrvjpcNkXqztQ+pjOH3gz7pcto7NZ9ecfnR0NlmsGs311JueEi0o2qbS6tV5se985zuP/nyZu8Yxr1bDww8/sklGuaeUqtcQwqlTp0JQKY9fwWWScs5mqiWX3McQveg/+b7XP/8r7uiH1Wa9lI62uNr8sM9sSfwFunz58mbQNIYYQig5r5aHZ86cdNXXvfYv33Tz9bkMtVazIEsWopvFYIv57K9+27cG0/Gd7VrL5kW7+9UXX9erdS4y6Y477kgp1c0fEePmK93M3vzmN3/6UxfMFEKQR3kwhQceOP/Wt/5eSqkcHaEQhmFw97Zp3/CGN3zJzntm7iwA4Iuv2/v++E92NgeEmq2HfjrZ2plvxcO+qNacvaxGi331ptSkWttwqD4nk2ySFYrGoBIUYvXl8vy9Hzpd6yC1mzf6rnvKs5+59xtvM/mkmWjos69HLz6WSTORrXPU0TaeJpNcduKmGz2qm25pqaEbs/LFBx44ZrEmPxzHtpu5WxyVq1f5pGnXN1zXy4Ia9a7Gzj/0UL6yt3NyZ3X5sG3b1TiM1VPTlX6Vc17ndVVTVXtPdRjH0B6GvD3tmuB9LU1VkkmaVfOqrtQrDz54rZTLoJqubj97NXzweZLk2M23HF/nGP1Tk9VZn53drZcvXP5A+eAv/t0f17kb7jh12/xpU73nwRNvu7985OHtVzxH3zRLCtFDrErFT44y+c7WjrbndXOlR6mqjNms26xwCiFYirWUUkqVlv3y3nvvDeE1pqNJ4eOYh6EcHOxvPn+IjWKMpQwxxsViEaPKWMITVWjbtnm17LqmlGIhh9RU6QUveMH73/vA/v5w+vTp3cOLIT4JQ4rL5bLWGqJZNDOLMaRJN520kl9z7dmnPvUpD97/4X50dw+byA6eYpxMJ7fecsxMs+m01qx49V408+qSSi2llBTjNdecbZpmXLsFM7NSquQW/M/+9L0PPPDg9defasLmpDvr1+Oli5c+8pGPxmbbvZqHYLYexxTb1KTbblvEL9W9w+gsAODz5ao0Kst7ja5BJYdig7SncfRV6vc+9As/d+c77r1+f/9SU/e7OA/TMJTdengwzaMNYTq5ENq+iTmu9yd2Jaba13MHzbmLfmYluY+pG/Kk9VOHNr2ttqt/9ubVW9+y47vN6IOHy8ePnf7eb7t85kTWGNd7brVPbTcuND37gdT12j6zPwmepup2DptV7f7tje3WXS+09eyyhYdnmq7arY+upr/y9sXqikK/07VpGOfl8P6tg1IOJ0pvuXE6+ZpXb+/Ptz4ddqfe28H0135z3sVud/+6Evr1wRCLt3Z/MzyyWOTd9Z2r44tx/omt+SL0u13tgz31cHHdpdAc2BjiQaNHki5ZuthMrMbTZRze+m6d39+W7TWxb6USdtbhVK8YBt9ecXM9XrWFXv/aj37P6z80P3bremeW/XKzWxcH11746Le8+543/uLvvvin/9en/fCP7PzL/+XUx9+1Ex96/60rHVvfuN+adcv5/LplupzC22/o3vu9r9Owc7bE3fawP5Vz0++UGHvd9YLnn7n21Dosey+9am7s0MrQzX/2F3/7+37oJ975ngf28/RT55e/8Tt/9PXf/N2XhjRo0sy2XLUMB00YOhu+6pUvdlcJKautStVjibtuS6+plnkpY4y1rNtZOhNNag5mg773m792a7Kb2gv7wwPZ+myTWo+F0jW+7vxSV3I7Nk2VeZGtq43FvHqstfHcqMRQrORw9cSG7HUoo/Z2B/kihK2hWl/7Pg5D0Pbx61INx1L9q9/wcqUH47yMcbGs88Mi65Zp3b/qJXcV897UzjuzJgzzdnV8MuykGkvay83FoV9N2zCu8/Zc3/mtb+hs0LhUGYLJg7nCsclT/8Zf+3tv+/33D1V7K++lD33q0//wJ38mxmmKk9bbNqc6hp2tLe9Xr3n1y2ytMCoUk0cpFtWsXK2XZ6uNalvjKqf1YLPBT1Slmi7LluGLmorD6CwA4D8w6BFltvlg1MxNjdSMo/YP3/4L/2Kr3XxuWhejT3LopCglNUtZHeoZOzWsVvM4c2vWpZgsJg9p6XUoZV1TabvJslzZm/swloOt8b3/57/6yte/cr8pRbFRsDPbzcue/dADH7k+K9iQpOqKCpKSWyjexmad126hBLt05ppTL3xumaSllCXXoV2+/56HP3z7ifb8wXLZ5No27aqURTPWfpa68NynTW+7SUlq1Sc1yu+9999d06kvMvdpLtuDz0YfvD8dF4feN6VTifO+XcStK2VVFIrNqpft+WQ5XPAwJi81lBpTX73Mpx974GPPfN972le+tFpdKiipO1pHHqo8cms94fPTzuIVf/MH3vK7b5+u1u3y0hmFZcyHra5MhuQeaslt6r368vK2Tt9oQZcevuz7J+swWZW2hn7Wjf3yzld+5eakriZ1rlB9VIgmHT9uf/2vf//f/PG/V8YsKZi3TRflB/sHv/zLv/Ybv/abs665dPGRJqWmaaJOWPRacvASVPPY33bLuW/5lm8q1VM0M69HswUeM2HArn7ZmCy2jc7dcOY/+9tv+rH/8h/sLg/mi+Nj0WaugzxK5jbIVDcjw0f/sc/93YJ7cfNgkoJblG1mNZi7TKEWi7KmSccWc6mawmte85of/6/+ySN7nvMwm83G3lTdQnn+nU9vG8teZdZ13bCWS25yC1Ijq0Of3S3GFKJ++G/94K//29968OErCrZajovFsaGUy8v+4f1Pfef3//Dzv+KOO57zrI9/8mPvfe89Dz18aV1CtJLSxCx6WXeT2d7lg2/65q9tO/n46KFpR99QTI/uvGyfta/D5jIGfbGntpGzAIDPz66+XXuQh+wavXZmCkH3P1A/8vEaZFVNVVdKJ4+yoMlF6cJk9si8LVuzvYPU1qaEUL2ZhNitrpw1Tfo8raUZx2gWxxL209os9X3/R/fOPnVpdfNWo3iiuGq7deutB95MyzBYCVUm2xzC1Cm6F+VS1Kc4sTadu/np2j4bS5hHNZL15cLvvX1+5WDLYijmXrLS9uBhZV66K6F+xYvuTmpUJdPxUpu9y/m+j0ZX9M1YmDeqyW0SF4/EvOpO26ntTwyH+9FP2c6l9VoxHkvdyWgXP/mh62ZxK9fGi6soj6PFoenCavnBt73z9he9MM5KrzRIXdjMmrWiQM4+wb0WgspaT7n2zAueNfzWv9sem6Q8LTaUfNBqGbzNYfS6CE2jtju+0GJ24U//WDFHDZ7XdXrNR7V8xitfceLcDTKTgm2O4JJUi6Ir2Evuvuv4sfnubkwpec1lLFI1dSnGccyXl6tucqJ6yUUWq6qCvEkxBB/W5e6X3HXttQszj6bqRfY5+xLYZ8aYQ7XgZuZptVy3k8nrv/51P/nT/3t+aM9LCR43u3S5vJqC29Uz4sxts2hNm3Pkrh6hG9zcvXqQK8jDkDXmIuloh7rqKVjT2mIrStmkru2uuebs5cP9JiUza5rGc9+kcuutN0py93h1Z4ar+4sFV5Q3+/vrYShNF9drP3HcXvyi5/3Kr/529bo1n63W66bpwmJxcjZbr5dve9d73vVn7895uHx59/jOqaqxZk0W7XLdy9f9anjxi553263PlDTm3Dbxcx6Opc0E8s8+HO/o7+rh6jlu5CwA4MlrWVkJcvOgEiTloNF9YVXD+Onff9uzc7g4iU2tk1xKKGMp1eLetNwX/Dk/+kOv+qbXjce3SmknnrJ7DWrrqPs//m++7/sn9x8+NafJ4aoJ69zW6w/r5bZrLh0uLpX8e+89dtP1WVW7ozpb3P3cR04cPzz/yLrJm8XYJgVXrlWp5hjHyWS/DmMav+Kbv12zY7VqWr0bR33sU3/8s//8abnZOdjbse6K4rj2k8XSWstm+uA1x0984zcUD9UUopqDdf3X//eNH35o6OIQtI6+TGWaFasvp+neRfPVf/9H2lfc/ZRjc59tad+b1HmT6uog7l9553/3P3zqzb960/46hyIr5hZqE/Z3n1ZPfPr/+I3bX/WXpy++IzdtlW3m+BaFlazl7nqCsVmr06mP/bk3fc8nHnzQ3n1wzdgXjXJXLdF9UvzMsvEmfjAMl5sLL73r9rf91D+5vl93alaKf3Q8nHvjd938A9+tY1uKqYaQZVGWYuO5V80WmhvPbX/3G7/pp3/yF3N/EEJoLNbqs9l8GAZX6yFVa8c8mpnVEqI1MQzDodXxBc+//W+96fslpaDqYziabhrkdnVpVzmawi25h+qKFqdTuZdT2/E7vvUb/8E//p/Xw5i6hT5TtFbNq9VqwdzMo8uq1Wqb1YJ+NJgfc/VsUqkKFi9fWa763qzJJcdoeXRry7GtyWKuMqjpwrjOL3zBXX96z6/GmNbLg1nX5qGfTPx5z322Vw/mkndd2/fuVl1ezVyNpIvnd1OM5opJufh/+je+694Pvf/P/uy+ySSm2FrVKlTPeShKabEaqtdm58TOMAyLY1su3zu4nGKctOMrX373f/6333T2bLfuy2SaHj01xI7CNUihanOaiEvFPEpVbtJmhdkXc/MwdxYA8HkDw1Ulf/QNxqJCiFaL+ty/44/OHq772AyhySEWCyVYElHL6gAAIABJREFUMa0lm++cedbzdObccPw637pGi1P15OnlqdP9mWt0221nn/PcMtsZPHmarkJapc4U5JpknRh87x3vaszXVmrneR4nL37eA7efe2g6Xce2j20OKVvK1vbVwmzrMFg+Nr8onz7lXPf6r9k71l5qtGpMvv7or/+b3fMPxiqXBY/mIao1j3JdVkyvfrFuOXO5Sw9HXYzS8sr7f/5fnuxzqG21tGzCsrUhWnAvY9Viq33ZK3TTLXb2KWXr2nrt9eP85DjbWZ45q1tuuuPrvs592pR2iN1B0/axCTUcL/HmvXLNvef1C7/R7K4mymnzdu4qZivefJ9IVRzjbC+FxUvuvP0f/sgjr3juPce3PrE1P2im7dguVml7HU7ohMr0/NNv2P6Or1s+ckH3fHod7GM77f1Pv/7Uj/+1W/7uj+nEWQVTisUsXq1kRVljbpp1+sEf+LbXfO1Lb77hhMrhsXkwH5aHV2JwMzVNu+r7kJrJbN4mxTKa91b7F931nB/+oR+87rqdNsmkmsdw9Utis42wqQSVoHy0pbDJzWRBlmsZg/Qfv/61x6bNrA3RS1Ax980yRreiMPrR77S5R6osm42mbF7N1bbVPW/GbF3h/PkLY15byF6HKFf2aPW6G07K1DZJHiZduuv5t8tH1ZUPB1ZzE8Ib3vA1J45Pm2DJ1DTp1KnjZlk2uGW36gqutFr2MapkNcnaaE9/+k0//VP/6Du+7RuaVJTXwYuHfLDar6rDWIZ1jjY52F1NUrc+2F/tX9xe2LTtv/bVL/75f/YTz3729TFqMo1jXkv16gSLzRwM86O2rUfXzcawuYauL3qpJKOzAID/F8O0VwfQNt1RHnr4kx//+Mn1+Mx+JmXzIIUxeJ/CECaHauY3Pk1hy/PRmEsyRck8yGfPffbL3/Ob79nZLyfcq+JKvm+919DW4DF++n33nbhStiZZTSdpMt95xkteMfzhx04cHi3D3iyqTrKoJuTG9xaXDg6uv/WlSjPJbbmeT7r80IX3/Pbvn4zz3A9V80FNH1ONzb632yUdFN1w5wvXY9iyEFRT0sFHPrl/3yfPqrltrymq+7EWG9uiqFBqc/LcU3Xq2jrGIYQg8+BNMgUpNlrn+R0vvUGnT/RD7iejhS2bXGlWu40WvbU1/ck73vWsBx6Kp45llaORJ//c6ZH4rIcnt9Cm47u+mr307tt/5rp7fvaf79370YN3vXd2Yb+12qfw4bQ4ecu5Z3z/Xzl5xy1//KP/7Ylw6tIdp4+/6gW3vfJlk5e/MsdFqqk2xcNntsKSu6UkL6X4WOLJY91P/08/9u//+L2/8Au/9Ad/8I4D25/N5qv1bojtmL2btG1Tl6tLE/VNCjedu/Gr/9LL3vANr779WU8d+zzpkqlaDO7VpJoHL+u2ibI8ljEqKOQ8rjZbBYylhuEwThfjMJ67cftH/4s3/cQ/+sm9g3VVIwuPnsbVNGHzGoMFr8U8t7H2Zbk5vCBaqWEINtaiZDJpf39/zCuXggXVMglVtT93w+laJPda3V1Pv/XWRWer3Ktxq+vG/I1v/JaSRwWvpmnb7hxbmB4Ktraj11FcPg5HD65j7lMKNY9Pv+3cf/Nf//idz/uKX/6l37nnng9bHNe5D940YaY2Ki+3u2DD/iyuXeOdz3jK17/+P3rDN371sBpm09ZrlXmIdvW7x2a/us/sU+d1DJbNa7RJ7lddSjEoeI1f1FcHOQsA+HM61ooUTBaloiSFUvYv7z187wc/te5r21g4lkMe07hqxmVb18muzBbts27XNcdz0pgUSpWUQxglN7WTZv6SF/e//lsfHj80Xbu6yVK2f/rw2H6eLr1fTD9weP7kW95+3dd8rbpYpbQKz37pV/3hr77jvk/eXxUkhc1hSjUM47Dq2vbk8fHGM3b33bbUsZmpmyjXB+/70CfPnz/btOHEzvlcl40dtGmI8uVww25Tzl3/lNufN7GF+tBZqZbf9/73fySW3Z3mmXvH1qlenNVVO24G9h5p49nbb9X2PKdpkZa9Fqmqi1laSqlrwvZi7+Ybh/W4jvXA66JZfDpeOWxXZ5bdYO3hXIvznz6rpx3Vmiy5ptxYTySYta4gjTY9lPzm2+78Oz+m/ax3f1BvfcfHP/rhw6ZMvvKFtz3npZ/42H0/+3O/9FWnb3vWX/kufffd5ZqdrO68pjurqH3VnVCvfvocNtmnIvOYzBSqVL28/O47XvKiO65cWb3z3f/+LW/5/fs+8JHLu/u7e4dNOzl+4tR0On3NV77qpS+7+8Ybz25vK5jkart0FGUhSlofqI0+68Lh6qDKusl8HPtoeT49Pg7LFBYWooXOa2m6tlZ9+7e+7srlS//9//hPo3JV2ERe6ur5Cw8eW5zrYlSVqtXSp+S5jiGG5BZMedzbmrf9qkzm8eBgvHD+IdVVCDVYE+vYNSE2dWurXS2Xk9nMotXBz914/ate+cI/vecD5x++ePbU9i033XzrreeCeYxp2Q8x6sV33fm+99wTZNXGoLBZkrXu115lQVbdpBhcPs4mzfe88XVv+PrXffADD/7cz//UxYuXP3Dfh88/fMlrSKGdtu0zn/nU1772L931wuc9+9lPmU5TNpmqVENwyWOMV/8djnLWLEharsY2aZq85mE67fo+R+X14WrrhpN7lzU584V/p/rsPbEBAPis4TJJGq2YPCmoBJnGoKZW7V7Ru9+j/bVOH1coiqNC3izoKIPF+UnddrvapKChH9tQ1cTDmAZpodKs1v2f/GmXXVW57dKJE31zvn1wZTloGi52Onn787O6KykVaaf03SO79UMfCF06GpzdvDAPslBL7i1r3rXXn+1P3lglqU7k4cL5/JGPtDVoGGVVrdRajgoxhoequll+wdP7aTfvWw95r8nx/MOLTz6gNuhiVqxqi2Ld5IUs5p3j6bZnKDRlVHQprKWkEPeCBdXFMOoDn9TFS5pGD2aTeRl3Yz7UslHvudPqubeuj59MitslhtGU1Cd13F2PUzdzKoskLRvtS1HrU73r0LVcazzU8XZ359j2aDpYjbvLZthRo/7GUlKYeLOybt5LVzScLVIMR/sCSFZNo8ulVJX86mqjzeOFS5d2Vzvb0yFrLLKgtpEk9WpbyTSsvWktBV1dvFSvjiWnC+fXj1zanW/trPtycLiazrpa16vDK89/3q1lHL2Mk4mXrJimpQaZHn54dXn30BUfDa/1ePk5t98SJR89mWXpQ596ZHSNRVGxLcGK5flSQ77j1nOb9VIXdtcPXbxcLMljrE0qsS+X2q38tJtuLodD27WSatCDF1dbx6eb2RHjUotZHsecmkmt8qD3ve9jqZ26kqtxj5vllWfn62uvOympeFYoLjMlVyhVFpRHdY1K0ZXLw7AsZqHrulMn1A/quk2o+np90E2nnxmMffSh+OoPl9yVcwkp3v/glaadhtD1fR7H8di8U5XnfM3Z1r7wyTjkLADg8+ds0TrVrNLK2xLHZfUmxsajS3v7GvPq7KKquqpUGtUgSzlaTqpRHmsXlYegqhTH2KxNJo/qYx2qag3dFbfRulHDNXm9cC2bvKe4Vdrk7X5KvXS65rbvc+tDtCplqWpzyObm89rYy6viUvnE0IUmyKp7iWWIpTYhyVVj6WNeyotqdb9m1UhxfzYdVE8euCZxmXKvOpNGz9GCNlMfdbSJ0NjnLk1CiSG0XlxmVpeKTQlp85KCcswrs1Jis680qEkajyvb4CZTirvBXalTWNRgoynKI/MNnjBnPRz9G5uS1lGrXCbBulwVbQxlGepKSsPYtVvu5dh+CCr7W3leFZZRqcmtNChPh6g2+mbBkRRclquKK0qNSTX3MUZ35ZxTasZcLEQL5psZCiF4VXSXmVwxVFeV1xCOJi9stlkbR23OynJTCOZB46imUZDcS7Bay6ggUwyhyaObhRiOVkVt5oi6lGsupUyaNhQFWZFyVDZps+GdK2QdhnEaGsvyUkIMo1drw2Y6alMVi3qNg8ZpmqQaVKXRS1O9iYMrSF495Np1XoqbJXeT3IJtan7zanzzmmoOFqvXmCyXsUlNqS6zWi1Ec5flGmOQVEt192DBgslUq5cyxCiLFuwx25bZ5/5EpdRgYcw1pLA5VjhE9es6aUMZxialMXs3+YJ7lpwFAHz+4bKsZetrDY3qVgkamzwW22qyZCW3QcpJJkX5ZsdMVx3HYsopLq0ulRv5XI2UNnvwNJLyOkYry8PYzRVayS4EnRxlRaXt1yHMx6B1VNycDF/Ur9Q12mw4GzbbZMrcVGwT0nUcwqzTZofLOkpSao5G3iQFearFxqq8KtreixqtnuhClJauUtR6jnWVrVXTTs2qNEguJeWkwdRKGsbUxkP5ofyE6r7aKs2rJlVuGuKQVGIO8kYxjEEmZWlQrTJTnchayYpJpqBiYqOuJ3p6GkyjFFQa1XT0TxC0lkb5WNadhWPD4X7TXI7TRumaLF+Nl7bydvG2j1Jaz+JKmmmd1MYSjvYGiK6Qi+omEYMfTagd+75pGm1O/EpJktcsMzt61EiljKWOOQ/TSWd2dYtZj/Igabl3ZTqdWtNtOq0Ut2g557bRul91bXTPNUzdVXNpm4k9+ogoyTYbF6jIpRgV8kFJKapRicoqrppk0ZMV5ZTNw7C/nqaJkqmpxYqrmEL0RiVkyzV6dLPeQoiqKil78oNhOW9npdRJ6KqGYE3JJimYcs5Nm2SjfPPVa9JmbHwzkVel1BCCS9VzinG1PogpJJ+GECxsFjSaVF1aj311SymlkKQQPW8mZBx97T36N350YNuvpq2pbuY2SKWMMQa5l2EtV5wsvtCbh7mzAIA/LzGqrEhJ1eVWLMV2kA6lHGOSnchyUy2SFDebWKYmmMw8SRNFl7JSkhqprVKVhqJJipOpxlG5KkxnnWyUssySda7xaEMFtVqnqKZr+hrHuhnXrKHKQywuazS6YgjWaZDiqGgKQQp11LhS12qzrawVS9ElBZupM3U67Mc6b7YnrksH8lgn7WLSWq8D16QoDVKRoupEo9RJUY1yVRrXGqSFS1VKVepljdaWY8iLIUhBVSkHGxUXCim41HgM9eq7etRoR2GFx8lZfVEKUY1JY1KRTEvVZOFEnKZeyv2sSYOSavWlYtc0ipdi2ZrVqWqRByXJg+rm3+LRgvysqNrcFdZ0E1XVMcemVR4VzCzIXLV4rW5FXtsmtk3nnmtVCO1n/x6zY3PJvA5ePaQ2Rqt1bJJJ3iTVMsSUqqKsWmwe3XVLqlKVF5lL1RX29g8mcdrFVpvjc6MFlaxBSpvV/8vVwWIyny5mqpLc86gmS8UU5C5vhtKnmHL2Lkw2ry4GKyrzNplyF1MtQ1W14HGzzMrVpCQfj44ArkneSMFDuXLloqnZ3t5JMbjLpBCTlKeTViqezcLmUdKryliHEGLTtFVWpXWtMYSozUQg/Tl7FJRh0Oa44WQ5jykFr2Pfr7vZNLZXtwpmdBYA8OSkrGsoGlId1TcqM7fYRw9dTrbrJUdJOu5188a1OYDgaN1ykFv1qFXpU2yjYpBCufo+FVyhVs9uMSh6tSI1m93uowYpSWmUTDnpQC55V+tUcbMl0tGuP+5J5mOxGFVcwYZUi5dgUTKXxauT9cJndhKo1YOvSpzEVdQgdfJ2HEOTRoV+0Ny016iVJpuEN9UoN8UsVcmzp9pHTUo7RrnUjlKRktapukpXPSgVs2GInUczKagmlc02SK7Nz3LyEmqnhhvs8aOzVWNWkEK3GZh180ZrKUhdldZVvq5dHFKbqqVRGvJyK+xpbGQzWXt0rFSOilYf3T3AFWo9KtFgLqtXP/3efMpuj+4d64/2r/tmnrbXWuxoyDZs9os9miiwGUg+iqlHhxtrKWPTJMlrGT3OvdYQgtci92Ays80M0s2Pza0R3OQalmM7azy4q1SVIAse5FaDm5tVkwVp83fZTMiQeVSNxaqCqSrUaGYyuUquQ0ihek2WzINsk6dWy+YvWELcrPPcnAwWJKsqIUTJSnEpBNNmSLp6NvNSx2Qzl2otMg9HV9ezu2TBkmTV1W6eIDeXwz5TpvZZDxZe3YKNeUwpmqmUvJnDILlqVQjSF7wvMzkLAPj8w2VSUZEGqQaFpGZc1yYka4JsyLVPgU/5HqtXdKWUawopB12o4yw0cyn2rlrUuCcZOQs8echZAMDn4dIoxao4FtWsaErJQ8jSMGh9oDJqa8Z1eqzaqxbtD2rniqGfBJ/OkkLajPImDUEtJykATx6eqgEAn9+mwBRijL3CutZjbuHS3p/805955P/63WvH3I8s0X+sRgfbYZyMzYWxXlhMn/qm7zv3za9T29SYPKbB1H8RH6YCIGcBAF8w22RXkIUiZekg52Olqtqp+x+Z/dmHb1ruryM5+1hXusOlljZ0Zp225/ngkuIwyHqLUQq0LEDOAgC+NKq0TppIm8XGJm23ra1GKWyVOhkHabnUigv1GPudHbRB65CtGaext0GxrlRH1anUuoKLuQYAOQsA+FLk7J4kaeoKUiMtXTUoqr/c5sN2aEeVlveRxzq+bK49aCelzXXaDmlxMNGQpu0mYotdPfATADkLAPiLZVIntS7LMlebtHaVLjVp/aGzzf3Xp0fKvDvP+8jj3ll7nRi7k5r0ai+t81adqk4ahU5hIjcvqhI7QgBP4jcrdjYAADwhl7wqZFdxydTYMmq0OtFq9eAn6kOfmPaHjW7hQj3GblOGULeHOmu2ruR1f8v1fup0VdiWz7M0ulyakbMAOQsA+BL07CipSkUmxbAKocqjso3LVJYx1mVzA9fpsTmrw6qyI2ks1iwuSVlNJ51wdePVacgsBwOePDwdAgA+P5OiFKqrFsXgtSspqFU1lahaZpWlYI81G3tJGoJK0KymVGvXhM0Zv6bSaG2ac5kAchYA8BfNTUOjQT6qSLWRL6yxwbWfP/7Wtz34gfvqwd5WPOBCPfYRIMT1pf3Z9qnDqmHaPOXVr7z+hXdJR2co7JkuiykaADkLAPgSZJnUSq0Hs8lSIVXZWrkbU9zd/4M3n/rffrkp+1GRC/XY61aLN0GjnyjNI7PJcGailz2raBo8rEwL9+N91oRDboEnDRvfAQAAgJwFAAAAyFkAAACAnAUAAAA5CwAAAJCzAAAAADkLAAAAkLMAAAAgZwEAAAByFgAAACBnAQAA8GUscQkAAE/M3XpXDTKbJa0anZ/VHR906fLUl6vJcPpydh17zC8KnztQ4nKXf1ldtod29i7Xy0+17QvLfOn4zGbNIM8aZ6Wd9abODifNnLsLIGcBAH/hNWuqrUKVSTWoSq2Cj1XWaZCVFNQ+tNjjQj1GycN1Y7sYFTQrZdIe5tYVLciloGIauUYAOQsA+FLkrHQQahdCI7lkUiMFRaX5UJvLoxaKW8P+Y35VrfWz/9fMzOzL6rqFOD3dnFFfTLPxyjDJnXKMyeSmoBLIWYCcBQB8qXL2qM9c1RSlIrkHxWY4trU8dfLwsGzt94/NWf/cnJWZvrxydjfHw3GYKyxlD5c87zpZkMKX2WUAyFkAwP/XgjR3xeJWLUqWVCRrGoX1/CV3HU8xHw57KT/+Vz2mif3L7LplU6ghL2PydPOx2bFn35JjKmZtkBUl14yuBZ5U5u5cBQDAE3DXWFSiqm2mGuyWWpoyj7HzrH5ULuNi9ric/XJfChbqKtZBS1NJmjaHnfU2idJWVchSkKIYqQWeRIzOAgD+Q+yoTOeTsFIYJFnqOimlgfeRxymhi8Fmx4J5dIuDYpHio6PULlUpcp2AJ+9bFKOzAIAn5PLsNVYLfrQqv8ajZUxRitWtugL7lz9Wb6WYt7Igq7Je5lIjtVVWJJOMnAXIWQDAX7wi7aq2UqsQHw0wvzq+WCSXJizTf/yFC6pRulqu9pnng83/ujHXAHgy8SERAODPEVy1qgapHi3zMrkdtZpLnrlGj1WTSjyaQvzZQ0ZBCkdPAbz7Ak8iRmcBAE/MpewyeVCV3MxdcpkrHhWtK6lwoR6Xs+YWytVR2FhlVZI8qoSj69VxlYAnD8+HAIAnZq5mM5UguILLVKVRXuTVvCrI1DEJ9PGCqtRfHYWdRSU7mmlQuTjAX8g3K0ZnAQAA8P/jR0gAAACAnAUAAADIWQAAAICcBQAAADkLAAAAkLMAAAAAOQsAAACQswAAACBnAQAAAHIWAAAAIGcBAABAzgIAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAICcBQAAADkLAAAAkLMAAAAAOQsAAAByFgAAACBnAQAAAHIWAAAAIGcBAABAzgIAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAJCzAAAAADkLAAAAkLMAAAAAOQsAAAByFgAAACBnAQAAAHIWAAAA5CwAAABAzgIAAADkLAAAAEDOAgAAgJwFAAAAyFkAAACAnAUAAADIWQAAAJCzAAAAADkLAAAAkLMAAAAgZwEAAAByFgAAACBnAQAAAHIWAAAA5CwAAABAzgIAAADkLAAAAEDOAgAAgJwFAAAAyFkAAACAnAUAAAA5CwAAAJCzAAAAADkLAAAAkLMAAAAgZwEAAAByFgAAACBnAQAAAHIWAAAA5CwAAABAzgIAAADkLAAAAMhZAAAAgJwFAAAAyFkAAACAnAUAAAA5CwAAAJCzAAAAADkLAAAAchYAAAAgZwEAAAByFgAAACBnAQAAQM4CAAAA5CwAAABAzgIAAADkLAAAAMhZAAAAgJwFAAAAyFkAAACQswAAAAA5CwAAAJCzAAAAADkLAAAAchYAAAAgZwEAAAByFgAAACBnAQAAQM4CAAAA5CwAAABAzgIAAICcBQAAAMhZAAAAgJwFAAAAyFkAAACQswAAAAA5CwAAAJCzAAAAIGe5BAAAACBnAQAAAHIWAAAAIGcBAABAzgIAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAJCzAAAAADkLAAAAkLMAAAAAOQsAAAByFgAAACBnAQAAAHIWAAAAIGcBAABAzgIAAADkLAAAAEDOAgAAgJwFAAAAyFkAAACAnAUAAADIWQAAAJCzAAAAADkLAAAAkLMAAAAAOQsAAAByFgAAACBnAQAAAHIWAAAA5CwAAABAzgIAAADkLAAAAEDOAgAAgJwFAAAAyFkAAACAnAUAAAA5CwAAAJCzAAAAADkLAAAAkLMAAAAgZwEAAAByFgAAACBnAQAAAHIWAAAA5CwAAABAzgIAAADkLAAAAMhZAAAAgJwFAAAAyFkAAACAnAUAAAA5CwAAAJCzAAAAADkLAAAAkLMAAAAgZwEAAAByFgAAACBnAQAAQM4CAAAA5CwAAABAzgIAAADkLAAAAMhZAAAAgJwFAAAAyFkAAACAnAUAAAA5CwAAAJCzAAAAADkLAAAAchYAAAAgZwEAAAByFgAAACBnAQAAQM4CAAAA5CwAAABAzgIAAICcBQAAAMhZAAAAgJwFAAAAyFkAAACQswAAAAA5CwAAAJCzAAAAADkLAAAAchYAAAAgZwEAAAByFgAAAOQsAAAAQM4CAAAA5CwAAABAzgIAAICcBQAAAMhZAAAAgJwFAAAAyFkAAACQswAAAAA5CwAAAJCzAAAAIGcBAAAAchYAAAAgZwEAAAByFgAAAOQsAAAAQM4CAAAA5CwAAABAzgIAAICcBQAAAMhZAAAAgJwFAAAAOQsAAACQswAAAAA5CwAAAJCzAAAAIGcBAAAAchYAAAAgZwEAAEDOAgAAAOQsAAAAQM4CAAAA5CwAAADIWQAAAICcBQAAAMhZAAAAgJwFAAAAOQsAAACQswAAAAA5CwAAAHIWAAAAIGcBAAAAchYAAAAgZwEAAEDOAgAAAOQsAAAAQM4CAAAA5CwAAADIWQAAAICcBQAAAMhZAAAAkLMAAAAAOQsAAACQswAAAAA5CwAAAHIWAAAAIGcBAAAAchYAAADkLAAAAEDOAgAAAOQsAAAAQM4CAACAnAUAAADIWQAAAICcBQAAAMhZAAAAkLMAAAAAOQsAAACQswAAACBnAQAAAHIWAAAAIGcBAAAAchYAAADkLAAAAEDOAgAAAOQsAAAAQM4CAACAnAUAAADIWQAAAICcBQAAADkLAAAAkLMAAAAAOQsAAACQswAAACBnAQAAAHIWAAAAIGcBAAAAchYAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAICcBQAAADkLAAAAkLMAAAAAOQsAAAByFgAAACBnAQAAAHIWAAAAIGcBAABAzgIAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAJCzAAAAADkLAAAAkLMAAAAAOQsAAAByFgAAACBnAQAAAHIWAAAAIGcBAABAzgIAAADkLAAAAEDOAgAAgJwFAAAAyFkAAACAnAUAAADIWQAAAJCzAAAAADkLAAAAkLMAAAAAOQsAAAByFgAAACBnAQAAAHIWAAAA5CwAAABAzgIAAADkLAAAAEDOAgAAgJwFAAAAyFkAAACAnAUAAAA5CwAAAJCzAAAAADkLAAAAkLMAAAAgZwEAAAByFgAAACBnAQAAAHIWAAAA5CwAAABAzgIAAADkLAAAAMhZAAAAgJwFAAAAyFkAAACAnAUAAAA5CwAAAJCzAAAAADkLAAAAkLMAAAAgZwEAAAByFgAAACBnAQAAQM4CAAAA5CwAAABAzgIAAADkLAAAAMhZAAAAgJwFAAAAyFkAAACQs1wCAAAAkLMAAAAAOQsAAACQswAAACBnAQAAAHIWAAAAIGcBAAAAchYAAADkLAAAAEDOAgAAAOQsAAAAyFkAAACAnAUAAADIWQAAAICcBQAAADkLAAAAkLMAAAAAOQsAAP6fdu3QOqIYhqKgfE76iNuJe4qAi3I9vxMFpIJlq/UMEX/oAgFyFgAAOQsAAHIWAADkLAAAchbZtiuaAAANJklEQVQAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAIGcBAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAJCzAAAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAyFkTAAAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAIGcBAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAJCzAAAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAAA5CwAA7+/r/8yVtgAAoJ1RVVYAuNBc+ZxtB6NBd54NAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAADkLAAAchYAAOQsAAC8blRVRMyVtgAAoGvOAnCbufI52w5Gg+48GwAAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAAFxlVFVEzJW2AACga84CcJu58jnbDkaD7jwbAAAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgAgZwEAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAvJ1RVRExV9oCAICuOQvAbebK52w7GA2682wAAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgAgZwEAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAIGcBAPhUo6oiYq60BQAAXXMWgNvMlc/ZdjAadOfZAAAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAJCzAAAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwAAchYAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQBAzgIAIGcBAEDOAgCAnAUAQM4CAICcBQAAOQsAAHIWAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAACQswAAyFkAAJCzAAAgZwEAQM4CACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAAByFgAAOQsAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAAMhZAACQswAAIGcBAEDOAgDwqUZVRcRcaQsAALrmLAC3mSufs+1gNOjOswEAAHIWAADkLAAAyFkAAOQsAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgAgZwEAQM4CAICcBQAAOQsAgJwFAAA5CwAAchYAAOQsAAByFgAA5CwAAMhZAADkLAAAyFkAAJCzAAAgZwEAkLMAACBnAQBAzgIAgJwFAEDOAgCAnAUAADkLAICcBQAAOQsAAHIWAADkLAAAchYAAOQsAADIWQAA5CwAAMhZAACQswAAIGcBAJCzAAAgZwEAQM4CAICcBQBAzgIAgJwFAAA5CwCAnAUAADkLAAByFgAA5CwAAHIWAADkLAAAyFkAAJCzAADIWQAAkLMAACBnAQCQswAAIGcBAEDOAgCAnAUAQM4CAMDbGd8/v1YAAKCpP+Al44b9dIffAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">145<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">ścieków <span class="_ _6"></span>s<span class="_ _1"></span>ą <span class="_ _6"></span>one <span class="_ _a"></span>neutralizowane<span class="_ _1"></span> <span class="_ _6"></span>i <span class="_ _a"></span>razem <span class="_ _a"></span>z <span class="_ _4"></span>odpadem <span class="_ _a"></span>powstającym <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>proce<span class="_ _1"></span>sie <span class="_ _6"></span>o<span class="_ _1"></span>czyszczania <span class="_ _6"></span>przekazywane <span class="_ _a"></span>do <span class="_ _a"></span>firmy </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">zewnętrznej <span class="_ _4"> </span>s<span class="_ _1"></span>pecjaliz<span class="_ _0"></span>ującej <span class="_ _4"></span>się <span class="_ _5"> </span>w <span class="_ _4"></span>utylizowaniu <span class="_ _4"></span>odpadów. <span class="_ _5"> </span>Do <span class="_ _4"> </span>rze<span class="_ _1"></span>ki <span class="_ _a"></span>w<span class="_ _1"></span>prowadzane <span class="_ _4"></span>są <span class="_ _4"></span>wyłąc<span class="_ _1"></span>znie <span class="_ _4"></span>ścieki <span class="_ _4"> </span>oc<span class="_ _1"></span>zyszczon<span class="_ _8"></span>e </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">spełniające <span class="_ _b"> </span>w<span class="_ _1"></span>szystkie <span class="_ _b"> </span>wymagania <span class="_ _b"> </span>z <span class="_ _b"> </span>pozwoleń.<span class="_ _1"></span> <span class="_ _b"> </span>Spółka <span class="_ _b"> </span>wyt<span class="_ _1"></span>warza <span class="_ _b"> </span>odpady <span class="_ _b"> </span>niebezpiec<span class="_ _1"></span>zne <span class="_ _c"> </span><span class="ff2">w <span class="_ _c"> </span>procesie <span class="_ _b"> </span>oczyszczania </span></div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">ścieków <span class="_ _c"> </span>przemysłowych <span class="_ _c"> </span>jak <span class="_ _c"> </span>np. <span class="_ _b"> </span>ole<span class="_ _1"></span>je <span class="_ _b"> </span>o<span class="_ _1"></span>dpadowe <span class="_ _b"> </span>i<span class="_ _1"></span> <span class="_ _b"> </span>przek<span class="_ _1"></span>azuje/sprzedaje <span class="_ _c"> </span>je <span class="_ _b"> </span>do<span class="_ _1"></span> <span class="_ _b"> </span>firm<span class="_ _1"></span> <span class="_ _b"> </span>s<span class="_ _1"></span>pecjalistycznych <span class="_ _c"> </span>z<span class="_ _1"></span><span class="ff2">godnie <span class="_ _c"> </span>z </span></div><div class="t m0 x1 h2 y1a3 ff2 fs0 fc1 sc0 ls0 ws0">rejestrem BDO. </div><div class="t m0 x1 h2 y145 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _d"> </span>UNIMOT <span class="_ _d"> </span>Bitumen <span class="_ _19"> </span><span class="ff1">wykorzystuje <span class="_ _d"> </span>się<span class="_ _1"></span></span> <span class="_ _d"> </span><span class="ff1">substancje <span class="_ _19"> </span>potencjalnie <span class="_ _d"> </span>niebezpiecznie <span class="_ _d"> </span>służące <span class="_ _d"> </span>do <span class="_ _d"> </span>uzdatniania <span class="_ _d"> </span>wod<span class="_ _1"></span>y </span></div><div class="t m0 x1 h2 y146 ff2 fs0 fc1 sc0 ls0 ws0">wykorzystywanej w procesach produkcyjnych.  </div><div class="t m0 x1 h2 y753 ff2 fs0 fc1 sc0 ls0 ws0">W przy<span class="_ _0"></span>padku <span class="ff1">pozostałych <span class="_ _0"></span>Spółek<span class="ff2"> </span>substancjami potencjalnie <span class="_ _8"></span>niebezpiecznymi są materiały <span class="_ _8"></span>h<span class="_ _1"></span>andlowe oraz<span class="_ _0"></span> przyjęte d<span class="_ _0"></span>o </span></div><div class="t m0 x1 h2 y754 ff2 fs0 fc1 sc0 ls0 ws0">magazynowania <span class="_ _8"></span><span class="ff1">–<span class="ff2"> <span class="_ _8"></span>np. <span class="_ _8"></span><span class="ff1">benzyny<span class="_ _1"></span>, <span class="_ _7"></span>ole<span class="_ _1"></span>j <span class="_ _7"></span>na<span class="_ _1"></span>pędowy <span class="_ _7"></span>ora<span class="_ _1"></span>z <span class="_ _7"></span>olej<span class="_ _1"></span> <span class="_ _8"></span>opałowy. Substancje <span class="_ _7"></span>magazynowane <span class="_ _8"></span>s<span class="_ _1"></span>ą <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _8"></span>specjalnie <span class="_ _8"></span>do <span class="_ _8"></span>tego </span></span></span></div><div class="t m0 x1 h2 y755 ff2 fs0 fc1 sc0 ls0 ws0">przeznaczony<span class="ls14">ch</span> <span class="_ _6"></span>miejsc<span class="_ _1"></span>ach <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _6"></span>odpowiednio <span class="_ _a"></span>oznaczone <span class="_ _a"></span><span class="ff1">zgodnie <span class="_ _a"></span>z <span class="_ _a"></span>Rozporządzeniem <span class="_ _a"></span>UE <span class="_ _a"></span>dotyczące <span class="_ _a"></span>rejestracji, <span class="_ _a"></span>oceny <span class="_ _6"></span>i </span></div><div class="t m0 x1 h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">ograniczeń chemikaliów (REACH).<span class="ff2"> </span></div><div class="t m0 x1 h2 y122 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _c"> </span>z <span class="_ _c"> </span>rozporządzeniem <span class="_ _9"> </span>CLP <span class="_ _b"> </span>(1272/<span class="_ _1"></span>2008/WE) <span class="_ _c"> </span>dotyczącym <span class="_ _c"> </span>klasyfikacji, <span class="_ _c"> </span>oznakowania <span class="_ _c"> </span>i <span class="_ _9"> </span>pakowania <span class="_ _c"> </span>substancji </div><div class="t m0 x1 h2 y757 ff1 fs0 fc1 sc0 ls0 ws0">chemicznych,  substancja <span class="_ _e"> </span>może  zostać <span class="_ _e"> </span>uznana  za  potenc<span class="_ _1"></span>jalnie  niebezpieczną,  jeś<span class="_ _1"></span>li  speł<span class="_ _1"></span>nia  jedno  z  kr<span class="_ _1"></span>yteriów </div><div class="t m0 x1 h2 y758 ff1 fs0 fc1 sc0 ls0 ws0">dotyczących łatwopalności, <span class="_ _1"></span>oddziaływania na <span class="_ _1"></span>zdrowie <span class="_ _1"></span>oraz oddziaływania <span class="_ _1"></span>na środowisko. <span class="_ _1"></span>Sprzedawane przez <span class="_ _1"></span>Grupę </div><div class="t m0 x1 h2 y759 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _1"></span>paliwo <span class="_ _1"></span>HVO <span class="_ _6"></span>nie <span class="_ _1"></span>jest <span class="_ _1"></span>klasyfikowane <span class="_ _6"></span>jako <span class="_ _1"></span>substancja <span class="_ _1"></span>niebezpieczna <span class="_ _1"></span>w<span class="_ _1"></span>edług <span class="_ _1"></span>unijnych <span class="_ _1"></span>regulacji <span class="_ _1"></span>REACH <span class="_ _6"></span>i <span class="_ _1"></span>CLP, </div><div class="t m0 x1 h2 y75a ff1 fs0 fc1 sc0 ls0 ws0">ale <span class="_ _8"></span>może <span class="_ _0"></span>stanowić <span class="_ _8"></span>za<span class="_ _1"></span>grożenie <span class="_ _8"></span>w <span class="_ _0"></span>określonych <span class="_ _0"></span>warunkach, <span class="_ _8"></span>takich ja<span class="_ _8"></span>k<span class="_ _1"></span> <span class="_ _8"></span>rozlanie, <span class="_ _8"></span>konta<span class="_ _1"></span>kt ze <span class="_ _8"></span>skórą <span class="_ _0"></span>lub <span class="_ _8"></span>wd<span class="_ _1"></span>ychanie <span class="_ _8"></span>oparów<span class="ff2 ls10">. </span></div><div class="t m0 x1 h2 y75b ff1 fs0 fc1 sc0 ls0 ws0">Spełnia również kryteria:<span class="ff2"> </span></div><div class="t m0 xa h11 yf3e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Łatwopalności <span class="_ _8"></span><span class="ff2">- <span class="_ _0"></span><span class="ff1">HVO, <span class="_ _8"></span>podobnie <span class="_ _8"></span>jak <span class="_ _8"></span>konwenc<span class="_ _1"></span>jonalny <span class="_ _7"></span>olej nap<span class="_ _0"></span>ędowy, <span class="_ _8"></span>ma <span class="_ _8"></span>te<span class="_ _1"></span>mperaturę <span class="_ _8"></span>zapłonu <span class="_ _8"></span>powyżej <span class="_ _8"></span>56°C, </span></span></span></span></div><div class="t m0 xc h2 yf75 ff1 fs0 fc1 sc0 ls0 ws0">co oznacza, że jest palny, ale mniej lotny niż benzyna<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yd0b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Oddziaływania <span class="_ _1"></span>na <span class="_ _1"></span>zdrowie <span class="_ _6"></span>–<span class="ff2"> <span class="_ _6"></span></span>długotrwała <span class="_ _1"></span>e<span class="_ _1"></span>kspozycja <span class="_ _1"></span>na <span class="_ _1"></span>opary <span class="_ _1"></span>może<span class="_ _1"></span> <span class="_ _1"></span>powodować <span class="_ _1"></span>podrażnie<span class="_ _1"></span>nia <span class="_ _1"></span>skóry, <span class="_ _1"></span>oczu </span></span></div><div class="t m0 xc h2 yf76 ff1 fs0 fc1 sc0 ls0 ws0">lub układu oddechowego.<span class="ff2"> </span></div><div class="t m0 xa h11 yf2d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Oddziaływania <span class="_ _5"> </span>na <span class="_ _5"> </span>środow<span class="_ _1"></span>isko <span class="_ _b"> </span>–<span class="ff2"> <span class="_ _5"> </span></span>cho<span class="_ _1"></span>ć <span class="_ _5"> </span>HVO <span class="_ _b"> </span>jest <span class="_ _5"> </span>biodegradowalne, <span class="_ _b"> </span>w <span class="_ _b"> </span>przypa<span class="_ _0"></span>dku <span class="_ _5"> </span>dużych <span class="_ _b"> </span>wycieków <span class="_ _b"> </span>może </span></span></div><div class="t m0 xc h2 yf2e ff1 fs0 fc1 sc0 ls0 ws0">negatywnie wpływać na ekosystemy wodne.<span class="ff2"> </span></div><div class="t m0 x1 h2 y7f6 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>związku <span class="_ _8"></span>z <span class="_ _8"></span>powy<span class="_ _1"></span>ższym, <span class="_ _8"></span><span class="ff2">paliwo <span class="_ _0"></span><span class="ff1">zostało <span class="_ _8"></span>uwzględnione <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>przeprowadzonej <span class="_ _8"></span>przez <span class="_ _8"></span>Grupę <span class="_ _0"></span>UNIMOT k<span class="_ _0"></span>alkulacji <span class="_ _8"></span>dotyczącej </span></span></div><div class="t m0 x1 h2 y7f7 ff2 fs0 fc1 sc0 ls0 ws0">substancji potencjalnie niebezpiecznych.   </div><div class="t m0 x1 h2 y18a ff1 fs0 fc1 sc0 ls0 ws0">Dane <span class="_ _a"></span>dotyczące <span class="_ _6"></span>substancji <span class="_ _a"></span>potencjalnie <span class="_ _a"></span>niebezpiecznych <span class="_ _a"></span>zostały <span class="_ _6"></span>zaprezentowane <span class="_ _a"></span>w <span class="_ _a"></span>poniższej <span class="_ _6"></span>tabeli.<span class="_ _6"></span><span class="ff2"> <span class="_ _a"></span></span>W <span class="_ _a"></span>kontekście </div><div class="t m0 x1 h2 yb3b ff1 fs0 fc1 sc0 ls0 ws0">paliw, które <span class="_ _8"></span>s<span class="_ _1"></span>ą wp<span class="_ _0"></span>rowadzone do obrotu prz<span class="_ _0"></span>ez Grupę UNIMOT, w <span class="_ _0"></span>kalkulacji uwzględniono <span class="_ _8"></span>c<span class="_ _1"></span>ały wolumen zakupiony<span class="_ _0"></span>ch </div><div class="t m0 x1 h2 yf31 ff2 fs0 fc1 sc0 ls0 ws0">oraz wprowadzonych na rynek <span class="ff1">towarów handlowych. </span> </div></div><div class="c x1 ya7b wba h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Substancje potencjalnie niebezpieczne<span class="fc1"> </span></div></div><div class="c xf0 ya7b wbb h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x7d ya7b w6a h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c x1 ycfd wba h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Całkowite ilości substancji potencjalnie niebezpiecznych<span class="ff2"> </span></div></div><div class="c xf0 ycfd wbb h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c x7d ycfd w6a h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">4 769 962 990,00 </div></div><div class="c x1 y110 wba h38"><div class="t m0 xb h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">Całkowite ilości substancji <span class="ff2">potencjalnie niebezpiecznych, </span></div><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">które Grupa wytworzyła<span class="ff2"> </span></div></div><div class="c xf0 y110 wbb h38"><div class="t m0 xb h2 y269 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c x7d y110 w6a h38"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 yf77 wba h38"><div class="t m0 xb h2 y269 ff1 fs0 fc1 sc0 ls0 ws0">Całkowite ilości substancji potencjalnie niebezpiecznych, </div><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">które Grupa wykorzystała do produkcji<span class="ff2"> </span></div></div><div class="c xf0 yf77 wbb h38"><div class="t m0 xb h2 y269 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c x7d yf77 w6a h38"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">82749,00 </div></div><div class="c x1 yf78 wba h38"><div class="t m0 xb h2 y26a ff1 fs0 fc1 sc0 ls0 ws0">Całkowite ilości substancji potencjalnie niebezpiecznych, </div><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">które Grupa nabyła<span class="ff2"> </span></div></div><div class="c xf0 yf78 wbb h38"><div class="t m0 xb h2 y26a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c x7d yf78 w6a h38"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2 450 431 553,00 </div></div><div class="c x1 ye88 wba h3a"><div class="t m0 xb h2 y5fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowite ilości substancji potencjalnie niebezpiecznych, </div><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">które opuszczają Grupę w postaci prod<span class="_ _0"></span>uktów<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xf0 ye88 wbb h3a"><div class="t m0 xb h2 y5fc ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls5 ws0">kg<span class="ls0"> </span></div></div><div class="c x7d ye88 w6a h3a"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2 319 445 452,00 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d ycb2 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-26. Substancje potencjalnie niebezpieczne w Grupie UNIMOT <span class="_ _0"></span>w 2024 r.<span class="_ _1"></span> </div><div class="t m0 x1 h2 yf79 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>raportowanym <span class="_ _4"></span>okresie <span class="_ _4"></span>Grupa <span class="_ _a"></span>UNIMOT <span class="_ _4"></span>nie <span class="_ _4"></span>opracowała <span class="_ _a"></span>fo<span class="_ _1"></span>rmalnego <span class="_ _a"></span>planu <span class="_ _a"></span>redukcji<span class="_ _1"></span> <span class="_ _a"></span>ilości <span class="_ _a"></span>s<span class="_ _1"></span>ubstancji <span class="_ _a"></span>potencjalnie </div><div class="t m0 x1 h2 yf7a ff1 fs0 fc1 sc0 ls0 ws0">niebezpiecznych w<span class="_ _1"></span>prowadzanych do o<span class="_ _1"></span>brotu. Jednakże re<span class="_ _1"></span>alizowana Strategia <span class="_ _1"></span>zakłada stopnio<span class="_ _1"></span>we zwię<span class="_ _1"></span>kszanie udziału </div><div class="t m0 x1 h2 ya2d ff1 fs0 fc1 sc0 ls0 ws0">biopaliw <span class="_ _c"> </span>i <span class="_ _c"> </span>HVO <span class="_ _c"> </span>w <span class="_ _c"> </span>miksie<span class="_ _1"></span> <span class="_ _c"> </span>sprzedażowym, <span class="_ _c"> </span>c<span class="_ _1"></span>o <span class="_ _c"> </span>w <span class="_ _c"> </span>dłuższej <span class="_ _c"> </span>p<span class="_ _1"></span>erspektywie <span class="_ _c"> </span>przyczyni <span class="_ _c"> </span>się <span class="_ _c"> </span>do<span class="_ _1"></span> <span class="_ _c"> </span>ograniczenia <span class="_ _c"> </span>substancji </div><div class="t m0 x1 h2 y891 ff2 fs0 fc1 sc0 ls0 ws0">klasyfikowanych <span class="_ _17"> </span>jako <span class="_ _17"> </span>potencjalnie <span class="_ _17"> </span>niebezpieczne <span class="_ _17"> </span>zgodnie <span class="_ _17"> </span>z <span class="_ _17"> </span>regulacjami <span class="_ _19"> </span>REACH<span class="_ _1"></span> <span class="_ _17"> </span>(1907/2006/WE) <span class="_ _17"> </span>oraz <span class="_ _17"> </span>CLP </div><div class="t m0 x1 h2 yf7b ff2 fs0 fc1 sc0 ls0 ws0">(1272/2008/WE). </div></div></div><div class="pi" ></div></div><div id="pf92" class="pf w0 h0" ><div class="pc pc92 w0 h0"><img class="bi x9 yf7c w9 h1af" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">146<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Dążenie <span class="_ _a"></span>do <span class="_ _4"></span>transformacji <span class="_ _a"></span>ene<span class="_ _1"></span>rgetycznej <span class="_ _a"></span>poprzez <span class="_ _a"></span>rozwój <span class="_ _a"></span>nisk<span class="_ _1"></span>oemisyjnych <span class="_ _a"></span>paliw <span class="_ _a"></span>alternatywnych <span class="_ _a"></span>w<span class="_ _1"></span>pisuje <span class="_ _a"></span>się <span class="_ _a"></span>w <span class="_ _4"></span>cele </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego <span class="_ _5"> </span>rozwoju <span class="_ _4"> </span>i <span class="_ _5"> </span>długoterminowo <span class="_ _4"> </span>wpłynie <span class="_ _5"> </span>na <span class="_ _5"> </span>redukcję <span class="_ _4"> </span>w<span class="_ _1"></span>pływu <span class="_ _4"></span>działalności <span class="_ _5"> </span>Grupy <span class="_ _4"></span>na <span class="_ _4"> </span>ś<span class="_ _1"></span>rodowisko <span class="_ _4"> </span>o<span class="_ _1"></span>raz </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwo użytkowników końcowych.<span class="ff2"> </span></div><div class="t m0 xa hf y42c ff2 fs1 fc7 sc0 ls0 ws0">2.3.<span class="ff5"> <span class="_ _8"></span><span class="ff2">Zasoby wodne i morskie </span></span></div></div><div class="c x1 ya0 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">IRO-1 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yf7d ff1 fs0 fc1 sc0 ls0 ws0">W celu o<span class="_ _1"></span>kreślenia rzeczywistych i potencjalnych wpływów<span class="_ _1"></span>, ryzyk i s<span class="_ _1"></span>zans związanych z <span class="_ _1"></span>zanieczyszczeniami w ramach </div><div class="t m0 x1 h2 yf7e ff1 fs0 fc1 sc0 ls0 ws0">własnych <span class="_ _9"> </span>operacji <span class="_ _c"> </span>i <span class="_ _9"> </span>w <span class="_ _9"> </span>łańcuchu <span class="_ _9"> </span>wartości, <span class="_ _9"> </span>w <span class="_ _c"> </span>procesie <span class="_ _9"> </span>badania <span class="_ _c"> </span>podwójnej <span class="_ _9"> </span>istotności, <span class="_ _9"> </span>Grupa <span class="_ _c"> </span>UNIMOT <span class="_ _9"> </span>dokonała </div><div class="t m0 x1 h2 yf7f ff1 fs0 fc1 sc0 ls0 ws0">przeglądu <span class="_ _5"> </span>własnych <span class="_ _b"> </span>lokalizacji <span class="_ _5"> </span>i <span class="_ _b"> </span>własnej<span class="_ _1"></span><span class="ff2"> <span class="_ _b"> </span></span>działalności <span class="_ _5"> </span>operacyjnej. <span class="_ _5"> </span>Kole<span class="_ _1"></span>jno <span class="_ _b"> </span>zidentyfikowała <span class="_ _5"> </span>i <span class="_ _5"> </span>oc<span class="_ _1"></span>eniła <span class="_ _5"> </span>rzec<span class="_ _1"></span>zywiste <span class="_ _5"> </span>i </div><div class="t m0 x1 h2 y475 ff1 fs0 fc1 sc0 ls0 ws0">potencjalne <span class="_ _b"> </span>oddziaływania <span class="_ _5"> </span>na <span class="_ _b"> </span><span class="ff2">zasoby <span class="_ _b"> </span>wodne <span class="_ _5"> </span>i <span class="_ _b"> </span>morskie. <span class="_ _b"> </span></span>W<span class="_ _1"></span> <span class="_ _5"> </span>badaniu <span class="_ _5"> </span>w<span class="_ _1"></span>zięli <span class="_ _5"> </span>ud<span class="_ _1"></span>ział <span class="_ _5"> </span>m.in. <span class="_ _b"> </span>przedstawiciele <span class="_ _b"> </span>lokalnych </div><div class="t m0 x1 h2 yf80 ff1 fs0 fc1 sc0 ls0 ws0">społeczności. <span class="_ _c"> </span>Szcze<span class="_ _1"></span>gółowy <span class="_ _c"> </span>opis <span class="_ _c"> </span>badania <span class="_ _9"> </span>podwójnej <span class="_ _c"> </span>istotnośc<span class="_ _1"></span>i <span class="_ _c"> </span>został <span class="_ _9"> </span>przedstawiony <span class="_ _9"> </span>w <span class="_ _c"> </span>częś<span class="_ _1"></span>ci <span class="_ _c"> </span>1.6.2. <span class="_ _c"> </span>ninie<span class="_ _1"></span>jszego </div><div class="t m0 x1 h2 yf81 ff2 fs0 fc1 sc0 ls0 ws0">Sprawozdania. </div><div class="t m0 x1 h2 yf82 ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienia wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 ye99 w6c h31"><div class="t m0 xb h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e ye99 w6d h31"><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Środowisko (E)<span class="ff2"> </span></div></div><div class="c x1 yf3d w6c h11d"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e yf3d w6d h11d"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">E2 Zanieczyszczenie </div></div><div class="c x1 yf83 w6c hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e yf83 w6d hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Zużycie wody<span class="ff2"> </span></div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Pobory wody </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zrzuty wody </div></div><div class="c x1 y6b w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y6b w6d h64"><div class="t m0 xb h2 y3fc ff2 fs0 fcd sc0 ls0 ws0">Negatywny, <span class="fc1">rzeczywisty </span></div></div><div class="c x1 yf84 w6c h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e yf84 w6d h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. ds. Transformacji </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Energetycznej / prezesi Zarządów Spółek zależnych <span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yf85 ff1 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnych tematów<span class="ff2 fc1"> </span></div></div><div class="c x1 yd4c w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E3<span class="ls0">-1    </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yd81 ff2 fs0 fc1 sc0 ls0 ws0">O<span class="ff1">chrona <span class="_ _6"></span>zasobów <span class="_ _1"></span>w<span class="_ _1"></span>odnych <span class="_ _1"></span>jest <span class="_ _6"></span>elementem <span class="_ _6"></span>Strategii<span class="_ _1"></span></span> <span class="_ _1"></span><span class="ff1">Grupy <span class="_ _6"></span>UNIMOT.<span class="_ _1"></span> <span class="_ _1"></span>Opracowanie <span class="_ _6"></span>i <span class="_ _6"></span>wdrażanie <span class="_ _6"></span>planów <span class="_ _1"></span>zam<span class="_ _1"></span>knięcia </span></div><div class="t m0 x1 h2 yc39 ff1 fs0 fc1 sc0 ls0 ws0">obiegu wody, w tym rete<span class="_ _1"></span>ncji wody deszczowej zostało zdefiniowane jako jeden <span class="_ _1"></span>ze wskaźników do osiągnięcia ce<span class="_ _1"></span>ló<span class="_ _8"></span>w </div><div class="t m0 x1 h2 yf86 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowych  Grupy<span class="_ _8"></span>  na <span class="_ _9"> </span>la<span class="_ _1"></span>ta <span class="_ _9"> </span>2024<span class="_ _1"></span><span class="ff2">-</span>2028. <span class="_ _9"> </span>Powyższe  zostanie <span class="_ _9"> </span>zrealizowane  w <span class="_ _9"> </span>średnioterminow<span class="_ _1"></span><span class="ff2">ym  horyzoncie<span class="_ _0"></span> </span></div><div class="t m0 x1 h2 y9ae ff1 fs0 fc1 sc0 ls0 ws0">czasowym, po <span class="_ _8"></span>s<span class="_ _1"></span>zczegółowej a<span class="_ _8"></span>nalizie wpływu Grup<span class="_ _0"></span>y UNIMOT <span class="_ _8"></span>na zasoby wodne <span class="_ _8"></span>oraz określeniu priorytetów i <span class="_ _8"></span>dalszych </div><div class="t m0 x1 h2 yf87 ff1 fs0 fc1 sc0 ls0 ws0">kierunków działań, a także wyznaczeniu szczegółowych celów w ww. zakresie. <span class="ff2"> </span></div><div class="t m0 x1 h2 yf88 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>okresie <span class="_ _1"></span>s<span class="_ _1"></span>prawozdawczym G<span class="_ _1"></span>rupa <span class="_ _1"></span>nie <span class="_ _1"></span>przyjęła <span class="_ _6"></span><span class="ff2">s<span class="_ _1"></span>formalizowanej <span class="_ _1"></span></span>polityki <span class="_ _1"></span>dotyczącej <span class="_ _1"></span>zar<span class="_ _1"></span>ządzania <span class="_ _1"></span>zasobami <span class="_ _1"></span>wodnymi </div><div class="t m0 x1 h2 y36 ff1 fs0 fc1 sc0 ls0 ws0">na poziomie całej Grup<span class="_ _1"></span>y Kapitałowej. <span class="_ _1"></span>W 2024 <span class="_ _1"></span>roku Grupa UNIMOT po raz <span class="_ _1"></span>pierwszy przeprowadziła proce<span class="_ _1"></span>s zbierania </div><div class="t m0 x1 h2 yf89 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _5"> </span>raportowania <span class="_ _b"> </span>danych <span class="_ _b"> </span>środowiskowych <span class="_ _b"> </span>w <span class="_ _5"> </span>ujęciu <span class="_ _b"> </span>skonsolidowanym, <span class="_ _5"> </span>zgodnie <span class="_ _b"> </span>z <span class="_ _5"> </span>wymo<span class="_ _1"></span>gami <span class="_ _5"> </span>dyrektywy <span class="_ _b"> </span>CSRD <span class="_ _b"> </span>oraz </div><div class="t m0 x1 h2 ye2d ff1 fs0 fc1 sc0 ls0 ws0">standardami  ESRS.  Na  tej  podstawie,  w  perspektywie  ś<span class="_ _1"></span>redniookresowej,  pla<span class="_ _8"></span>no<span class="_ _1"></span>wana  je<span class="_ _1"></span><span class="ff2">st  aktualizacja  Polityki </span></div><div class="t m0 x1 h2 ye2e ff1 fs0 fc1 sc0 ls0 ws0">środowiskowej, której istotną część stanowić będą kwestie zarządzania zasobami <span class="_ _8"></span>w<span class="_ _1"></span>odnym<span class="ff2">i<span class="_ _1"></span><span class="ls2">. </span> </span></div><div class="t m0 x1 h2 yf8a ff1 fs0 fc1 sc0 ls0 ws0">Kwestie <span class="_ _b"> </span>związane <span class="_ _b"> </span>z <span class="_ _b"> </span>gospodarką <span class="_ _5"> </span>wodnoś<span class="_ _1"></span>ciekową <span class="_ _b"> </span>w <span class="_ _b"> </span>Spółkach <span class="_ _5"> </span>regulowane <span class="_ _b"> </span>są <span class="_ _b"> </span>przez <span class="_ _b"> </span>pozwolenia <span class="_ _b"> </span>wodnoprawne, <span class="_ _b"> </span>w </div><div class="t m0 x1 h2 y46f ff1 fs0 fc1 sc0 ls0 ws0">których <span class="_ _6"></span>określone <span class="_ _6"></span>s<span class="_ _1"></span>ą <span class="_ _6"></span>zasady <span class="_ _6"></span>poboru <span class="_ _6"></span>c<span class="_ _1"></span>zy <span class="_ _1"></span>odprowadzania <span class="_ _a"></span>ścieków <span class="_ _6"></span>i <span class="_ _6"></span>wód <span class="_ _6"></span>o<span class="_ _1"></span>padowych <span class="_ _6"></span>oraz <span class="_ _6"></span>wszystkie <span class="_ _6"></span>parametry <span class="_ _a"></span>jakie </div><div class="t m0 x1 h2 yabe ff1 fs0 fc1 sc0 ls0 ws0">należy <span class="_ _6"></span>dotrzymać. <span class="_ _a"></span>Ponadto <span class="_ _6"></span>w <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>Terminale <span class="_ _a"></span>is<span class="ff2">tnieje <span class="_ _a"></span>procedura <span class="_ _a"></span>TER <span class="_ _6"></span>51.02.00.00 <span class="_ _a"></span>- <span class="_ _a"></span></span>Monitorowanie <span class="_ _a"></span>procesów <span class="_ _1"></span>i </div><div class="t m0 x1 h2 yf8b ff1 fs0 fc1 sc0 ls0 ws0">działań <span class="_ _a"></span>mających <span class="_ _a"></span>wpływ <span class="_ _a"></span>na <span class="_ _a"></span>ś<span class="_ _1"></span>rodowisko, <span class="_ _a"></span>której <span class="_ _a"></span>celem <span class="_ _a"></span>jes<span class="_ _1"></span>t <span class="_ _a"></span>zapewnienie <span class="_ _a"></span>regularnego <span class="_ _a"></span>kontrolowania <span class="_ _a"></span>i <span class="_ _a"></span>wykonywania </div><div class="t m0 x1 h2 yf8c ff1 fs0 fc1 sc0 ls0 ws0">pomiarów wszystkich parametrów procesów i dzia<span class="_ _0"></span>łań mających znaczący wpływ na środowisko.<span class="_ _1"></span><span class="ff2">  </span></div><div class="t m0 x1 h2 ye16 ff2 fs0 fc1 sc0 ls0 ws0">Pozwolenie <span class="_ _7"></span>zinte<span class="_ _1"></span>growane <span class="_ _7"></span>dla <span class="_ _7"></span>RCEkoenergia <span class="_ _7"></span>(znak: <span class="_ _8"></span>WS.6222.2.2019.RJ <span class="_ _7"></span>z <span class="_ _8"></span>19.02.2020 <span class="_ _7"></span>r.) <span class="_ _8"></span>zawiera <span class="_ _7"></span>warunki <span class="_ _7"></span>poboru <span class="_ _8"></span>wody </div><div class="t m0 x1 h2 y2c5 ff2 fs0 fc1 sc0 ls0 ws0">podziemnej <span class="_ _1"></span>studniami: <span class="_ _1"></span>S-6, <span class="_ _6"></span>S-9a, <span class="_ _6"></span>S-10, <span class="_ _1"></span>S<span class="_ _1"></span>-12 <span class="_ _1"></span>i <span class="_ _1"></span>S<span class="_ _1"></span>-<span class="ff1">13 <span class="_ _1"></span>w <span class="_ _6"></span>łącznej <span class="_ _1"></span>iloś<span class="_ _1"></span>ci <span class="_ _1"></span>Q <span class="_ _1"></span>max <span class="_ _6"></span>roczne <span class="_ _6"></span>175 <span class="_ _1"></span>200 <span class="_ _1"></span>m3/<span class="_ _1"></span>rok. <span class="_ _1"></span>Woda <span class="_ _1"></span>ta <span class="_ _6"></span>może </span></div><div class="t m0 x1 h2 y6c4 ff1 fs0 fc1 sc0 ls0 ws0">być w<span class="_ _1"></span>ykorzystywana <span class="_ _1"></span>do <span class="_ _1"></span>celów <span class="_ _1"></span>technol<span class="_ _1"></span>ogicznych <span class="_ _1"></span>elektrociepłowni <span class="_ _1"></span>(produkcja <span class="_ _1"></span>pary, <span class="_ _1"></span>do ukła<span class="_ _1"></span>du c<span class="_ _1"></span>hłodzenia), <span class="_ _1"></span>do <span class="_ _1"></span>celów </div><div class="t m0 x1 h2 yf8d ff1 fs0 fc1 sc0 ls0 ws0">przeciwpożarowych <span class="_ _1"></span>oraz<span class="_ _1"></span> <span class="_ _1"></span>może<span class="_ _1"></span> <span class="_ _1"></span>b<span class="_ _1"></span>yć <span class="_ _1"></span>spr<span class="_ _1"></span>zedawana <span class="_ _1"></span>po<span class="_ _1"></span>dmiotom <span class="_ _1"></span>zewnę<span class="_ _1"></span>trznym. <span class="_ _1"></span>Ilość<span class="_ _1"></span> <span class="_ _1"></span>pobieranej <span class="_ _6"></span>wo<span class="_ _1"></span>dy <span class="_ _1"></span>pitnej, <span class="_ _a"></span>ze <span class="_ _1"></span>stawu </div><div class="t m0 x1 h2 yf8e ff2 fs0 fc1 sc0 ls0 ws0">Kopalniok oraz wody ze studni monitorowana jest z odczy<span class="_ _0"></span>tu wo<span class="_ _1"></span>domierzy.  </div><div class="t m0 x1 h2 yf8f ff1 fs0 fc1 sc0 ls0 ws0">Spółka UNIMOT Bitumen dla Zakład<span class="_ _0"></span>u Produkcyjnego Jasło, posiada następujące decyzje:<span class="ff2"> </span></div><div class="t m0 xa h11 yf90 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Pozwolenie wodnoprawne z <span class="_ _8"></span>20.09.2021 r. na <span class="_ _8"></span>w<span class="_ _1"></span>prowadzanie d<span class="_ _8"></span>o<span class="_ _1"></span> urządz<span class="_ _0"></span>eń kanalizacyjnych, <span class="_ _0"></span>innego podmiotu </span></span></div><div class="t m0 xc h2 yc44 ff1 fs0 fc1 sc0 ls0 ws0">(UNIMOT <span class="_ _8"></span>Terminale), <span class="_ _8"></span>ścieków <span class="_ _8"></span>przemysłowych <span class="_ _8"></span>oraz <span class="_ _8"></span>ścieków <span class="_ _8"></span>pocho<span class="_ _1"></span>dzących <span class="_ _7"></span>z <span class="_ _8"></span>mysia <span class="_ _8"></span>placów, wód <span class="_ _7"></span>opadowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y26f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Pozwolenie Zintegrowane z 30.06.2020 r. </span></span></div></div></div><div class="pi" ></div></div><div id="pf93" class="pf w0 h0" ><div class="pc pc93 w0 h0"><img class="bi x9 yf91 w9 h1b0" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">147<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Powyższe <span class="_ _17"> </span>decyzje <span class="_ _19"> </span>okreś<span class="_ _1"></span>lają <span class="_ _17"> </span>dop<span class="_ _0"></span>uszczalne <span class="_ _17"> </span>wartości <span class="_ _17"> </span>stężeń <span class="_ _17"> </span>zanieczyszczeń <span class="_ _17"> </span>w <span class="_ _19"> </span>śc<span class="_ _1"></span>iekach <span class="_ _17"> </span>prz<span class="_ _0"></span>emysłowych <span class="_ _17"> </span>oraz </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">pochodzących z mycia pla<span class="_ _0"></span>ców, wód opadowych, jakie nie mogą <span class="_ _8"></span>zos<span class="_ _1"></span>tać przekroczone (np. fenole lotne, węglowodory<span class="_ _0"></span> </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">ropopochodne). Ponadto określają <span class="_ _0"></span>częstotliwoś<span class="_ _1"></span>ć wykonywania pomiarów jakości ścieków.<span class="ff2"> </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">Spółki <span class="_ _a"></span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>nie <span class="_ _4"></span>prowadzą <span class="_ _a"></span>działalności <span class="_ _a"></span>na <span class="_ _a"></span>obszarach <span class="_ _a"></span>objętych <span class="_ _a"></span>ryz<span class="_ _1"></span>ykiem <span class="_ _a"></span><span class="ff2">w<span class="_ _1"></span>odnym <span class="_ _a"></span>(wg. <span class="_ _a"></span>WWF <span class="_ _a"></span>Water<span class="_ _1"></span> <span class="_ _a"></span>Risk </span></div><div class="t m0 x1 h2 y144 ff2 fs0 fc1 sc0 ls0 ws0">Filter) ani na obszarach o znacznym d<span class="_ _8"></span>e<span class="_ _1"></span>ficycie wody. </div><div class="t m0 x1 h2 y794 ff1 fs0 fc0 sc0 ls0 ws0">Działania i zasoby związane z wodą i zasobami morskimi<span class="ff2"> </span></div></div><div class="c x1 yf92 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E3<span class="ls0">-2<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yb58 ff1 fs0 fc5 sc0 ls0 ws0">Pobór i zużycie <span class="ff2">wody </span></div><div class="t m0 x1 h2 yf93 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>Terminale <span class="_ _a"></span>pobiera <span class="_ _a"></span>wodę <span class="_ _a"></span>podziemną <span class="_ _a"></span>do <span class="_ _a"></span>celów <span class="_ _a"></span>gaśniczych <span class="_ _a"></span>w <span class="_ _a"></span>lokalizacji <span class="_ _6"></span>C<span class="_ _1"></span>zechowice<span class="_ _1"></span><span class="ff2">-Dziedzice <span class="_ _a"></span>oraz </span></div><div class="t m0 x1 h2 yf94 ff2 fs0 fc1 sc0 ls0 ws0">wody <span class="_ _5"> </span>powierzchniow<span class="_ _1"></span>ej <span class="_ _5"> </span>w <span class="_ _b"> </span>lokalizacjach <span class="_ _5"> </span>Szczecin <span class="_ _b"> </span>i <span class="_ _b"> </span><span class="ff1">Jasło. <span class="_ _b"> </span>Dla <span class="_ _5"> </span>przedmiotowych <span class="_ _b"> </span>poborów <span class="_ _b"> </span>Spółka <span class="_ _5"> </span>posiada <span class="_ _b"> </span>stosowne </span></div><div class="t m0 x1 h2 yf95 ff2 fs0 fc1 sc0 ls0 ws0">pozwolenia wodnoprawne.<span class="_ _1"></span> <span class="ff1">Pobór <span class="_ _1"></span>wód podziemnych <span class="_ _1"></span>w <span class="_ _1"></span>Spółce związany <span class="_ _1"></span>jest z <span class="_ _1"></span>ochroną <span class="_ _1"></span>przeciwpożarową, w <span class="_ _1"></span>związku </span></div><div class="t m0 x1 h2 y27a ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _b"> </span>c<span class="_ _1"></span>zym <span class="_ _b"> </span>Spółka<span class="_ _1"></span> <span class="_ _b"> </span>nie <span class="_ _c"> </span>rozpatrywała <span class="_ _c"> </span>możliwości <span class="_ _c"> </span>ograniczenia <span class="_ _c"> </span>poboru <span class="_ _c"> </span>wód <span class="_ _c"> </span>ze <span class="_ _b"> </span>w<span class="_ _1"></span>zględu <span class="_ _b"> </span>na<span class="_ _1"></span> <span class="_ _c"> </span>konieczność <span class="_ _c"> </span>zapewnienia </div><div class="t m0 x1 h2 yf96 ff1 fs0 fc1 sc0 ls0 ws0">odpowiedniej ilości wody do celów gaśniczych.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf97 ff1 fs0 fc1 sc0 ls0 ws0">Woda na potrzeby RCEkoenergia <span class="_ _0"></span>Sp. z o.o. pobierana jest z trzech źródeł:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yf98 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">z  miejs<span class="_ _1"></span>kiej  sie<span class="_ _1"></span>ci  wo<span class="_ _1"></span>dociągowej  administrowanej <span class="_ _e"> </span>przez <span class="_ _e"> </span>Przedsiębiorstwo <span class="_ _e"> </span>Wodociągów <span class="_ _e"> </span>i  Kanalizacji <span class="_ _e"> </span>w </span></span></div><div class="t m0 xc h2 yf99 ff2 fs0 fc1 sc0 ls0 ws0">Czechowicach-Dziedzicach <span class="_ _4"></span>Sp. <span class="_ _4"></span>z <span class="_ _4"> </span>o<span class="_ _1"></span>.o. <span class="_ _4"> </span><span class="ff1">–</span> <span class="_ _5"> </span><span class="ff1">na <span class="_ _5"> </span>potrzeby <span class="_ _4"></span>socjalne <span class="_ _5"> </span>pracowników <span class="_ _4"></span>oraz <span class="_ _4"></span>na <span class="_ _4"> </span>s<span class="_ _1"></span>przedaż <span class="_ _4"></span>podmiotom </span></div><div class="t m0 xc h2 yf9a ff1 fs0 fc1 sc0 ls0 ws0">zewnętrznym,<span class="ff2"> </span></div><div class="t m0 xa h11 yf9b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">z ujęcia <span class="_ _8"></span>wody<span class="_ _1"></span> na <span class="_ _8"></span>stawie<span class="_ _1"></span> Kopalniok, <span class="_ _8"></span>gdzie woda jest przepompowywana p<span class="_ _8"></span>rze<span class="_ _1"></span>z <span class="_ _0"></span>MSE Sp. z <span class="_ _8"></span>o.<span class="_ _1"></span>o. z <span class="_ _0"></span>rzeki Wisły –<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 yf9c ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _b"> </span>potrzeby <span class="_ _b"> </span>te<span class="_ _1"></span>chnologiczne <span class="_ _b"> </span>elektrociepłowni <span class="_ _c"> </span>(produkcja <span class="_ _b"> </span>pary, <span class="_ _b"> </span>do <span class="_ _b"> </span>układu <span class="_ _c"> </span>chłodzenia) <span class="_ _b"> </span>oraz <span class="_ _b"> </span>na <span class="_ _c"> </span>sprzedaż </div><div class="t m0 xc h2 yf9d ff1 fs0 fc1 sc0 ls0 ws0">podmiotom zewnętrznym,<span class="ff2"> </span></div><div class="t m0 xa h11 yf2e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">ze <span class="_ _a"></span>studni: <span class="_ _4"></span>S-6, <span class="_ _a"></span>S<span class="_ _1"></span>-9a, <span class="_ _a"></span>S-10, <span class="_ _a"></span>S<span class="_ _1"></span>-12 <span class="_ _a"></span>i <span class="_ _a"></span>S-13 <span class="_ _4"></span>(woda <span class="_ _a"></span>podziemna) <span class="_ _4"> </span>- <span class="_ _4"></span><span class="ff1">do <span class="_ _a"></span>celów<span class="_ _1"></span> <span class="_ _a"></span>technologicznych <span class="_ _a"></span>ele<span class="_ _1"></span>ktrociepłowni </span></span></span></div><div class="t m0 xc h2 ye42 ff1 fs0 fc1 sc0 ls0 ws0">(produkcja pary, <span class="_ _1"></span>do <span class="_ _1"></span>układu c<span class="_ _1"></span>hłodzenia), do <span class="_ _1"></span>celów <span class="_ _1"></span>przeciwpożarowych, może <span class="_ _1"></span>być <span class="_ _1"></span>sprzedawana <span class="_ _1"></span>podmiotom </div><div class="t m0 xc h2 ye43 ff1 fs0 fc1 sc0 ls0 ws0">zewnętrznym.<span class="ff2"> </span></div><div class="t m0 x1 h2 ybfb ff1 fs0 fc1 sc0 ls0 ws0">Zużyta <span class="_ _7"></span>woda <span class="_ _7"></span>przez <span class="_ _7"></span>instalacje <span class="_ _7"></span>S<span class="_ _1"></span>półki <span class="_ _7"></span>(elektrociepłownia <span class="_ _7"></span>i <span class="_ _7"></span>oc<span class="_ _1"></span>zyszczalnia <span class="_ _7"></span>ścieków) <span class="_ _7"></span>i <span class="_ _7"></span>przez <span class="_ _7"></span>pracow<span class="_ _1"></span>ników <span class="_ _7"></span>w <span class="_ _7"></span>postaci <span class="_ _7"></span>ścieków </div><div class="t m0 x1 h2 ybfc ff1 fs0 fc1 sc0 ls0 ws0">trafia <span class="_ _5"> </span>kanalizacją <span class="_ _5"> </span>do <span class="_ _5"> </span>o<span class="_ _1"></span>gólnosprawnej <span class="_ _5"> </span>oczyszczalni <span class="_ _5"> </span>śc<span class="_ _1"></span>ieków <span class="_ _5"> </span>przemysłow<span class="_ _1"></span>ych<span class="_ _1"></span><span class="ff2">, <span class="_ _5"> </span></span>gdzie <span class="_ _5"> </span>ścieki <span class="_ _b"> </span>są <span class="_ _5"> </span>oczyszczane <span class="_ _5"> </span>z<span class="_ _1"></span> <span class="_ _5"> </span>innymi </div><div class="t m0 x1 h2 y725 ff1 fs0 fc1 sc0 ls0 ws0">ściekami przyjmowanymi od podmiotów zewnętrznych, a następnie odp<span class="_ _0"></span>rowadzane do rzeki Białej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y18c ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT Bitumen pobiera wodę od Spółki <span class="ff2">UNIMOT Terminale </span>i wykorzystuje ją d<span class="_ _0"></span>o proce<span class="_ _1"></span>sów produkcyjny<span class="_ _0"></span>ch, min.:<span class="ff2"> </span></div><div class="t m0 xa h11 y389 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">do produkcji pary wodnej <span class="ff1">(wodę pitną),</span> </span></span></div><div class="t m0 xa h11 ybfd ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">do schładzania instalacji<span class="ff2"> </span>(wodę przemysłową). <span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yf9e ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _a"></span>UNIMOT <span class="_ _4"></span>S.A. <span class="_ _4"></span>poprzez <span class="_ _4"></span>działalność <span class="_ _4"> </span>stacji <span class="_ _4"></span>paliw <span class="_ _4"></span>AVIA <span class="_ _4"></span>ma <span class="_ _a"></span>wpływ <span class="_ _4"></span>na <span class="_ _4"> </span>zasoby <span class="_ _4"></span>wodne <span class="_ _4"></span>i <span class="_ _4"></span>ich <span class="_ _4"></span>zużycie. <span class="_ _4"></span>Woda <span class="_ _4"></span>jest </div><div class="t m0 x1 h2 yf9f ff1 fs0 fc1 sc0 ls0 ws0">zasobem <span class="_ _24"> </span>wykorzystywanym <span class="_ _1d"> </span>w <span class="_ _24"> </span>proces<span class="_ _1"></span>ach <span class="_ _24"> </span>stacji <span class="_ _1d"> </span>związanych <span class="_ _24"> </span>z <span class="_ _24"> </span>utr<span class="_ _1"></span>zymaniem <span class="_ _24"> </span>czysto<span class="_ _1"></span>ści <span class="_ _24"> </span>i <span class="_ _1d"> </span>higieny <span class="_ _24"> </span>oraz <span class="_ _1d"> </span>z </div><div class="t m0 x1 h2 yfa0 ff1 fs0 fc1 sc0 ls0 ws0">przygotowywaniem żywnośc<span class="_ _1"></span>i. Dodatkowo, <span class="_ _1"></span>w nie<span class="_ _1"></span>których lok<span class="_ _1"></span>alizacjach <span class="_ _1"></span>Spółka pro<span class="_ _1"></span>wadzi myjnie <span class="_ _1"></span>samochodowe. <span class="_ _1"></span>Pobór </div><div class="t m0 x1 h2 yfa1 ff1 fs0 fc1 sc0 ls0 ws0">wody i odprowadzanie ścieków w większości obiektów odby<span class="_ _0"></span>wa się przez sieci wodociągów i kanalizacji miejskiej. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yfa2 ff1 fs0 fc1 sc0 ls0 ws0">Należąca <span class="_ _1"></span>do <span class="_ _6"></span>Spółki <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>S.A. <span class="_ _6"></span>Rozlewnia <span class="_ _6"></span>gazu <span class="_ _1"></span>LPG <span class="_ _6"></span>w <span class="_ _6"></span>Zawadzkiem, <span class="_ _6"></span>poza <span class="_ _6"></span>użyciem <span class="_ _6"></span>wody <span class="_ _1"></span>do <span class="_ _6"></span>ce<span class="_ _1"></span>lów <span class="_ _1"></span>komunalnych, </div><div class="t m0 x1 h2 y8e6 ff1 fs0 fc1 sc0 ls0 ws0">wykorzystuje <span class="_ _c"> </span>wodę <span class="_ _c"> </span>do <span class="_ _c"> </span>napełniania <span class="_ _9"> </span>zbiornika <span class="_ _c"> </span>przeciwpożarowego. <span class="_ _c"> </span>Jeś<span class="_ _1"></span>li <span class="_ _c"> </span>jest <span class="_ _c"> </span>to <span class="_ _c"> </span>możliwe <span class="_ _c"> </span>woda <span class="_ _c"> </span>pochodzi <span class="_ _9"> </span>z <span class="_ _b"> </span>c<span class="_ _1"></span>ieku </div><div class="t m0 x1 h2 ybc9 ff1 fs0 fc1 sc0 ls0 ws0">wodnego przy rozlewni Korończak, w <span class="_ _0"></span>innym przyp<span class="ff2">adku z siec<span class="_ _1"></span>i miejskiej.  </span></div><div class="t m0 x1 h2 yfa3 ff1 fs0 fc1 sc0 ls0 ws0">Zbiornik przeciwpożarowy <span class="_ _1"></span>służy do g<span class="_ _1"></span>aszenia pożaru w <span class="_ _1"></span>przypadku <span class="_ _1"></span>zagrożenia <span class="_ _1"></span><span class="ff2">oraz <span class="_ _1"></span></span>do ćw<span class="_ _1"></span>iczeń <span class="_ _1"></span>przeciwpożarowych w </div><div class="t m0 x1 h2 yfa4 ff2 fs0 fc1 sc0 ls0 ws0">sytuacji normalnego funkcjonowania rozlewni.<span class="fc5"> </span></div><div class="t m0 x1 h2 y19c ff2 fs0 fc5 sc0 ls0 ws0">Odprowadzanie wody </div><div class="t m0 x1 h2 ydc0 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _5"> </span><span class="ff2">UNIMOT <span class="_ _b"> </span>Terminale <span class="_ _b"> </span>o</span>dprowadza <span class="_ _5"> </span>wody <span class="_ _5"> </span>opadowe<span class="_ _1"></span> <span class="_ _5"> </span>i <span class="_ _b"> </span>roztopowe <span class="_ _5"> </span>do <span class="_ _b"> </span>środowiska <span class="_ _5"> </span>w <span class="_ _b"> </span>lokalizacjach <span class="_ _5"> </span>Cze<span class="_ _1"></span>chowice<span class="_ _1"></span><span class="ff2">-</span></div><div class="t m0 x1 h2 yfa5 ff1 fs0 fc1 sc0 ls0 ws0">Dziedzice, <span class="_ _9"> </span>Szczecin, <span class="_ _9"> </span>Gdańsk, <span class="_ _9"> </span>Gutkowo, <span class="_ _9"> </span>Rypin <span class="_ _9"> </span>i <span class="_ _9"> </span>Jasło<span class="_ _1"></span><span class="ff2">, <span class="_ _c"> </span>zg<span class="_ _1"></span>odnie <span class="_ _c"> </span>z<span class="_ _1"></span> <span class="_ _c"> </span>pos<span class="_ _1"></span>iadanymi <span class="_ _c"> </span>pozwol<span class="_ _1"></span>eniami   <span class="_ _c"> </span>wodnoprawnymi. </span></div><div class="t m0 x1 h2 yfa6 ff1 fs0 fc1 sc0 ls0 ws0">Terminale P<span class="_ _0"></span>aliw <span class="_ _8"></span>w Szczecinie, Gutowie <span class="_ _8"></span>oraz J<span class="_ _0"></span>aśle odprowadzają<span class="_ _0"></span> <span class="_ _8"></span>ró<span class="_ _1"></span>wnież do <span class="_ _8"></span>środowiska ścieki <span class="_ _8"></span>przemysłow<span class="_ _1"></span>e <span class="_ _8"></span>i bytowe, </div><div class="t m0 x1 h2 yf19 ff1 fs0 fc1 sc0 ls0 ws0">zgodnie <span class="_ _4"></span>z <span class="_ _5"> </span>posiadanymi <span class="_ _5"> </span>pozwo<span class="_ _1"></span>leniami <span class="_ _4"></span>wodnoprawnymi. <span class="_ _5"> </span>Realizując <span class="_ _5"> </span>zapisy <span class="_ _5"> </span>posiadanych <span class="_ _5"> </span>pozwoleń <span class="_ _5"> </span>Spółka <span class="_ _5"> </span>prowadzi </div><div class="t m0 x1 h2 y928 ff1 fs0 fc1 sc0 ls0 ws0">analizy środowiskowe, w celu monitorowania jakości odprowadzanych ścieków i wód opad<span class="_ _0"></span>owych.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf94" class="pf w0 h0" ><div class="pc pc94 w0 h0"><img class="bi x9 yfa7 w9 h1b1" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">148<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _24"> </span>RCEkoenergia <span class="_ _1d"> </span>świadczy <span class="_ _24"> </span>usługę <span class="_ _1d"> </span>oczyszczania <span class="_ _24"> </span>ścieków <span class="_ _24"> </span>przemysłowych. <span class="_ _1d"> </span>W <span class="_ _24"> </span>oczyszczonych <span class="_ _24"> </span>ściekach </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">odprowadzanych do rzeki <span class="_ _1"></span>Białej zawarte są <span class="_ _1"></span>zanieczyszczenia: zawiesina ogólna, węglowo<span class="_ _1"></span>dory ropopochodne, BZT5, </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">ChZT, <span class="_ _8"></span>fosfor ogólny, <span class="_ _7"></span>chlorki. Mi<span class="_ _8"></span>nimalizowanie <span class="_ _0"></span>negatywnego <span class="_ _8"></span>w<span class="_ _1"></span>pływu <span class="_ _8"></span>odbywa <span class="_ _8"></span>się <span class="_ _0"></span>w <span class="_ _8"></span>oparciu <span class="_ _8"></span>o<span class="_ _1"></span> <span class="_ _8"></span>odpowiednią <span class="_ _8"></span>organizację </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">pracy, <span class="_ _a"></span>właściwą <span class="_ _a"></span>eksploatację <span class="_ _6"></span>urządzeń <span class="_ _a"></span>i <span class="_ _a"></span>przeszkolony <span class="_ _a"></span>personel. <span class="_ _a"></span>Spółka <span class="_ _a"></span>dba <span class="_ _a"></span>o <span class="_ _a"></span>należyty <span class="_ _6"></span>s<span class="_ _1"></span>tan <span class="_ _a"></span>techniczny <span class="_ _a"></span>urządzeń <span class="_ _a"></span>i </div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">instalacji (regularne przeglądy, konserwacje, bieżące monitorowanie pracy <span class="_ _0"></span>urządzeń i<span class="_ _1"></span> instalacji).  <span class="ff2"> </span></div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">Ścieki <span class="_ _7"></span>budzące <span class="_ _8"></span>zastrzeżenia <span class="_ _7"></span>j<span class="_ _1"></span>akościowe <span class="_ _7"></span>kierow<span class="_ _1"></span>ane <span class="_ _7"></span>są <span class="_ _8"></span>do <span class="_ _7"></span> <span class="_ _7"></span>z<span class="_ _1"></span>biornika <span class="_ _7"></span>retenc<span class="_ _1"></span>yjnego <span class="_ _7"></span>w <span class="_ _8"></span>celu <span class="_ _7"></span>ich <span class="_ _8"></span>podczyszczenia <span class="_ _8"></span>i <span class="_ _8"></span>następnie </div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">skierowania <span class="_ _6"></span>do <span class="_ _a"></span>komory <span class="_ _6"></span>o<span class="_ _1"></span>czyszczalni <span class="_ _6"></span>śc<span class="_ _1"></span>ieków. <span class="_ _a"></span>Spółka <span class="_ _6"></span>dotrzymuje <span class="_ _a"></span>wszystkich <span class="_ _a"></span>zapisów <span class="_ _6"></span>pozwolenia <span class="_ _a"></span>zintegrowanego <span class="_ _6"></span>i </div><div class="t m0 x1 h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">obowiązujących wymogów prawnych, w tym w zakresie warunków poboru wody i monitoringu wody<span class="_ _8"></span>.<span class="_ _1"></span> <span class="ff2"> </span></div><div class="t m0 x1 h2 y754 ff1 fs0 fc1 sc0 ls0 ws0">Wszystkie <span class="_ _b"> </span>odpady <span class="_ _c"> </span>powstające <span class="_ _b"> </span>na <span class="_ _c"> </span>terenie <span class="_ _c"> </span>Spółki <span class="_ _b"> </span>są <span class="_ _b"> </span>m<span class="_ _1"></span>agazynowane <span class="_ _b"> </span>w <span class="_ _c"> </span>odpowiednio <span class="_ _b"> </span>zabe<span class="_ _1"></span>zpieczonych <span class="_ _b"> </span>szczelnych </div><div class="t m0 x1 h2 y755 ff1 fs0 fc1 sc0 ls0 ws0">pojemnikach <span class="_ _8"></span>w <span class="_ _0"></span>wyznaczonych <span class="_ _8"></span>do <span class="_ _8"></span>te<span class="_ _1"></span>go <span class="_ _8"></span>miejscach ok<span class="_ _0"></span>reślonych <span class="_ _7"></span>w pozwoleniu <span class="_ _7"></span>zinte<span class="_ _1"></span>growanym. <span class="_ _7"></span>Powierzchn<span class="_ _1"></span>ie <span class="_ _8"></span>po <span class="_ _8"></span>których </div><div class="t m0 x1 h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">odbywa <span class="_ _1"></span>się <span class="_ _1"></span>transport <span class="_ _1"></span>s<span class="_ _1"></span>ą <span class="_ _1"></span>szczelne<span class="_ _1"></span>. <span class="_ _1"></span>Sama <span class="_ _1"></span>oczys<span class="_ _1"></span>zczalnia <span class="_ _1"></span>ścieków <span class="_ _6"></span>posiada <span class="_ _1"></span>szczelne <span class="_ _1"></span>betono<span class="_ _1"></span>we <span class="_ _1"></span>komory, <span class="_ _1"></span>wybetonowane </div><div class="t m0 x1 h2 y326 ff1 fs0 fc1 sc0 ls0 ws0">pomieszczenie prasy filtracyjnej i teren magazynowania odpadu z oczyszcza<span class="_ _0"></span>lni ścieków.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y757 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _6"></span>UNIMOT<span class="_ _1"></span> <span class="_ _6"></span>Bitumen <span class="_ _4"></span><span class="ff2">dwa <span class="_ _a"></span>razy <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>roku<span class="_ _1"></span> <span class="_ _a"></span></span>zleca <span class="_ _a"></span>wykonanie <span class="_ _6"></span>pomiarów <span class="_ _a"></span>ścieków <span class="_ _a"></span>wysookoobciążonych <span class="_ _a"></span>oraz <span class="_ _6"></span>ś<span class="_ _1"></span>cieków </div><div class="t m0 x1 h2 y758 ff1 fs0 fc1 sc0 ls0 ws0">ogólnospławnych. <span class="_ _c"> </span>Badania <span class="_ _c"> </span>prowadzone <span class="_ _c"> </span>są <span class="_ _c"> </span>pr<span class="_ _1"></span>zez <span class="_ _c"> </span>laboratoria <span class="_ _c"> </span>posiadające <span class="_ _c"> </span>akredytacj<span class="_ _1"></span>ę<span class="ff2">. <span class="_ _9"> </span></span>Spółka <span class="_ _c"> </span>prowadzi <span class="_ _c"> </span>również </div><div class="t m0 x1 h2 y759 ff1 fs0 fc1 sc0 ls0 ws0">monitoring <span class="_ _f"> </span>jakości <span class="_ _f"> </span>ście<span class="_ _1"></span>ków <span class="_ _f"> </span>zgodnie <span class="_ _f"> </span>z <span class="_ _f"> </span>Planem <span class="_ _f"> </span>monitorowania <span class="_ _f"> </span>proces<span class="_ _1"></span>ów <span class="_ _f"> </span>mających <span class="_ _f"> </span>wpływ <span class="_ _f"> </span>na <span class="_ _f"> </span>środowisko </div><div class="t m0 x1 h2 y75a ff1 fs0 fc1 sc0 ls0 ws0">(opracowanym <span class="_ _8"></span>na podstawie <span class="_ _8"></span>posiadanych <span class="_ _0"></span>decyzji). <span class="_ _8"></span>Śc<span class="_ _1"></span>ieki <span class="_ _8"></span>odprowadzane są <span class="_ _8"></span>zgodnie <span class="_ _8"></span>z w/w <span class="_ _8"></span>decyzjami d<span class="_ _8"></span>o<span class="_ _1"></span> <span class="_ _8"></span>oc<span class="_ _1"></span>zyszczalni </div><div class="t m0 x1 h2 y75b ff1 fs0 fc1 sc0 ls0 ws0">ścieków.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf3e ff1 fs0 fc1 sc0 ls0 ws0">Rozlewnia Gazu w Zawadzkiem może mieć wpływ na pote<span class="_ _1"></span>ncjalne zanieczyszczenie wód, ponieważ zarówno ona, jak </div><div class="t m0 x1 h2 yf75 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _8"></span>cała g<span class="_ _0"></span>mina <span class="_ _8"></span>Zawa<span class="_ _1"></span>dzkie <span class="_ _8"></span>nie <span class="_ _0"></span>dysponują <span class="_ _8"></span>systeme<span class="_ _1"></span>m <span class="_ _8"></span>kanalizacji <span class="_ _8"></span>d<span class="_ _1"></span>eszczowej, <span class="_ _8"></span>który <span class="_ _8"></span>mógłby skutecznie <span class="_ _8"></span>odprowadzać <span class="_ _8"></span>wody </div><div class="t m0 x1 h2 yd0b ff1 fs0 fc1 sc0 ls0 ws0">opadowe i zapobiegać ich niekontrolowanemu spływowi.<span class="ff2"> </span></div><div class="t m0 x1 h2 y3e9 ff1 fs0 fc1 sc0 ls0 ws0">Jednakże, <span class="_ _8"></span>aby ograniczy<span class="_ _0"></span>ć ryzyko <span class="_ _8"></span>zanieczyszczenia, spółka <span class="_ _8"></span>posiada <span class="_ _8"></span>dwie studnie <span class="_ _8"></span>chło<span class="_ _1"></span>nne, <span class="_ _8"></span>które s<span class="_ _0"></span>łużą <span class="_ _8"></span>do gromadzenia </div><div class="t m0 x1 h2 ydaf ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _1"></span>odprowadzania <span class="_ _6"></span>wód <span class="_ _1"></span>opadow<span class="_ _1"></span>ych <span class="_ _1"></span>do <span class="_ _6"></span>gruntu <span class="_ _1"></span>w <span class="_ _6"></span>sposób <span class="_ _1"></span>kontr<span class="_ _1"></span>olowany. <span class="_ _1"></span>Takie <span class="_ _1"></span>ro<span class="_ _1"></span>związanie <span class="_ _1"></span>po<span class="_ _1"></span>maga <span class="_ _1"></span>zmniejszyć <span class="_ _1"></span>ryzyko </div><div class="t m0 x1 h2 y7f5 ff2 fs0 fc1 sc0 ls0 ws0">zalania <span class="_ _e"> </span>terenu <span class="_ _d"> </span>i <span class="_ _e"> </span>przypadkowego <span class="_ _d"> </span>przed<span class="ff1">ostania <span class="_ _e"> </span>się <span class="_ _d"> </span>potencjalnych <span class="_ _e"> </span>zanieczyszczeń <span class="_ _d"> </span>do <span class="_ _e"> </span>w<span class="_ _1"></span>ód <span class="_ _e"> </span>powierzchniowych <span class="_ _d"> </span>i </span></div><div class="t m0 x1 h2 y7f6 ff2 fs0 fc1 sc0 ls0 ws0">gruntowych. </div><div class="t m0 x1 h2 y189 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _d"> </span>Infrastruktura<span class="_ _1"></span> <span class="_ _d"> </span><span class="ff1">(od <span class="_ _19"> </span>11.12.2024 <span class="_ _19"> </span>r. <span class="_ _d"> </span>wł<span class="_ _1"></span>ączona <span class="_ _d"> </span>do <span class="_ _19"> </span>struktur <span class="_ _d"> </span>Spółki<span class="_ _1"></span> <span class="_ _d"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _d"> </span>Terminale) <span class="_ _17"> </span>pobiera <span class="_ _d"> </span>wodę </span></div><div class="t m0 x1 h2 y18a ff1 fs0 fc1 sc0 ls0 ws0">przemysłową <span class="_ _a"></span>własnym <span class="_ _a"></span>ujęciem <span class="_ _a"></span>z <span class="_ _a"></span>rzeki <span class="_ _a"></span>Wisłoki <span class="_ _a"></span>zlokalizowanej <span class="_ _a"></span>w <span class="_ _a"></span>sąsie<span class="_ _1"></span>dztwie <span class="_ _a"></span>Spółki. <span class="_ _a"></span> <span class="_ _a"></span>Służy <span class="_ _6"></span>o<span class="_ _1"></span>na <span class="_ _a"></span>do <span class="_ _a"></span>zabezpieczenia </div><div class="t m0 x1 h2 yb3b ff1 fs0 fc1 sc0 ls0 ws0">terenu <span class="_ _4"></span>i <span class="_ _a"></span>obiektów <span class="_ _a"></span>zlokalizowanych <span class="_ _a"></span>na <span class="_ _4"></span>terenie <span class="_ _4"></span>Spółki <span class="_ _a"></span>w <span class="_ _4"></span>Jaśle <span class="_ _a"></span>w <span class="_ _a"></span>dostęp <span class="_ _4"></span>do <span class="_ _a"></span>wody <span class="_ _a"></span>hydrantowe<span class="_ _1"></span>j. <span class="_ _a"></span>Na <span class="_ _a"></span>terenie <span class="_ _4"></span>zakładu </div><div class="t m0 x1 h2 yf31 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _a"></span>posiada <span class="_ _4"></span>sieć<span class="_ _1"></span> <span class="_ _a"></span>wody<span class="ff2"> <span class="_ _5"> </span></span>przemysłowej, <span class="_ _4"></span>którą <span class="_ _4"></span>dostarcza <span class="_ _a"></span>w<span class="_ _1"></span>odę <span class="_ _4"></span>do <span class="_ _4"></span>odbiorców <span class="_ _4"></span>zlokalizowanych <span class="_ _4"></span>na <span class="_ _4"></span>swoim <span class="_ _4"></span>terenie. </div><div class="t m0 x1 h2 yfa8 ff1 fs0 fc1 sc0 ls0 ws0">Wodę <span class="_ _24"> </span>przemysłową <span class="_ _24"> </span>odbiorc<span class="_ _1"></span>y <span class="_ _24"> </span>zużywają <span class="_ _24"> </span>do<span class="_ _1"></span> <span class="_ _24"> </span>celów <span class="_ _24"> </span>technologicznych. <span class="_ _1d"> </span>Z <span class="_ _24"> </span>wody <span class="_ _24"> </span>prze<span class="_ _1"></span>mysłowej, <span class="_ _24"> </span>w <span class="_ _24"> </span>proces<span class="_ _1"></span>ie </div><div class="t m0 x1 h2 y18d ff2 fs0 fc1 sc0 ls0 ws0">technologicznym<span class="ff1">, Spółka wytwarza wodę dekarbonizowaną (kotłową), którą również dostarcza d<span class="_ _0"></span>o odbiorcy.  <span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 yf34 ff1 fs0 fc1 sc0 ls0 ws0">Dane dotyczące zużycia oraz poboru i zrz<span class="_ _0"></span>utu wody zostały zaprezentowane w poniższej tabeli.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 yfa9 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E3<span class="ls0">-4 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yfaa ff1 fs0 fc1 sc0 ls0 ws0">Dane dotyczące zużycia oraz poboru i zrz<span class="_ _0"></span>utu wody zostały zaprezentowane w poniższej tabeli.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 yfab wbc h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls1 ws0">2024<span class="fc1 ls0"> </span></div></div><div class="c x10 yfab wbd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">m</div><div class="t m0 x4d h5d yc88 ff2 fs6 fc5 sc0 ls0 ws0">3 </div></div><div class="c x1 yfac wbe h1b2"><div class="t m0 xb h2 yfad ff1 fs0 fc5 sc0 ls0 ws0">Zużycie wody<span class="ff2"> </span></div></div><div class="c xf1 yf63 wbf h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Całkowite zużycie wody<span class="ff2"> </span></div></div><div class="c x10 yf63 wbd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">533946,13<span class="fc5"> </span></div></div><div class="c xf1 yfae wbf h19"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Całkowite <span class="_ _d"> </span>zużycie <span class="_ _e"> </span>wody<span class="_ _1"></span> <span class="_ _e"> </span>na<span class="_ _1"></span> <span class="_ _e"> </span>obszar<span class="_ _1"></span>ach <span class="_ _e"> </span>narażonych <span class="_ _d"> </span>na<span class="_ _1"></span> </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">ryzyko związane z wodą, w ty<span class="_ _1"></span>m na obszarach o znacznym </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">deficycie wody </div></div><div class="c x10 yfae wbd h19"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00<span class="fc5"> </span></div></div><div class="c xf1 yfaf wbf h17"><div class="t m0 xb h2 y94d ff1 fs0 fc1 sc0 ls0 ws0">Całkowita <span class="_ _1"></span>ilość <span class="_ _1"></span>w<span class="_ _1"></span>ody <span class="_ _1"></span>poddana <span class="_ _6"></span><span class="ff2">recyklingowi <span class="_ _1"></span>i <span class="_ _6"></span>ponownemu </span></div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">użyciu<span class="ff2"> </span></div></div><div class="c x10 yfaf wbd h17"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0,00<span class="fc5"> </span></div></div><div class="c xf1 yfac wbf h177"><div class="t m0 xb h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">Całkowita ilość magazynowanej wody<span class="ff2"> </span></div></div><div class="c x10 yfac wbd h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">23921,40<span class="fc5"> </span></div></div><div class="c x1 yfb0 wbe h1b3"><div class="t m0 xb h2 yd64 ff1 fs0 fc5 sc0 ls0 ws0">Pobór i zrzut wody<span class="ff2"> </span></div></div><div class="c xf1 yfb1 wbf h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Całkowity pobór wody<span class="ff2 fc5"> </span></div></div><div class="c x10 yfb1 wbd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">759546,53<span class="fc5"> </span></div></div><div class="c xf1 yfb0 wbf h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Całkowity zrzut wody<span class="ff2"> </span></div></div><div class="c x10 yfb0 wbd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">39562,23<span class="fc5"> </span></div></div><div class="c x1 y320 wbe h8a"><div class="t m0 xb h2 y5a9 ff1 fs0 fc5 sc0 ls0 ws0">Ścieki<span class="ff2"> </span></div></div><div class="c xf1 y538 wbf h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Całkowity zrzut ścieków<span class="ff2">, w tym: </span></div></div><div class="c x10 y538 wbd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">951755,85<span class="fc5"> </span></div></div><div class="c xf1 y31f wbf h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">do kanalizacji </div></div><div class="c x10 y31f wbd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">45048,59<span class="fc5"> </span></div></div><div class="c xf1 y320 wbf h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">do <span class="ff1">środowiska</span> </div></div><div class="c x10 y320 wbd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">906707,26<span class="fc5"> </span></div></div></div><div class="pi" ></div></div><div id="pf95" class="pf w0 h0" ><div class="pc pc95 w0 h0"><img class="bi x9 yfb2 w43 h1b4" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">149<span class="ls0"> </span></div></div><div class="c x1 yfa wbe h17"><div class="t m0 xb h2 ye8 ff1 fs0 fc5 sc0 ls0 ws0">Intensywność <span class="_ _1a"> </span>zużycia </div><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">wody <span class="ff1">(wodochłonność)</span> </div></div><div class="c xf1 yfa wbf h17"><div class="t m0 xb h2 ye8 ff1 fs0 fc5 sc0 ls0 ws0">Całkowite zużycie wody w przeliczeniu na 1mln <span class="_ _8"></span>pr<span class="_ _1"></span>zychodu<span class="ff2"> </span></div></div><div class="c x10 yfa wbd h17"><div class="t m0 xb h2 ye8 ff2 fs0 fc5 sc0 ls0 ws0">37,87 m</div><div class="t m0 x20 h5d yfb3 ff2 fs6 fc5 sc0 ls0 ws0">3</div><div class="t m0 x18 h2 ye8 ff2 fs0 fc5 sc0 ls0 ws0">/1 mln PLN </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yfb4 ff2 fs5 fc1 sc0 ls0 ws0">*</div><div class="t m0 xde h2 yfb4 ff2 fs0 fc1 sc0 ls0 ws0"> 14 096 814 tys. PLN = 14 096,814 mln PLN <span class="ff1">–</span> <span class="ff1">wysokość przychodów ogółem w 2024 roku w Grupie Kapitałowej </span></div><div class="t m0 x1 h2 yfb5 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT w 2024 r.  </div><div class="t m2 x1 h1d yfb6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-27<span class="ff1">. Dane dotyczące zużycia oraz poboru i zrzutu wody<span class="_ _0"></span> <span class="ff2">w Grupie UNIMOT w 2024 r. </span></span></div><div class="t m0 x1 h2 yfb7 ff2 fs0 fc5 sc0 ls0 ws0">Uwagi do tabeli </div><div class="t m0 x1 h2 yfb8 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _7"></span>Grupie <span class="_ _8"></span>UNIMOT <span class="_ _7"></span>proces<span class="_ _1"></span> <span class="_ _7"></span>raportowania <span class="_ _7"></span>powyższych <span class="_ _7"></span>d<span class="_ _1"></span>anych <span class="_ _7"></span>o<span class="_ _1"></span>pierał <span class="_ _7"></span>na <span class="_ _7"></span>analizie <span class="_ _8"></span>danych <span class="_ _7"></span>pocho<span class="_ _1"></span>dzących <span class="_ _7"></span>z <span class="_ _7"></span>w<span class="_ _1"></span>ewnętrznych </div><div class="t m0 x1 h2 y258 ff1 fs0 fc1 sc0 ls0 ws0">systemów monitorowania, pomiarów i raportowania, które<span class="_ _1"></span> funkcjonują w poszcze<span class="_ _1"></span>gólnych Spółkach zależnych. Dane </div><div class="t m0 x1 h2 y478 ff1 fs0 fc1 sc0 ls0 ws0">te są <span class="_ _8"></span>gromadzone zgod<span class="_ _0"></span>nie z <span class="_ _8"></span>o<span class="_ _1"></span>bowiązującymi przepisami <span class="_ _8"></span>kraj<span class="_ _1"></span>owymi <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>unijnymi oraz <span class="_ _8"></span>s<span class="_ _1"></span>łużą d<span class="_ _8"></span>o<span class="_ _1"></span> wyp<span class="_ _8"></span>e<span class="_ _1"></span>łniania <span class="_ _0"></span>obowiązków </div><div class="t m0 x1 h2 yfb9 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowych, w tym w ramach raportów KOBiZE, <span class="_ _0"></span>ewidencji BDO oraz pozwoleń zintegrowanych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yfba ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>ze<span class="_ _1"></span>stawieniu <span class="_ _6"></span>nie<span class="_ _1"></span> <span class="_ _6"></span>ujęto <span class="_ _a"></span>wody <span class="_ _6"></span>wykorzystywanej <span class="_ _a"></span>w <span class="_ _a"></span>przestrzeniach <span class="_ _a"></span>biurowych <span class="_ _6"></span>Spółe<span class="_ _1"></span>k <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>Commodities, <span class="_ _a"></span>Spółki<span class="_ _8"></span> </div><div class="t m0 x1 h2 y434 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _a"></span>AVIATION, <span class="_ _4"></span>a <span class="_ _a"></span>także <span class="_ _a"></span>Spółki <span class="_ _a"></span>UNIMOT <span class="_ _4"></span>System. <span class="_ _4"></span>Nie <span class="_ _a"></span>wykazano <span class="_ _a"></span>również <span class="_ _a"></span>w<span class="_ _1"></span>ody <span class="_ _a"></span>zużytej <span class="_ _4"></span>i <span class="_ _a"></span>odprowadzonej <span class="_ _a"></span>przez </div><div class="t m0 x1 h2 y102 ff1 fs0 fc1 sc0 ls0 ws0">biuro <span class="_ _1"></span>Spółki <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>S.A.<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _a"></span>Gdańsku. <span class="_ _1"></span>Opłaty <span class="_ _6"></span>za <span class="_ _6"></span>w<span class="_ _1"></span>odę, <span class="_ _6"></span>wykorzystywaną <span class="_ _6"></span>do <span class="_ _6"></span>celów <span class="_ _6"></span>s<span class="_ _1"></span>anitarno<span class="ff2">-</span>bytowych, <span class="_ _6"></span>ujęte <span class="_ _6"></span>są <span class="_ _6"></span>w </div><div class="t m0 x1 h2 y103 ff2 fs0 fc1 sc0 ls0 ws0">czynszu najmowanych powierzchni. </div><div class="t m0 x1 h2 yfbb ff1 fs0 fc5 sc0 ls0 ws0">Działania prewencyjne<span class="ff2"> </span></div><div class="t m0 x1 h2 yfbc ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>każdej <span class="_ _6"></span>lokalizacji, <span class="_ _6"></span>gdzie <span class="_ _6"></span>od<span class="_ _1"></span>bywa <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _6"></span>odprowadzanie <span class="_ _6"></span>ście<span class="_ _1"></span>ków <span class="_ _1"></span>czy <span class="_ _6"></span>w<span class="_ _1"></span>ód <span class="_ _6"></span>opadowych <span class="_ _6"></span>do <span class="_ _6"></span>środowis<span class="_ _1"></span>ka, <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _6"></span>celu <span class="_ _6"></span>działań </div><div class="t m0 x1 h2 ya37 ff1 fs0 fc1 sc0 ls0 ws0">prewencyjnych, <span class="_ _0"></span>Spółka <span class="_ _0"></span><span class="ff2">UNIMOT <span class="_ _8"></span>Te<span class="_ _1"></span>rminale <span class="ff1">p<span class="_ _8"></span>ro<span class="_ _1"></span>wadzi <span class="_ _8"></span>regularne przeglądy <span class="_ _8"></span>i <span class="_ _8"></span>c<span class="_ _1"></span>zyszczenia <span class="_ _8"></span>separatorów<span class="_ _1"></span> <span class="_ _8"></span>ropopocho<span class="_ _1"></span>dnych<span class="_ _8"></span> </span></span></div><div class="t m0 x1 h2 yfbd ff1 fs0 fc1 sc0 ls0 ws0">oraz regularnie prowadzi badania p<span class="_ _0"></span>róbek ścieków i wód opadowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yfbe ff1 fs0 fc1 sc0 ls0 ws0">Spółka RCEkoenergia prowadzi wymagany <span class="_ _0"></span>monitoring środowiskowy, w tym:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y3eb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">badanie <span class="_ _19"> </span>jakości <span class="_ _19"> </span>oc<span class="_ _1"></span>zyszczonych <span class="_ _19"> </span>ścieków <span class="_ _17"> </span>zrzucanych <span class="_ _d"> </span>do<span class="_ _1"></span> <span class="_ _19"> </span>rzeki <span class="_ _19"> </span>B<span class="_ _1"></span>iałej <span class="_ _19"> </span>w <span class="_ _17"> </span>zakresie: <span class="_ _19"> </span>zawiesina <span class="_ _19"> </span>ogólna, </span></span></div><div class="t m0 xc h2 y188 ff1 fs0 fc1 sc0 ls0 ws0">węglowodory ropopochodne, BZT5, ChZT, fosfor ogólny, chlork<span class="_ _8"></span>i,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y3ec ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">raz na 3 lata prowadzone są pomiary położenia zwierciadła wody w studni <span class="_ _0"></span>i wydajności studni,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y3ed ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">raz na 3 lata realizowane jest badanie ja<span class="_ _0"></span>kości wody ze studni<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yfbf ff1 fs0 fc1 sc0 ls0 ws0">Spółka utrzymuje w należytym stanie technicznym urządz<span class="_ _0"></span>enia służące do poboru wody i urządzenia pomiarowe.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y35f ff1 fs0 fc1 sc0 ls0 ws0">Zużycie <span class="_ _5"> </span>wody <span class="_ _5"> </span>oraz <span class="_ _5"> </span>ś<span class="_ _1"></span>cieki <span class="_ _5"> </span>na <span class="_ _5"> </span>s<span class="_ _1"></span>tacjach <span class="_ _5"> </span>paliw <span class="_ _4"> </span>AVIA <span class="_ _b"> </span>podlegają <span class="_ _5"> </span>ciągłemu <span class="_ _5"> </span>monitoro<span class="_ _1"></span>waniu. <span class="_ _5"> </span>Spółka <span class="_ _5"> </span>prowadzi <span class="_ _5"> </span>działania </div><div class="t m0 x1 h2 yfc0 ff1 fs0 fc1 sc0 ls0 ws0">prewencyjne <span class="_ _a"></span>mające <span class="_ _a"></span>na <span class="_ _a"></span>celu <span class="_ _4"></span>ograniczanie <span class="_ _a"></span>ryzyka <span class="_ _a"></span>zanieczyszczenia <span class="_ _a"></span>wody <span class="_ _a"></span>i<span class="_ _1"></span> <span class="_ _a"></span>ścieków <span class="_ _a"></span>substancjami <span class="_ _5"> </span><span class="ff2">niebezpiecznymi. </span></div><div class="t m0 x1 h2 yfc1 ff1 fs0 fc1 sc0 ls0 ws0">Potencjalnym <span class="_ _7"></span>zagrożeniem <span class="_ _8"></span>dla <span class="_ _8"></span>wód <span class="_ _8"></span>na <span class="_ _8"></span>stacjach <span class="_ _8"></span>paliw <span class="_ _7"></span>może <span class="_ _8"></span>być<span class="_ _1"></span> <span class="_ _7"></span>zanieczyszczenie <span class="_ _8"></span>wody <span class="_ _7"></span>subst<span class="_ _1"></span>ancjami <span class="_ _7"></span>ropopocho<span class="_ _1"></span>dnymi<span class="_ _0"></span> </div><div class="t m0 x1 h2 yfc2 ff1 fs0 fc1 sc0 ls0 ws0">z wód <span class="_ _1"></span>opadowych, <span class="_ _1"></span>rozlań paliw, <span class="_ _1"></span>rozszczelnienia instalacji <span class="_ _1"></span>paliwowych <span class="_ _1"></span> oraz <span class="_ _1"></span>substancji nie<span class="_ _1"></span>bezpiecznych zawartych w </div><div class="t m0 x1 h2 yfc3 ff2 fs0 fc1 sc0 ls0 ws0">odpadach <span class="_ _6"></span>niebez<span class="ff1">piecznych. <span class="_ _6"></span>Obiekty <span class="_ _6"></span>s<span class="_ _1"></span>tacji <span class="_ _6"></span>paliw <span class="_ _6"></span>AVIA <span class="_ _6"></span>wypo<span class="_ _1"></span>saża <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _6"></span>w <span class="_ _6"></span>s<span class="_ _1"></span>ystemy <span class="_ _6"></span>monitorowania <span class="_ _6"></span>wycieków <span class="_ _6"></span>paliwa <span class="_ _6"></span>ze </span></div><div class="t m0 x1 h2 yfa9 ff1 fs0 fc1 sc0 ls0 ws0">zbiorników i separatory oczyszczające ścieki oraz <span class="_ _0"></span>prowadzi regularne kontrole stanu infrastruktury paliwowej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y351 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _1"></span><span class="ff2">UNIMOT <span class="_ _1"></span>S.A. <span class="_ _6"></span></span>w <span class="_ _6"></span>obszarze <span class="_ _6"></span>stacji <span class="_ _1"></span>paliw <span class="_ _6"></span>AVIA <span class="_ _6"></span>prowadzi <span class="_ _1"></span>działania <span class="_ _1"></span>minim<span class="_ _1"></span>alizujące <span class="_ _1"></span>wpływ <span class="_ _1"></span>na <span class="_ _6"></span>wodę. <span class="_ _1"></span>Na<span class="_ _1"></span> <span class="_ _1"></span>terenach </div><div class="t m0 x1 h2 yfc4 ff1 fs0 fc1 sc0 ls0 ws0">stacji instaluje się  systemy ochrony <span class="_ _0"></span>przed wyciekami paliwa poprzez <span class="_ _0"></span>instalację podziemnych zbiorników paliwowych </div><div class="t m0 x1 h2 yfc5 ff1 fs0 fc1 sc0 ls0 ws0">wykonanych z materiałów antyk<span class="_ _0"></span>orozyjnych,  wyposażonych w systemy monitorowania <span class="_ _8"></span>s<span class="_ _1"></span>zczelności. Ponad<span class="_ _0"></span>to zbiorniki </div><div class="t m0 x1 h2 yfc6 ff1 fs0 fc1 sc0 ls0 ws0">paliwowe <span class="_ _6"></span>i <span class="_ _6"></span>infrastruktur<span class="_ _1"></span>a <span class="_ _6"></span> <span class="_ _6"></span>po<span class="_ _1"></span>dlegają <span class="_ _6"></span>okresow<span class="_ _1"></span>ym <span class="_ _6"></span> <span class="_ _6"></span>przeglądom <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>celu <span class="_ _6"></span>w<span class="_ _1"></span>ykrywania <span class="_ _6"></span>i <span class="_ _6"></span>za<span class="_ _1"></span>pobiegania <span class="_ _1"></span>wycie<span class="_ _1"></span>kom. <span class="_ _6"></span>Strefa </div><div class="t m0 x1 h2 y9cd ff1 fs0 fc1 sc0 ls0 ws0">tankowania <span class="_ _17"> </span>paliw <span class="_ _17"> </span>wykonywana <span class="_ _17"> </span>jest <span class="_ _17"> </span>ze <span class="_ _17"> </span>szczelnych <span class="_ _17"> </span>nawie<span class="_ _1"></span>rzchni <span class="_ _17"> </span>wokół <span class="_ _17"> </span>dystrybutorów <span class="_ _17"> </span>pali<span class="_ _0"></span>w <span class="_ _17"> </span>oraz<span class="_ _1"></span><span class="ff2"> <span class="_ _17"> </span>stre<span class="_ _1"></span>f <span class="_ _17"> </span>ich </span></div><div class="t m0 x1 h2 y319 ff2 fs0 fc1 sc0 ls0 ws0">magazynowania.  </div><div class="t m0 x1 h2 yfc7 ff1 fs0 fc1 sc0 ls0 ws0">Stacje <span class="_ _d"> </span>paliw <span class="_ _d"> </span>posiadają <span class="_ _d"> </span>również <span class="_ _d"> </span>s<span class="_ _1"></span>eparatory <span class="_ _e"> </span>oc<span class="_ _1"></span>zyszczające <span class="_ _d"> </span>ścieki <span class="_ _d"> </span>deszczow<span class="_ _1"></span>e <span class="_ _d"> </span>i <span class="_ _d"> </span>przemysłowe <span class="_ _d"> </span>z <span class="_ _d"> </span>zanieczyszczeń </div><div class="t m0 x1 h2 y1cc ff1 fs0 fc1 sc0 ls0 ws0">ropopochodnych  przed <span class="_ _e"> </span>ich  odprowadzeniem <span class="_ _e"> </span>do <span class="_ _e"> </span>kanalizacji  lub  śro<span class="_ _1"></span>dowiska.  Separatory <span class="_ _e"> </span>podlegają  regularnym </div><div class="t m0 x1 h2 yd8e ff1 fs0 fc1 sc0 ls0 ws0">przeglądom i czyszczeniu. <span class="ff2"> </span></div><div class="t m0 x1 h2 yfc8 ff2 fs0 fc1 sc0 ls0 ws0">Stacje <span class="_ _4"></span><span class="ff1">są <span class="_ _5"> </span>wyposażone <span class="_ _4"></span>w <span class="_ _5"> </span>piezometry</span> <span class="_ _4"> </span>i <span class="_ _5"> </span><span class="ff1">kontrolują <span class="_ _4"></span>jakość <span class="_ _4"></span>wód <span class="_ _4"> </span>gruntow<span class="_ _1"></span>ych. <span class="_ _4"></span>Dodatkowo <span class="_ _4"></span>raz <span class="_ _4"> </span>w<span class="_ _1"></span> <span class="_ _4"></span>kwartale <span class="_ _4"></span>Spółka <span class="_ _4"></span>we </span></div><div class="t m0 x1 h2 yfc9 ff1 fs0 fc1 sc0 ls0 ws0">własnym  zakresie <span class="_ _e"> </span>wykonuje  na  każdej  stacji <span class="_ _e"> </span>audyt  BHP<span class="_ _1"></span>  pod  kątem <span class="_ _e"> </span>bezpieczeństwa  i  w<span class="_ _1"></span>ybranych  zagadnień </div><div class="t m0 x1 h2 y6bd ff1 fs0 fc1 sc0 ls0 ws0">środowiskowych. <span class="ff2"> </span></div><div class="t m0 x1 h2 yfca ff1 fs0 fc1 sc0 ls0 ws0">Obecne <span class="_ _7"></span>działania <span class="_ _7"></span>podejmowane <span class="_ _8"></span>są <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>obszarze <span class="_ _7"></span>własnej <span class="_ _7"></span>działalnoś<span class="_ _1"></span>ci. <span class="_ _7"></span>Po <span class="_ _7"></span>określeniu <span class="_ _8"></span>dokładnego <span class="_ _7"></span>wpływu <span class="_ _8"></span>Grupy <span class="_ _7"></span>UNIMOT </div><div class="t m0 x1 h2 y474 ff1 fs0 fc1 sc0 ls0 ws0">na zasoby wodne, zostaną podjęte dodatk<span class="_ _0"></span>owe działania, szczególnie w łańcuchu wartości.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf96" class="pf w0 h0" ><div class="pc pc96 w0 h0"><img class="bi x9 yfcb w9 h1b5" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">150<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>Infrastruktura <span class="_ _6"></span>s<span class="_ _1"></span>tosuje <span class="_ _a"></span>siarczan <span class="_ _a"></span>glinu <span class="_ _6"></span>i <span class="_ _a"></span>dzięki <span class="_ _a"></span>temu <span class="_ _a"></span>oc<span class="_ _1"></span>zyszcza <span class="_ _6"></span>wodę <span class="_ _a"></span>z <span class="_ _a"></span>muł<span class="_ _1"></span>u <span class="_ _6"></span>rzeczne<span class="_ _1"></span>go <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _a"></span>okresach<span class="_ _0"></span> </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">zabrudzenia wody w trakcie intensywnych opadów.<span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc5 sc0 ls0 ws0">Działalność na obszarach narażonych na ryzyko związane z wodą<span class="ff2"> </span></div><div class="t m0 x1 h2 y11a ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>Terminale <span class="_ _1"></span>od<span class="_ _1"></span>prowadza <span class="_ _1"></span>ścieki <span class="_ _6"></span>przemysłowe <span class="_ _1"></span>do <span class="_ _1"></span>rzeki<span class="_ _1"></span> <span class="_ _1"></span>Parnicy <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>Szczecinie, <span class="_ _1"></span>g<span class="_ _1"></span>dzie <span class="_ _1"></span>potencjalnie <span class="_ _6"></span>może </div><div class="t m0 x1 h2 y11b ff1 fs0 fc1 sc0 ls0 ws0">wpływać <span class="_ _8"></span>na <span class="_ _8"></span>wody <span class="_ _8"></span>rzeki <span class="_ _8"></span>O<span class="_ _1"></span>dry, <span class="_ _8"></span>która <span class="_ _8"></span>w <span class="_ _8"></span>nie<span class="_ _1"></span>dawnym <span class="_ _7"></span>c<span class="_ _1"></span>zasie <span class="_ _7"></span>zos<span class="_ _1"></span>tała <span class="_ _8"></span>skażona, <span class="_ _8"></span>a <span class="_ _8"></span>obecnie <span class="_ _8"></span>prowa<span class="_ _1"></span>dzana <span class="_ _8"></span>jest <span class="_ _8"></span>jej <span class="_ _8"></span>rewitalizacja. </div><div class="t m0 x1 h2 y794 ff1 fs0 fc1 sc0 ls0 ws0">Aby zminimalizować <span class="_ _1"></span>negatywny wpł<span class="_ _1"></span>yw na <span class="_ _1"></span>wody O<span class="_ _1"></span>dry, Spółka <span class="_ _1"></span>regularnie prowa<span class="_ _1"></span>dzi analizy <span class="_ _1"></span>odprowadzanych ście<span class="_ _1"></span>ków </div><div class="t m0 x1 h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">przemysłowych <span class="_ _6"></span>i <span class="_ _6"></span>wód <span class="_ _6"></span>powierzchniowych <span class="_ _6"></span>rzeki <span class="_ _6"></span>Parnicy <span class="_ _6"></span>przy <span class="_ _a"></span>wylocie <span class="_ _6"></span>ścieków <span class="_ _6"></span>oraz <span class="_ _6"></span>jakości <span class="_ _6"></span>w<span class="_ _1"></span>ód <span class="_ _1"></span>opadowych. <span class="_ _6"></span>Ponadto </div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">dokonuje regularnego czyszczenia osadników ropop<span class="_ _0"></span>ochodnych oraz ścieków.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y11f ff1 fs0 fc1 sc0 ls0 ws0">RCEkoenergia <span class="_ _0"></span>Sp. <span class="_ _8"></span>z o.o. <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>swoim p<span class="_ _8"></span>o<span class="_ _1"></span>zwoleniu <span class="_ _0"></span>zintegrowanym <span class="_ _8"></span>ma możliwość <span class="_ _8"></span>poboru wody <span class="_ _8"></span>do celów <span class="_ _8"></span>techno<span class="_ _1"></span>logicznych<span class="_ _8"></span> </div><div class="t m0 x1 h2 y120 ff1 fs0 fc1 sc0 ls0 ws0">(produkcja pary, do układu chłodzenia): <span class="ff2"> </span></div><div class="t m0 xa h11 yf0a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">z <span class="_ _1"></span>ujęcia <span class="_ _1"></span>wo<span class="_ _1"></span>dy <span class="_ _1"></span>na <span class="_ _1"></span>s<span class="_ _1"></span>tawie <span class="_ _1"></span>Kopalniok, <span class="_ _6"></span>gdzie <span class="_ _1"></span>woda <span class="_ _6"></span>jest <span class="_ _6"></span>przepompowywana <span class="_ _6"></span>przez <span class="_ _a"></span>zewnętrzny <span class="_ _1"></span>podmiot<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span>z <span class="_ _1"></span>r<span class="_ _1"></span>zeki </span></span></span></div><div class="t m0 xc h2 y7dd ff1 fs0 fc1 sc0 ls0 ws0">Wisły, <span class="ff2"> </span></div><div class="t m0 xa h11 y123 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">ze studni (woda podziemna). </span></span></div><div class="t m0 x1 h2 y7f0 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>przypadku <span class="_ _8"></span>wystąpienia <span class="_ _8"></span>problemu <span class="_ _8"></span>z <span class="_ _8"></span>po<span class="_ _1"></span>borem <span class="_ _7"></span>w<span class="_ _1"></span>ody <span class="_ _8"></span>ze <span class="_ _8"></span>studni <span class="_ _8"></span>(m.in. <span class="_ _8"></span>z <span class="_ _8"></span>uwa<span class="_ _1"></span>gi <span class="_ _7"></span>na<span class="_ _1"></span> <span class="_ _7"></span>nis<span class="_ _1"></span>ki <span class="_ _8"></span>poziom <span class="_ _8"></span>wód <span class="_ _8"></span>gruntowych,<span class="_ _1"></span> <span class="_ _7"></span>zakaz </div><div class="t m0 x1 h2 y7f1 ff1 fs0 fc1 sc0 ls0 ws0">wykorzystywania wody p<span class="_ _0"></span>odziemnej do celów <span class="_ _0"></span>technologicznych), Spółka b<span class="_ _0"></span>ędzie miała możliwość wykorzy<span class="_ _0"></span>stywania do </div><div class="t m0 x1 h2 y126 ff1 fs0 fc1 sc0 ls0 ws0">celów <span class="_ _c"> </span>technologicznych <span class="_ _b"> </span>wody <span class="_ _c"> </span>powierzc<span class="_ _1"></span>hniowej <span class="_ _b"> </span>z <span class="_ _c"> </span>rzeki <span class="_ _c"> </span>Wisły <span class="_ _b"> </span>(<span class="_ _1"></span>będzie <span class="_ _b"> </span>to <span class="_ _c"> </span>woda <span class="_ _c"> </span>droższa <span class="_ _c"> </span>z <span class="_ _b"> </span>uwagi <span class="_ _c"> </span>na <span class="_ _c"> </span>konieczność </div><div class="t m0 x1 h2 y127 ff1 fs0 fc1 sc0 ls0 ws0">ponoszenia opłat m.in. za usługę prz<span class="_ _0"></span>epompowania tej wody z rzeki do stawu Kopalniok <span class="_ _1"></span>przez zewnętrzny podmiot<span class="ff2 ls2">).<span class="ls0"> </span></span></div><div class="t m0 x1 h2 yf0c ff1 fs0 fc1 sc0 ls0 ws0">Stacje paliw <span class="_ _1"></span>AVIA <span class="_ _1"></span>są <span class="_ _1"></span>zlokalizowane na <span class="_ _1"></span>terenach, <span class="_ _1"></span>na których <span class="_ _1"></span>nie <span class="_ _1"></span>występują zauważalne <span class="_ _1"></span> <span class="_ _1"></span>deficyty wody.<span class="_ _1"></span> Na <span class="_ _1"></span>poziomie </div><div class="t m0 x1 h2 yc51 ff1 fs0 fc1 sc0 ls0 ws0">lokalnym <span class="_ _c"> </span>każda <span class="_ _c"> </span>stacja <span class="_ _c"> </span>monitoruje<span class="_ _1"></span> <span class="_ _c"> </span>komunikaty <span class="_ _b"> </span>lok<span class="_ _1"></span>alnych <span class="_ _c"> </span>władz <span class="_ _c"> </span>o <span class="_ _c"> </span>ograniczaniu <span class="_ _c"> </span>korzystania <span class="_ _c"> </span>z <span class="_ _c"> </span>w<span class="_ _1"></span>ody <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>okresach </div><div class="t m0 x1 h2 yb4b ff1 fs0 fc1 sc0 ls0 ws0">szczególnej suszy.<span class="ff2"> </span></div><div class="t m0 x1 h2 y722 ff1 fs0 fc0 sc0 ls0 ws0">Cele związane z wodą<span class="ff2 lsc">  <span class="ls0"> </span></span></div></div><div class="c x1 yfcc w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E3<span class="ls0">-3<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yfcd ff1 fs0 fc1 sc0 ls0 ws0">Grupa  UNIMOT  zdefiniowała <span class="_ _9"> </span>w  Strategii  cel  w  zakresie  zarządzania  wodą<span class="ff2">  </span>(opracowanie  i  wdrażanie  planów </div><div class="t m0 x1 h2 y18a ff1 fs0 fc1 sc0 ls0 ws0">zamknięcia <span class="_ _1"></span>obiegu <span class="_ _1"></span>wo<span class="_ _1"></span>dy, <span class="_ _1"></span>w <span class="_ _1"></span>t<span class="_ _1"></span>ym <span class="_ _1"></span>rete<span class="_ _1"></span>ncji <span class="_ _1"></span>wody <span class="_ _6"></span>deszczowej.)<span class="_ _1"></span><span class="ff2">. <span class="_ _1"></span>W <span class="_ _1"></span>2025<span class="_ _1"></span> <span class="_ _1"></span>roku <span class="_ _1"></span>Gru<span class="_ _1"></span>pa <span class="_ _1"></span>opracuje<span class="_ _1"></span> <span class="_ _1"></span>kompleksowe<span class="_ _1"></span> <span class="_ _1"></span></span>podejście </div><div class="t m0 x1 h2 y18b ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _a"></span>zarządzania <span class="_ _a"></span>efektywnością <span class="_ _a"></span>wodną <span class="_ _a"></span>w <span class="_ _a"></span>Spółkach. <span class="_ _a"></span>Powyższe <span class="_ _a"></span>zostanie <span class="_ _a"></span>opublikowane <span class="_ _a"></span>w <span class="_ _a"></span>ramach <span class="_ _a"></span>aktualizacji <span class="_ _6"></span>Polityki </div><div class="t m0 x1 h2 y12d ff1 fs0 fc1 sc0 ls0 ws0">środowiskowej <span class="_ _6"></span>Grupy. <span class="_ _6"></span>W <span class="_ _6"></span>dokume<span class="_ _1"></span>ncie <span class="_ _6"></span>zostaną <span class="_ _1"></span>równie<span class="_ _1"></span>ż <span class="_ _1"></span>wyznaczone <span class="_ _6"></span>ce<span class="_ _1"></span>le <span class="_ _1"></span>dotyczące <span class="_ _6"></span>ograniczenia <span class="_ _6"></span>poboru <span class="_ _6"></span>wody <span class="_ _6"></span>oraz </div><div class="t m0 x1 h2 y18c ff2 fs0 fc1 sc0 ls0 ws0">zrzutu wody. </div><div class="t m0 x1 h2 y389 ff1 fs0 fc1 sc0 ls0 ws0">Spółka RCEkoene<span class="_ _1"></span>rgia w 2024 <span class="_ _1"></span>roku <span class="_ _1"></span>podjęła decyzję <span class="_ _1"></span>o mo<span class="_ _1"></span>dernizacji oczyszczani <span class="_ _1"></span>ścieków <span class="_ _1"></span>na lata <span class="_ _1"></span>2025<span class="_ _1"></span><span class="ff2">-</span>2026 <span class="_ _1"></span>r. Spółka </div><div class="t m0 x1 h2 ybfd ff1 fs0 fc1 sc0 ls0 ws0">podjęła <span class="_ _b"> </span>również <span class="_ _c"> </span>decyzję <span class="_ _b"> </span>w <span class="_ _b"> </span>2024 <span class="_ _c"> </span>r. <span class="_ _b"> </span>o <span class="_ _c"> </span>modernizacji <span class="_ _b"> </span>elektrociepło<span class="_ _1"></span>wni <span class="_ _b"> </span>i <span class="_ _b"> </span>poprawie <span class="_ _b"> </span>jakośc<span class="_ _1"></span>i <span class="_ _b"> </span>wody <span class="_ _b"> </span>zasilającej <span class="_ _c"> </span>w <span class="_ _b"> </span>celu </div><div class="t m0 x1 h2 ybfe ff2 fs0 fc1 sc0 ls0 ws0">ograniczenia zrzutu odsolin oraz poprawy gospodarki kondensatem - plan uruchomienia 2027 r. </div><div class="t m0 xa hf yfce ff2 fs1 fc7 sc0 ls0 ws0">2.4.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Bioróżnorodność<span class="ff2"> i ekosys<span class="_ _0"></span>temy </span></span></span></div></div><div class="c x1 yfcf w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">SBM-3<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybf ff1 fs0 fc1 sc0 ls0 ws0">Największy wp<span class="_ _0"></span>ływ na bioróżnorodność i <span class="_ _0"></span>ekosystemy zachodzi p<span class="_ _0"></span>oprzez przekształcanie siedlisk, uży<span class="_ _8"></span>tkow<span class="_ _1"></span>anie gruntów </div><div class="t m0 x1 h2 yfd0 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _5"> </span>prowadzenie <span class="_ _5"> </span>ekspansywnej <span class="_ _5"> </span>gospodarki <span class="_ _5"> </span>w <span class="_ _5"> </span>łańcuchu<span class="_ _1"></span> <span class="_ _5"> </span>dostaw <span class="_ _4"> </span>podczas <span class="_ _5"> </span>w<span class="_ _1"></span>ydobywania<span class="_ _0"></span> <span class="_ _5"> </span>lub <span class="_ _b"> </span>pozyskiwania <span class="_ _4"></span>suro<span class="_ _1"></span>wców. </div><div class="t m0 x1 h2 yfd1 ff1 fs0 fc1 sc0 ls0 ws0">Zagrożenie dla bioróżnorodności potęgują również zmiany klimatyczne. Utrzymanie bioróżnorodności wiąże się m.in.<span class="_ _8"></span> </div><div class="t m0 x1 h2 yfd2 ff1 fs0 fc1 sc0 ls0 ws0">z d<span class="_ _0"></span>ostępnością, jakością oraz<span class="_ _0"></span> ceną surowców i <span class="_ _8"></span>materiałów. W z<span class="_ _0"></span>wiązku z <span class="_ _0"></span>powyższym, Grupa UNIMOT uznała ochronę<span class="_ _8"></span> </div><div class="t m0 x1 h2 yfd3 ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodności <span class="_ _a"></span>za <span class="_ _6"></span>jeden <span class="_ _a"></span>z <span class="_ _a"></span>elementów <span class="_ _a"></span>swojej <span class="_ _a"></span>Strategii. <span class="_ _a"></span>Wsparcie <span class="_ _a"></span>bioróżnorodnośc<span class="_ _1"></span>i <span class="_ _6"></span>i <span class="_ _a"></span>ekosystemów <span class="_ _a"></span>jest <span class="_ _a"></span>jednym <span class="_ _6"></span>z </div><div class="t m0 x1 h2 yc04 ff1 fs0 fc1 sc0 ls0 ws0">celów strategicznych wyznaczonych w ramach k<span class="_ _0"></span>ierunku #2 Ochrona środowiska naturalnego<span class="_ _1"></span><span class="ff2">.  </span></div></div><div class="c x1 yfd4 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">IRO-1   E4-1   E2-5   SBM-3<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yfd5 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>raportowanym <span class="_ _a"></span>okresie <span class="_ _4"></span>Grupa <span class="_ _a"></span>UNIMO<span class="ff1">T <span class="_ _4"></span>nie <span class="_ _a"></span>przeprowadziła <span class="_ _a"></span>szczegóło<span class="_ _1"></span>wych <span class="_ _a"></span>analiz <span class="_ _a"></span>wpływu <span class="_ _a"></span>swoje<span class="_ _1"></span>j <span class="_ _4"></span>działalności <span class="_ _a"></span>na </span></div><div class="t m0 x1 h2 y113 ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodność. <span class="_ _19"> </span>Nie <span class="_ _d"> </span>wykonano <span class="_ _d"> </span>rów<span class="_ _1"></span>nież <span class="_ _d"> </span>analizy <span class="_ _19"> </span>scenariuszowej <span class="_ _19"> </span>oraz <span class="_ _d"> </span>analizy<span class="_ _1"></span><span class="ff2"> <span class="_ _19"> </span></span>odporności <span class="_ _19"> </span>strategii <span class="_ _d"> </span>i <span class="_ _19"> </span>modelu </div><div class="t m0 x1 h2 y26e ff1 fs0 fc1 sc0 ls0 ws0">biznesowego <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>odniesieniu <span class="_ _4"></span>do <span class="_ _a"></span>bioróżnorodności. <span class="_ _4"></span>Nie <span class="_ _a"></span>przep<span class="_ _1"></span>rowadzano <span class="_ _a"></span>analizy <span class="_ _5"> </span>ryzyk <span class="_ _a"></span>i<span class="_ _1"></span> <span class="_ _a"></span>szans <span class="_ _4"></span>przejścia <span class="_ _a"></span>oraz <span class="_ _4"></span>ryzyk <span class="_ _4"></span>i </div><div class="t m0 x1 h2 yfd6 ff1 fs0 fc1 sc0 ls0 ws0">szans <span class="_ _c"> </span>fizycznych <span class="_ _9"> </span>związanych <span class="_ _c"> </span>z <span class="_ _c"> </span>bioróżnorodnoś<span class="_ _1"></span>cią <span class="_ _c"> </span>i <span class="_ _c"> </span>e<span class="_ _1"></span>kosystemami, <span class="_ _c"> </span>przy <span class="_ _c"> </span>uwzględnieniu <span class="_ _c"> </span>r<span class="_ _1"></span>yzyk <span class="_ _c"> </span>systemowych<span class="_ _6"></span><span class="ff2">, <span class="_ _c"> </span>ani </span></div><div class="t m0 x1 h2 yfd7 ff1 fs0 fc1 sc0 ls0 ws0">konsultacji ze społecznościami dotk<span class="_ _0"></span>niętymi wpływem w tym zakresie. <span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf97" class="pf w0 h0" ><div class="pc pc97 w0 h0"><img class="bi x9 yfd8 w9 h1b6" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">151<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Bioróżnorodność była jednym z zagadnień identyfik<span class="_ _0"></span>owanych podczas badania podwójnej istotności, które wykazało, </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">że to zagadnienie jest istotne dla Grupy UNIMOT.  <span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienia wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 yef6 w6c h31"><div class="t m0 xb h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e yef6 w6d h31"><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Środowisko (E)<span class="ff2"> </span></div></div><div class="c x1 yef7 w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e yef7 w6d hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">E4 <span class="ff1">Bioróżnorodność i ekosystemy</span> </div></div><div class="c x1 yfd9 w6c h103"><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e yfd9 w6d h103"><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">Zmiana klimatu </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Bezpośrednia eksploatacja<span class="ff2"> </span></div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenie </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Degradacja gruntów<span class="ff2"> </span></div></div><div class="c x1 yc4b w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e yc4b w6d hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fcd sc0 ls0 ws0">Negatywny, <span class="fc1">rzeczywisty/ potencjalny </span></div></div><div class="c x1 yfda w6c h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e yfda w6d h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. ds. Transformacji </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Energetycznej / prezesi Zarządów Spółek zależnych <span class="ff2"> </span></div></div><div class="c x1 yfdb w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e yfdb w6d h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">E4 Bioróżnorodność i ekosystemy<span class="ff2"> </span></div></div><div class="c x1 ya35 w6c h80"><div class="t m0 xb h2 y845 ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e ya35 w6d h80"><div class="t m0 xb h2 y845 ff1 fs0 fc1 sc0 ls0 ws0">Zmiana sposobu użytkowania gruntów, zmiana </div><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">sposobu użytkowania wód słodkich i <span class="_ _8"></span>mó<span class="_ _1"></span>rz<span class="ff2"> </span></div><div class="t m0 xb h2 y782 ff2 fs0 fc1 sc0 ls0 ws0">Inwazyjne gatunki obce </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Oddziaływanie na stan i zasięg ekosystemów<span class="ff2"> </span></div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Oddziaływanie na usługi ekosystemowe i za<span class="_ _0"></span>leżności od </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">nich </div></div><div class="c x1 ybbe w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e ybbe w6d hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc16 sc0 ls0 ws0">Pozytywny, <span class="fc1">rzeczywisty/ potencjalny </span></div></div><div class="c x1 y30a w6c h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y30a w6d h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. ds. Transformacji </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Energetycznej / prezesi Zarządów Spółek zależnych <span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yfdc ff1 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnych tematów<span class="ff2 fc1"> </span></div><div class="t m0 x1 h2 yd0d ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _a"></span>nie <span class="_ _4"></span>posiada <span class="_ _4"></span>lokalizacji <span class="_ _4"></span>na <span class="_ _4"></span>obszarach <span class="_ _4"></span>wrażliwych <span class="_ _a"></span>pod <span class="_ _4"></span>względem <span class="_ _4"></span>bioróżnorodności<span class="_ _1"></span>. <span class="_ _4"></span>W <span class="_ _4"></span>pobliżu <span class="_ _a"></span>nie <span class="_ _4"></span>występują </div><div class="t m0 x1 h2 yfdd ff1 fs0 fc1 sc0 ls0 ws0">elementy  c<span class="_ _1"></span>hronionego <span class="_ _e"> </span>krajobrazu  oraz<span class="_ _1"></span>  obiekty <span class="_ _e"> </span>o <span class="_ _e"> </span>cennych <span class="_ _e"> </span>wartościach <span class="_ _e"> </span>materialnych  l<span class="_ _1"></span>ub <span class="_ _e"> </span>dziedzictwa  kultury. </div><div class="t m0 x1 h2 yfde ff1 fs0 fc1 sc0 ls0 ws0">Większość jednostek biznesowych Grupy zna<span class="_ _0"></span>jduje się na obszarach przemysłowych. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y32b ff2 fs0 fc1 sc0 ls0 ws0">Z <span class="_ _c"> </span><span class="ff1">uwagi <span class="_ _b"> </span>na <span class="_ _c"> </span>specyfikę <span class="_ _c"> </span>prowadzonej <span class="_ _b"> </span>działalności <span class="_ _c"> </span>oraz <span class="_ _c"> </span>rozproszenie <span class="_ _c"> </span>infrastruktury, <span class="_ _c"> </span>pełne <span class="_ _b"> </span>wylistowanie <span class="_ _c"> </span>wszystkich </span></div><div class="t m0 x1 h2 yfdf ff2 fs0 fc1 sc0 ls0 ws0">lokalizacji <span class="_ _9"> </span>(zgodnie  z <span class="_ _9"> </span>wymogiem  ESRS  E4 <span class="_ _9"> </span>SBM-<span class="ff1">3  ust. <span class="_ _9"> </span>16  dotyczą<span class="_ _0"></span>cym  wskazania <span class="_ _9"> </span>istotnych  lokalizacji <span class="_ _9"> </span>własnej </span></div><div class="t m0 x1 h2 yfe0 ff1 fs0 fc1 sc0 ls0 ws0">działalności eksploatacyjnej) <span class="ff2">uznano za niepraktyczne i nieadekwatne z punktu <span class="_ _8"></span>w<span class="_ _1"></span>idzenia celu raportowania. </span></div><div class="t m0 x1 h2 y7e7 ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _a"></span>dzień <span class="_ _4"></span>publikacji <span class="_ _a"></span>niniejszeg<span class="_ _1"></span>o <span class="_ _a"></span>Sprawozdania <span class="_ _4"></span>Grupa <span class="_ _a"></span>UNIMOT <span class="_ _4"></span>prowadzi <span class="_ _4"></span>działalność <span class="_ _a"></span>operacyjną <span class="_ _4"></span>poprzez <span class="_ _5"> </span><span class="ff2 ls1">138<span class="ls0"> <span class="_ _a"></span>s<span class="_ _1"></span>tacji </span></span></div><div class="t m0 x1 h2 yf6b ff1 fs0 fc1 sc0 ls0 ws0">paliw AVIA <span class="_ _1"></span>rozmieszczonych <span class="_ _1"></span>na tere<span class="_ _1"></span>nie całe<span class="_ _1"></span>j Polski, <span class="_ _1"></span>terminale <span class="_ _1"></span>paliwowe zlokalizowane <span class="_ _1"></span>w r<span class="_ _1"></span>óżnych c<span class="_ _1"></span>zęściach kraju, <span class="_ _1"></span>a </div><div class="t m0 x1 h2 yb81 ff1 fs0 fc1 sc0 ls0 ws0">także <span class="_ _0"></span>rozbudowaną sieć log<span class="_ _0"></span>istyczną obejmującą <span class="_ _8"></span>transport paliw drogą <span class="_ _8"></span>lądową oraz kolejową. <span class="_ _8"></span>Mając na uwadze <span class="_ _8"></span>s<span class="_ _1"></span>kalę </div><div class="t m0 x1 h2 yfe1 ff2 fs0 fc1 sc0 ls0 ws0">i <span class="_ _1"></span>zakres <span class="_ _6"></span>geograficzny <span class="_ _6"></span><span class="ff1">działalności, <span class="_ _6"></span>można <span class="_ _1"></span>uznać, <span class="_ _6"></span>że <span class="_ _1"></span>Grup<span class="_ _1"></span>a <span class="_ _1"></span>prowadzi <span class="_ _6"></span>działalność <span class="_ _1"></span>e<span class="_ _1"></span>ksploatacyjną <span class="_ _1"></span>na <span class="_ _1"></span>obszarze <span class="_ _6"></span>całego </span></div><div class="t m0 x1 h2 y34e ff2 fs0 fc1 sc0 ls0 ws0">kraju. </div><div class="t m0 x1 h2 ya97 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _e"> </span>związku <span class="_ _d"> </span>z <span class="_ _e"> </span>powyższym, <span class="_ _d"> </span>Grupa <span class="_ _e"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _e"> </span>identyfikuje <span class="_ _e"> </span>c<span class="_ _1"></span>ałą <span class="_ _e"> </span>Polskę <span class="_ _e"> </span>j<span class="_ _1"></span>ako <span class="_ _e"> </span>istotny <span class="_ _e"> </span>o<span class="_ _1"></span>bszar <span class="_ _e"> </span>własne<span class="_ _1"></span>j <span class="_ _e"> </span>działalności </div><div class="t m0 x1 h2 y7eb ff1 fs0 fc1 sc0 ls0 ws0">eksploatacyjnej,  z <span class="_ _e"> </span>uwzględnieniem <span class="_ _e"> </span>szczególnego <span class="_ _e"> </span>znaczenia  obiektów <span class="_ _e"> </span>infrastrukturalnych, <span class="_ _e"> </span>takich  jak  te<span class="_ _1"></span>rminale </div><div class="t m0 x1 h2 yfe2 ff2 fs0 fc1 sc0 ls0 ws0">paliwowe, <span class="_ _c"> </span>s<span class="_ _1"></span>tacje <span class="_ _c"> </span>paliw <span class="_ _c"> </span>oraz <span class="_ _9"> </span><span class="ff1">punkty <span class="_ _c"> </span>dystrybucji <span class="_ _9"> </span>paliw, <span class="_ _c"> </span>które <span class="_ _9"> </span>odgrywają<span class="_ _0"></span> <span class="_ _9"> </span>kluczową <span class="_ _c"> </span>rolę <span class="_ _9"> </span>w <span class="_ _c"> </span>zapewnieniu <span class="_ _9"> </span>ciągłości </span></div><div class="t m0 x1 h2 y352 ff1 fs0 fc1 sc0 ls0 ws0">operacyjnej i bezpieczeństwa energetycznego.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1f6 ff1 fs0 fc5 sc0 ls0 ws0">Plan <span class="_ _19"> </span>transformacji <span class="_ _19"> </span>w <span class="_ _17"> </span>zakresie <span class="_ _19"> </span>różnorodności <span class="_ _17"> </span>biolog<span class="_ _0"></span>icznej <span class="_ _19"> </span>i <span class="_ _19"> </span>ekosystemów<span class="_ _1"></span> <span class="_ _19"> </span>oraz <span class="_ _19"> </span>uwzględnienie <span class="_ _17"> </span>różnorodności<span class="_ _8"></span> </div><div class="t m0 x1 h2 yfe3 ff1 fs0 fc5 sc0 ls0 ws0">biologicznej i ekosystemów w strategii i mod<span class="_ _0"></span>elu biznesowym<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 yfe4 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E4<span class="ls0">-1<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y67f ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>2024 <span class="_ _1"></span>roku <span class="_ _1"></span><span class="ff1">Grupa UNIMOT <span class="_ _6"></span>po <span class="_ _1"></span>raz <span class="_ _1"></span>pierwszy <span class="_ _1"></span>przeprowadziła <span class="_ _1"></span>kompleksowe <span class="_ _1"></span>badanie po<span class="_ _1"></span>dwójnej <span class="_ _1"></span>istotności <span class="_ _1"></span>zgodnie z </span></div><div class="t m0 x1 h2 y24c ff1 fs0 fc1 sc0 ls0 ws0">wymogami <span class="_ _f"> </span>dyrektywy <span class="_ _10"> </span>CSRD <span class="_ _10"> </span>oraz <span class="_ _f"> </span>s<span class="_ _1"></span>tandardami <span class="_ _f"> </span>ESRS. <span class="_ _10"> </span>W <span class="_ _10"> </span>ramach <span class="_ _10"> </span>tego <span class="_ _f"> </span>proc<span class="_ _1"></span>esu <span class="_ _f"> </span>zagadnienia <span class="_ _10"> </span>związane <span class="_ _10"> </span>z </div><div class="t m0 x1 h2 yfe5 ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodnością zostały <span class="_ _8"></span>zide<span class="_ _1"></span>ntyfikowane ja<span class="_ _0"></span>ko istotne z <span class="_ _8"></span>pun<span class="_ _1"></span>ktu wid<span class="_ _0"></span>zenia<span class="_ _1"></span> wpływu <span class="_ _8"></span>działalno<span class="_ _1"></span>ści Grupy <span class="_ _8"></span>na środowisko, </div><div class="t m0 x1 h2 yfe6 ff1 fs0 fc1 sc0 ls0 ws0">co stanowi podstawę do dalszych, pogłębionych anali<span class="_ _0"></span>z.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y8cf ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _a"></span>moment <span class="_ _a"></span>publikacji <span class="_ _a"></span>niniejszego <span class="_ _a"></span>Sprawozdania, <span class="_ _6"></span>Gru<span class="_ _1"></span>pa <span class="_ _6"></span>U<span class="_ _1"></span>NIMOT <span class="_ _a"></span>nie <span class="_ _a"></span>przeprowadziła <span class="_ _a"></span>analizy <span class="_ _a"></span>odporności <span class="_ _a"></span>strategii <span class="_ _a"></span>i </div><div class="t m0 x1 h2 yfe7 ff1 fs0 fc1 sc0 ls0 ws0">modelu <span class="_ _4"></span>biznesowego <span class="_ _4"></span>w <span class="_ _4"></span>odniesieniu <span class="_ _4"></span>do <span class="_ _4"></span>bioróżnorodności. <span class="_ _a"></span>W<span class="_ _1"></span>ynika <span class="_ _a"></span>to <span class="_ _4"></span>z <span class="_ _4"></span>faktu, <span class="_ _4"></span>że <span class="_ _4"></span>rok <span class="_ _4"></span>20<span class="_ _1"></span>24 <span class="_ _a"></span>s<span class="_ _1"></span>tanowił <span class="_ _a"></span>pierws<span class="_ _1"></span>zy <span class="_ _a"></span>etap </div><div class="t m0 x1 h2 yf29 ff1 fs0 fc1 sc0 ls0 ws0">gromadzenia <span class="_ _9"> </span>danych <span class="_ _9"> </span>w  ujęciu <span class="_ _c"> </span>s<span class="_ _1"></span>konsolidowanym  ora<span class="_ _0"></span>z <span class="_ _9"> </span>rozpoczęcia  systematycznego <span class="_ _9"> </span>zarządzania <span class="_ _9"> </span>zagadnieniami </div><div class="t m0 x1 h2 y5b5 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowymi w nowym standard<span class="_ _0"></span>zie raportowania niefinansowego.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf98" class="pf w0 h0" ><div class="pc pc98 w0 h0"><img class="bi x9 yfe8 w9 h1b7" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5sAAAKKCAIAAAA89NjNAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzde7xlV1Un+t8YY8611n6cR72rUqmQB3mHQEIS5BEI2orSiLTdtoiKIkKrbfu6en1wW5HLvS3N5doq3Re50shTeQooL4EQCISkUnmnklRSqUpV6l11nnvv9ZpzjnH/2KdC0PTnfohc0Ov6fvbnk+TUOaf2WWft7N+aa8wxyMzQ6XQ6nc4/AxHRJYYCSnAUBXHtT1ShEZjAEZABOSDTP4ASIIAHaPq1vjuQnc4/Oq47BJ1Op9P5Z8JAYMAAIgB8+l2QAQN7KAACPODXPggFFODp1xNA3VHsdP4xom6NttPpdDr/TNSwDCADKX1DPFWDATAYA4BOUy/AgKgRbPrpBhifjredTqdLtJ1Op9PpfNsFYPqex6fz6hoDAUiA/r2v4elDv/FDnU6nS7SdTqfT6XwnmCERImDT5VdoAhJggKwVy6ZpwD1dRvu48EraJdpO5x+tro620+l0Ov9cUABn05oCzZBIjchAaNeCKikqAIlchFMwgRzIAWzToGuAUpdoO50u0XY6nU6n8x0ToAITZEjSRIwqkIogn74ZtgyewGecUmLxwxmFM8AAIwCcEBTIusPY6XSJttPpdDqd7xgBBI01uRoOHd/5n/5YyknjUDnNEg9bGFetl4V+n847+3kv+6F8y/ZsOCCDERRIQIJ2ibbT6RJtp9PpdDrfMWYWQJ7YNWXz+a9OPviZLVE9q3eaJ8w1iKxjoTDXu+TVZ84ONgM5AiAgwAgJiOg2n3Q6XaLtdDqdTuc7h4RaBAdgZfnGP/2zS5qwqS0bxBLqYDMA4Ffh2tnBBd/3A3AOoUHfTVt3CeBg3CXaTqdLtJ1Op9PpfCclmFlD7WCycvLR/bkaIwhizFRhsdUAGVHbP2sDnroNhcaiaBgC5AAZsm68QqfTJdpOp9PpdL7DzNhMiO66Y1dW+IBxQLPqw4lhiqLLDYiKoxrPvO4Z6DdNISdcQcAAyKbNu8wA7d45O51/hLp+tJ1Op9P5h5hMkCX42QYIQI7jHhHNtui4EQgQAQZyIAITwIAh2lRlnKNmUIoz4sZAkzAUJENBUIXx1+cdECY+DjJAeZHiemRYqFbW9x7m6rLYyxo9hXI+7zkV4PTsBAABCMAIMKAH9ANEsZAjB6q0uG+fHT9RT8Ypl0a4dJxIyGTj+GjZL7ZeefXc1s2IUIeTBSKw3YAJQg8Lgq0joFh7bnWOFpidAGM0szbp0bDRDIy8OzG+eQEglA6r0BxpThNHAnMQUnI+gWvsG2CroT8BWqDApG8VrAftA6QGhgFkHqdHaYCgCIbAIEJOxilCvGo0MxEBAKWWKQERIIMHcgCUxk1d54M5VRD7BCQzIVJthUlTQ5QLS4iRHKeUhCXE4Im95DDEqnZ5UbXjXj+P1hgZwxk8wfH0SaECUoBvIQXM4tgJgaYvFZcgDJC1QGpoYBoLNqQIJVAWjckjJQhUOECprSnreTMQAawxls4BEKC3NsqZAohASBqJOSExOKWQTQ8BkNqWs+HpNsyAwRS89mpKQEwpCA1BMIohtUrqWAjg6fdVhjKiprwS8gBrIkYGhiqMYKzjdtTLitOjp5XWRvM9hgE5/QIOmFb62PQj0ARmTCb1YFgAUFUW7hJtp9PpdL51tIycJbg8AobW4xSSR7MuJhcZhW+ACWwEdpDNRl51wqGkKGZ9FBXJGOyhYloQa6pJ1qZ0eYDBBk7gCAwMCFZ7LiAoterRAuvm1jLAHNNSXW4oGKqIAQmgHM41KlIs1nXqu5JbQPsYOENhlsXaKQAFGQSRBCRkJE2T6jLMrk/sRWGCCWlmqT+eOO4laNv3BAhBDInQAALkDaiNy0PXkswDeQRcV6DwTUu2lkGTGpEKqRlIjSAgIUJUJI3atj2XgQRk6jjAlMBQD+VpRuK/k2hTSCVDhHtkRAYFmAGDGWJMPmNQAAIBhgzwMJAlEBlIlUwQk6mSdzAzaGS2lNh714TATpg4xCQQhnrmpq7zvIAmOEkawdGIo8KMhR0DZGBKBG0BJedhbA1ptGSUDRJYQQRQSkKYsHCyglOsS58Xptwqc8YEUIKGltkRsxo0mc+orOt+nwntNyZabdqWRcT7JiQRMlMRMU1sa82W2cnXp4cYbPqAMsGgZiqcxWQGJSdqZpaIYCnl4smASCCKUmpUcY4gTD4lBRDU2LMSGcw0ZcwACEYATX9RRmu/rem0aUqnP8JkABCiZp5DMBEQET1+hHWXaDudTqfzD2doYI5M1sZwEcKpo/Tgw25xDDhlbXzQAZVOzPLZ2hWtNrFcQr31+deEvAg8YM7HGNsjR/HgwXXEKZTJq/fikyExWFLm7Clnue1no0nIMxViQgpKgiZUvcyhVNxwD3wLNJA2+ZCIstZB+2OSpbPX9596XkDZh0xUt7Ev9x+kg0d7ZY0YIApmA0gFie+08YVXPCM786yacjUdqlFswi23+mgYV0iG9esODybbR4BhNSdn1G84OPYveOYJpBn0ekowgXRTGL5pY8CAGQVqQBAyVIQMKNqEEFC4kejM/iWgxDmbJ0CGXFYiD4ro0AIOKYuGaCj842NSG5tkwbti38NHjx9bztxcoImZhcaKLBdJV19zIaCMlmCAhzkA999/ZGllVLfBudzlPWaKoSbWZ111fmyQZVDGyurk3t17QoDzPecyEdFYX37ZhcM+1WXdyyQmzwJyCGoHDh3ft/9IL18HywiJ0YJCHZtrn/cMrZFLIiZLdPs9D5YRyTwRKAVHSH0/m/PTLzob2gBW1a1kg3v2HB6P6lx830ki5TyvJ2VKun7DzPlP3UpIhBYgQgZjKFo1AoWEL9+4qzeY6w9my7IkM6bYy2k4KC64YMfXIyIBQNOGLPMK1HVyXkSgQNPgkQMn9+7bN65K5xwzP+Npl56xab7I4AimiBa89wSNMTnnAYzL9s679wSTJtpgZtaiUpzO6TM2gB6XQtdSLBKn0yGVGQpA2J519UUxwnnATFXl9OryY7pqoE6n0+k8eSPwACQKEGBAG5av33Xv699cHF3weVHCHNWpHdVOKslFs35rG7ZsPEL1i/70P/urL/dESCjqct/f7tz5hj/a3MSCow5odbKSqfnExlLl7syf/fGn/c5vgQgJShaEnBIbISOrR/v/8pO3v+6tW6vGWxtcWfsU2WYbJ6F4KPcXvO7nrn7NZuIcgWdzxcnFO9/wxye/8NVNdYxhgowSgYyzxFnkT77w4t/Yfo7MVYNZpxqpanHznR96zb/fbBgvr8wM50ITjs/FcxdhhGMDzpPM1oxLzn3hZ/98rudyTagUPu8S7ZOgMMDWCk4M5KGEBCgpUwJTgYAvfvkLN332e/7bHzi2ABV2MDibTnJjUAITYCB67Ia2F+/IT8r2v7/jPR/72GeWFupsVkR8DDpaXT1z+5bPf+5jWzYPDExrl2WA4bd/90233X5nCJHYqxpgTGnb1o1/+5mPblgnMKyWzTve+e43v/mPfTYU7oWgqlpk9MMve9Gb3vS7EIYjR4gJbCDQDV+6+c1v/pPVlWTIyEAUQHEw8J/8m49ccPY6CoKANuDHf+JnJy1qFWGhFISw3K4+++rLP/ret88MHZB6/X4Z5P9629s//7kvrSyOc8rGzcj3nCpmZ2ae9awr3/++PyFjJvcNfTmY1PDev/jEH/6X/7q4UIVA3nsRiERo9dKXvOg//cEbZvuPLXwqAJ+5NmmIlhViwI037Xnne95/6NEjD+zZ0zSRnB+Pytm5YayrSy4677oXPPdHf+TfXHzh5hR4vDRet27IjtoYvPM377ztp3/2F5rWK/fF5YgqFp/gl//1VVeNjLVFXJt2F4nPf96z3/eeP2IPVWMmeaLXV5doO51Op/PkNeC+EiJiBuU2s5ruvHfH/fs2kibnF0O1QXQmVQluhHzifBGJR6utTyfuvnPjcy6ryXJCGshZF553PNi21XrYVrXUrQs+apaQiMa5lDvvwniCmT5SMpUoyNQAi5lSVS397ZcvWJ5sa0qPJmFSZq3CZtvMy2ya2/TM513V9Iqi8SgjXFXvunXp5p3bj586R7ImjKOYAU7JKbPyU867oL9tB3wekAK3/XZ84hOfvPjwqadsmD9Wl/02+SpevdjOKgBeXiavLofbd8+D48/dMPiXL1RSckTSlRw8GQXUAGVwDigkwQHGaB0VYqhGyzd+9ejv/85Yw/Wv+eXn/+LPZZc+DcOBGliRASCKwkk0gxIEp5f/YkrifK9XJPOjcTIajNoAwHHu+xvGlc7MDxRgOCBhbUYc1M2MGm5b6fd7yVLmuK5Hhw6fmJuTFAEz5zJ2PZIBeG5Sm6rL83xULX/kE5+75PLLX/mTP1Smpg8njBBNhQzu5MKYeM6sBxAogWK9vLJh3dCmRQYOqbWIojWrEwsyUs/QrJe1wfUGRYzBrHW+UKS9+x5dnqSiv81blrsZzUIvy0dldfOu3bfe8ciVTz/b07QuZk1rMNUPfPjjq+PUxIK477LBZLKS+QDExdUKAuhazSqQjKDGYPE5Pv23O9/5ro/cfvu9k6ZJail5WJ+j6w3XJ6U6ysOPrj7wzg//+fs/+oIXPPcXX/WKq6+5MAEhmPe+CpG9U3h2c5MJE/V7GalWABvIHl86QOmx4toATzAyJSRGEPC4bJMhRQiBWWNKTvzfOX+6i8hOp9PpPHkZRIxgaFhXEZA1+2+/0Wdh7CaH+yvHhuOVQRMQFG3MmrZo1IcQV7bPzt1/6y1BsMKuyvBo7viZ58tFO8q+r1BHayhLmoeUtSlr1dfLD+zBwhKyEFzySjlAwsiQrMWjR45+4rNbm6rKQuVD3WtD3lrWJh9PpOXeM54iV1/4iKDp55gbmNRf/dzfLJw6NtvzIU2Ca2tfN76ufLtShJOD8C9+5lVYP994dxR2hFobLey98YYNzo4ee1izQNzOwDKLhDagVtcaB6D148nn/+htyXhJ/HLRb510J8aTOZcUOSwSJhliASL0AQcotQgNHnrk3v/4lpnx0rmLK/yx67/46l/Xux+gWAU2EKbLuhV4FYxv3HDknCegDSmqN+pBBq0WrlgfrahbSfA+m+5Rmu5MWstYdUI2MxfZJfZKrmpjUmMnUVHVwXlyGbHvN4HGpRoNzYZVLZDZhdX2db//vx04eoqlAEE1ek9mqNqmbOsEisSBfIALyKNh0PcxATQNlKRANLSJGuXauDEZjWMyrwSDiDiDgeXIiQU138RsZcJwc6OGm5QlKlbG8c/f+1EwFGzgtQ2MBOfw6LFTt99999K4lHwQ1Y/KAOkF89F4eVLF6SH7+oEjIx5X6d1/8cnX/vyv77ztgUntyhZtcuABu6HRIMa8qqU33Lw8jqOaJ0E+9qkvvvq1v/GpT9+hgDEmbeO885lXk8kkwHois5qcGdSQ4BJcQNZSFpAF+AQXp3XzlkfLk+UJmVqWzIVkSvAeJFgrf/97ukTb6XQ6nSePgbZtIYgaW6xivHrs4YcKRFibULuCSklLPS57Mk6tCLHGrei748tx98Gi4c2RZhok9KPLr/mhH1qYVDn3+pCsTllITtUn5BHZqdV07+5ojXpCUqcAoRXNiO76s/eew7nnkNqQNJlZBs6NkTCc25CftaMBMvTUAAMtl0d37d5Q03xL1JZ5MtekLJgzHpX18IwzNm85C65oRQAeYrB88NHqyAkX0qDoE1FUBejEgB6cpT3DcKqvp/p6KkuZCD9whE+stNAERNXuxHgy1KYBLABjoCGowQP9EPDg/nve/Me9+/bPalpfh3Ma9Pce2v32d6NNXlsw4BBJIyKB8XemYJgByDLxWRHUlIRdHoMlI3Ge6IluVhvgeVKWPs+SJQiTUH+mF2MjjOGMByUAoVWf9YkzgiPJiPI2YnZuo89mvvyVm2qd9l9ogciClJrZuSHYQGRsxmRELpPVUek9FADDyMhRsuQyUSR2Aqa8N2TxKcE5ZmICjUZl5guDI86aSNFkMJwbTVpxfZD/4vU3VjUmTTCgamoQYlQF7t59TzQlIYORUF4UBoUYCT/08IPGsKRQ1bZVm66e0v/xlv/y+t9/Y91qWYVkrigGqmaGyWSiGlOKPpPRaLR58xntapngm0gLi5Pf/l9ef889x0VY2ANomkaEBoMeGcrxKlEcDr3zCKluYqtQY1Ih8S5oAJsvmL4OREZEeZGnBFW0bQRARF2i7XQ6nc63kgCUS3Im2pwRsgPv+tiOxXp9226M6ZyRXbBsRXAnmJbJs+9pox5EsCF0/eHV8Ye+5EaEBgaXKMNVV25+1pWrjgsu8sisTuEUnAV3Ro27P/xXrp6UaMCE2qJgDOZjC/GWezfWTUNjci4615ILFaiUIINDRNue81xo0Qd6CiSc+uruwb5T52svr8rNfg5R59wwDx4xk81nNJdfmskQJQZRNhlvmtTjmx44c1XnInoBvZYGrfQggXqreR5930UJKbaeZtv4rOMIn79no7p+SP3uvfVJXh4JIE4hSQGMOCm3cWWh3XX/za/9n1c/+vlzAwar7YxinWJbm8IXvvbgb7yeHz2S0mQV45rNBeunoE+QT6elBKTgBCFby5Uw/sY984+PwgEUgGRrhQjTe/HJphv/0QKAyXS/vpEZWSLLi35ZxdVx+573fTwlWGrYcZNatZgVrgnltNgASEACtaBWORgBFEEJpKAESkZpehcej29xZdPYJiLZ6nhsoMRGnoyQEop8oEpmbnl5snv3g7n3ZhARQFkoArfdfrfzPi+KkFrO0KQazsRxtFiW1cootaGCEMQRubK2D3zoUx/44CeXFhvvh1HJDNV4tG5u1lI1N+NTWCmyRqvFQY8PHXpkfsvWWNugv6EOcmqx/Pl//2sP7TvqHLcpEZGjVE8W+0UcFNHJuG1OJF0mVHkOo+gcA9q0VZYL0DbN2HPlqHJSO2qFg1DQ2GhUZmRe1JTwBIm2q6PtdDqdzpPXT9oyarJeYhxavue9H3tqHWvAQIGE2LWUBS4mrc6SRwiNwxKFYBwno10f/qvrfvD7x7N5AdLM4xlPfcorXnzT7tsGlZBJlaERgkkvyEzAvZ//0rm33F5c90I4QokIEBDvO8gPHGStqrwNPDN2QSQfitfWLczMPTCXXfncZ5ac9UHJIBlOfnXXuibNgBN0nGMEKpiUfJn1D2TZpS964bSaMAp6ACZp9QtfmwupJa09InNgKZPzbT7fNrOwLDaLFqiwHLxe6fD1X93+Yy8qUzQ/6Appn4RARBGOMANuoDU1WVujDbf92u+t27nn7Nm50cqpzPIGqbQ2Y1535OjJd3/4xNbNm3/91UVONXwa1zPDuSTp8Qu/0/VUgJVNGWrGUAbMjKDT29en20hNHwQGrdV0JoJjkK51lSIQDEpQNgDTiukEijAy06ZN4tzcYNNdd+39wIdu+IVXPD+l1kvWQsaT8bA/mFQKSmzTstFEMCOyx5pYre2vNIapEZMBZhRBpzdOmRDYoo1XJ+BcLXAmaiG2cVAM2rL2nLXNZOfOu6955gVJLXfeAGIS4MYv3SpcqE3bl4WkKfMEMlMKrVWlZusd2JomeXZO3Dv+7IMnj08Gg01EeUqNiDlqF44fnJ0ZvPD5l196ycVLS0tfuuHLjzx6ZNumTUtLY+f79bid7c0srZ7gYwuf+Pj1P/fvfnzYl0svuuBP/vAP6oZAfVPnpM7zMCrtv/7pe/bsfVSoNypHRJQ7gjYbN8z/8i/9wvr5GQAEJTM2A6WN62d7OT/Ws4upS7SdTqfT+daqgUJbEacmX7uzPXxqLHpoiCiSxCtLinLm/PZmYaUYV944Ik7QkvhBDIsP7cPKUjm3dT0gRPBWXHmpzfbT8smBoTZSAhvlkXqmm+pw5Iabnnrd88AJmRBQQMu9x+ajBAR4nolURfUsfXNZy5OEzZddio3remBqAQI8st0PbgVxudIHL5arLpcwaXooWs1W6rDtgguRoXZYZVuP6DQuPHqw7+ISpXGhCZJAapw2rPdHjvdhJpycmdPWxaTN4pFHtjelm+lV0G6Z9kkQQkhwDkjRUjWXKcbVoT96W7r/4e2uKJdP1dSWyBrmFkmAWWYJ7cEPfGTz867InnMVYp3Nz6Ey84+Ls1AyM5puelIjNZizxEYJykiPLdKuJVqyabYUAxvBmI0xXdCFwdgMoGnHZLDRWvBCAkGcqCkR1XWMLf3Z29/z0uedv/2s7QrAoImIhGyaxQxm05y61sMKAmNA2ZjW/sbpA4kiI7GdzrpAW9WqylC1FsRmsJigBjMh9j57eO8jj/38DJhp0/LRw0uapG2Ty/KkgabpPCmREFGKnNA4CIjAuG3XwQf3HCiKecA1TcumKVUb52ePHDn0+tf97k/+5Et6BZrG9u37Vz//8796bKEa9LKm0dneXBXG69ZvqpvVG7/ytV/71R8HMDc39/3f/0I5XQyiGp24MuD9H/xoVY5MzJGLMXGWCbiX5T/+8u8dFmu/PzpdS0AGJqRkzGZmT7RE273kOp1Op/MP0aRkqJHcanXvn3/8nGWaaTgQK7wPUtSiyM54yYt3POuq1jnAksSxb+DD5rra8eip0U03e4TZGlmESsDFZ57xtKcmazIYmyWCArnCI5ytdOpvvkzHTiW26eiF3iilr9zTC6kVNtJ1jfai+Yi8pAxsg9nnvPIVdb+gEDFpEctHD+8Z37N7WJaCEhJGViIjRupDXKKnXnL54ILzLdUqMaKhyfLqpz47c+hEPzbKgSwVSfMEAtJLr81m5xy4Igt9jmiWeXyiKJcOPIidtw9CLQjdefEkcIQEJELIqHDQe/fe/lO/dOAdH9hc142WY26Q+cN5Ps5yL96rIkx8GBcHDt76629cfOv7sxWtNS0WON3k4HRCpYRpFwVKhpRI2RJbEItsiS2SnW7ZtfZYW9GVJKTTh4d5aIa1aWSs8GSAgc2IWlBD1Bgq7wlAVTa93vy+vcfe9Ka3LiysxgQz9PPZqgxkjlVYmQ2sRMYGD2CtS5USVMiYzbGKTD8TAYiE07UPihPHjmbizBKoFR+Ek4ciRccc2tY7d+cddywsVtMoGDUp7H3v+lo55tg4Rk4QM2OBqapCqBcbt7rUtLFWwBfZpExvfONbyopNs9iysCt6uXdWr576n37pta/4t99TuOAQcynPP2fuDa//1cny8Wa8xElDHdlno0kNyAN79j2yf5GBXCDWkjaMhqwmqzWUhTOLbe7YEfWLgXfeoua+CFUzyODReASP6EzFVMw0KgFMRoAmBbo62k6n0+l8a4UQWFdR8qHjo6/ce8FEzmrpzJGcv8IXjPj8MXPu8bLr3Pddc3iDO5qFxVkszWE8UOJmQxOO3H2noULCxMXlzGGW+1eePy54LLqSY7lnKz2MPRrEfFL6gyfHBw7HaaYgoKXq3n1lXKV+rprGVtcF1z0/IU1Ff3jxuf1nP31RJHjAp0lY+ODNn5zYZMSVGw5P+GZllk5mse3nsZ8vO3v6i79H1w0pol+X8wiyONr9zg88pWo3pLS+SRsr3TJOWxvdGKE/8JzeuvUAt1DnpEgpFyMJ7tAxfH4nji7l3c6wJyfCCaJglRKQ7vqTP9Ob7j57HCU0ExdSntUxLM8PS2ZJKIxINB/KvCW556Gdb3zr0qdvgMgCr2U/PD4DTqdfwaZVr4w0fRASvqGW1oBpfcFahYEYkwmZgznY2vCF6YLy2t8AIxghEoVePwuxbdt2OJwpJ0FV3vXn73twz2ERCKNtdVAMASYIgdiIQZh+568jgmMVUhYTMmET0PTK7vQTBE6ePOmcM1Ni9Zl5T947geXO11WVYtq3d9+xo8em3zCZwvC2//YuQV+T6/fnU7RMHKmZAiZCWV3r0sIky/24mQDYt//kLbfc5l3PSSGSadJqMo6xPufsM3/nN3+xl0vuwKhhk36B77rm8qdfdsHcsM+g3LmQ1GVZWbVlWd9449fMAIOIMTUpLiMtOwmkiWFtVWqKmffleNzzBYOQICShBaNh1IyGKRApkRFiCjG0NWDe+ye+IupeQZ1Op9N58ub7lvyFcAu33rrdxobJQs89OvTHMh5jUuJUOzeDS6/ES3/wuPeXFFu2L0cucdTLoUE+QjO+8+719ejhAURlfdPHJHdXftfDw8FCvyicnDeiK06hn88cyErO6jNLG+88mgfXCkpusXS37r3pXEi/oSatWx302iZuG+sWTUdcs+WVL44b53vorSILGQ0O2nWv//T25eXzo9jYTuWzG5r12xdw7nCwWD56YJvr/bt/kzBjUctiiAR88Y78rodLxw/3XDC/TTaNzQ720rFBmDn7Annxd9/Wz1eyXhYELCPRmUavquTQ+z6DZDVHIKJRNEBCMItQQ4C2iECCdYn3iZQeKJCrRizGPXfwRz/1jPF40CyxLnvRMkvjwlDvGdCJksIB5dqd1Y7POFxs3j8/tKDluz5ePPTwFoxHqBYR2kRIrkU+hlCLojSGlp5I84kVDQ8CFxHeTldk0lr25a83+idNnFRCdI1xo1KDGwIcIAiJkdxYbahp1uANrp4UpLO9IS3Xj7giZcWG4ZaLPvTJz48iApD1w6Q6QQhkgImBDTCCkioAjiYtWBUxMRs5FTJpkkwozZoVRoAAPppDCxmVlrSX83y5HNuQtKdL8cRIl4qZdUurmdr2j338emY1TLz4QwdW95YL4yxa3o4mxzIXWAzOB/aTZEliLwsH9t8J6zsaKvDQ/vvXb9vQUrtSr8Bp0DicmRfu/cjLX0SiLhMzbhs4mTMbZNng2u/+vlFbtVIHX3tqtW0GvYFY/plPX0+PJU3Knd/EfqvpOs5nEiXfy51sbOvCZ2qyYNTE1hMz5QBmgRlgAOSAA9j5TLzLiz6Rm36kS7SdTqfT+ZZiZEKIunLXXU0zCWhSbLPp7UHXC9LfePY5EMbczLptW0eTshdkY/RzpQ6btMlcc/9+PHiEAKcEI+TF5oufmp+5lZXcSpOaOGabVKMeZVVbpxQnD3JzhQAAACAASURBVDyIAGEUGg9cf2OMISGpJiZwaAa9fKVeNeTZhk2br7mqcY6S5oByWvzER93iChkpkMhEjQAPGY9KksG2Sy9k55wIzfbNEtp258f/mmCWAqVAXsbVxHGessLO2LL5jB3rnnFFb916r8y1WasgaiwFYP/ikf1//TGnEQAcQ6AAgb6+Cki6Ns++8/f0ASXcX5/IGtz1e28/ayUdiKOD82iLvAiYbWhjzM6vB2rF8dneylM21C+6kl738svf8iv/+v983Q/80e+ue+m1y6eOOK2L1ObTxlnp9Dl6eucXGVjtW/qsv/67dM4xS9s0Tlgcysm4LOvPf+6Lhw+dNKCu2qI3PJ27/kHXNDGGafsqVWVmgAjkvWcmEfHep6Sf+fTnVstSQTHZrl13aggxBCfSKwrVFGM0S4AxsxmMMB5PzMx7MeDIkeOLi4vEaxGRmVNKqnrFFVf0egwQ0fQLjQjEuPTSi/Pcs7BaBNH0j2KKKysrdf3t/F9Rp9PpdDpPVuXgoBiVh27d5SSwU7W2ALFS7XsLvd78ZRejn2NYzF90/mIKGbLNjds0wbqIuRBnDp/Ae/56HpBkCBFm/twdO77n2YCcgX5mvNKzSZr0yFy/p6FZuv1uTCYUG7+y+sCHPm0pTpCSBYIWsfVQg1+Bzl12Gc49J3K/D+lBfTW5+YMfmFta9spjoHbmFWwoVNoqrhb5hudciV4PhMpBVP3DR/beehtb8KSZqhJaUC+fWYFsvO65xWAOVz1NdmwjlaIlT5mZKdJEtPVx5yc/JcujmKKSmqz1ZOBpiJnmqS7R/o+1KWzvbxgeW9Sv3DcTIT5X50umVYGSX9dQv5lrZs8468Xff+1/f8d5P/XyR07uecfb/vM7/+Nvffj1v/2F979j+Qtf6T+82kviQiNCUMSgBoZMu71Opw58axLtN+YnNqCqKrN0+eVP6/UystQrstmZdQcOHnnDG94SIzZt3D6ZBGB6VfUPe9FVJTMzc9LknDOFtpaJZ7Jp2HXsdt+756EHDwCZiHztljtSSqYqBCYIA5oIajDn2cyI+cSJk8zMBAKOH1+qqsqJiMg00apqr9c777xzAKhOhxSrTAcOm11xxdO9FyYzS9NkDyDFdPLkyWPHlrtE2+l0Op1/AmoCt6G54Ws4dMhRW0sJDkVSTrQEOp7n2SUXpJ6rXKQrLzo5yFuIJHKRSGmC1c1O7n7vX7pDR7lpYapMtePzX/6v6jzPrfCK0ikLOETLuU1j/8ghu283pzI88FB+18PCNCqQoLBI1HBZ9YfzR53X657bsE/wUOOqXH7gPjt4cH1bucRLPaod8mSscGClfGF+uO6aZ8AopjiyVMA98sVdZ7mehtJiVSA1Kbq8D8vGrph72UsaZ3jq5vkXXh18nplnFYH4hFbrzYXv3fuw7npAiBNQEyAgAGk6O0CNVOlbvEj4/xulpCISfeqrfv+pR2Qyctjc0IZTkdU1w+HIuVKK+666ascf/u9L3/3Cm9/ytjte89v40Jeft3f5RUfDVcerrQ8dOfGW9x75F6+Z3HJvnxzFBEHuOMGUCQIy8PRm/7eGnR5ctfbPpImI1s3P/MgPv6yarCLVVR3zbOYzn7rhKzfeFlIWw3RygRmpkRo9ySub5eXVtaCZ1DnnWGC0aePGHWeeIaxe2IzyYuamm243ZDFh5657HJMX1hRDU5579lkspqowFRFTJZKjx46ZWtMmAJPJRESSqoiklMxMVefm5mZnZ5PCrbUtUGBty93sbOacqCUiwExEVBWE0Wi0urraJdpOp9Pp/BOQAFkd3/++j86tTojriibEMYvqXTYht9rvz1x60YixXMjg0vNObuovsTSginUlS8ukTapoZfHet7+PAPQ5iqvA/umXzlx6cdBQIDOb9pDXUdPkoNmFpb0f/yuUq0tfueWcpcDQsjBlCLRGPWM0qtvy7DPXPf+7GspzgImI9OT1XzkzpQylEK/m1DjNkzoDQRrf95dduO6KS0DCzI4YdUpf2jVYLfue2UJmZoTabFzXg83b8cxnjDzXs+6MFz8v9gsCW9BMXaHkTQer46cem5TX76SqJqYaiJiOwpru7bEEU2i3RPuE+jA8cuq233vr8uEj+syzV71mcMG5nPKNJ4ONwvK/fu4VOz/KL39J8ZQzaufnR3bJYnnZYpxrl+bjZG4y2jGqBgcfOfiXf402kRmmG7iAAIIQAWzG36Iq5seW2qfB1AhFrwdKp04ee+3P/vTZO7Yi1apm5maGG979ns/08vmZ2U3TblprfbtAT7hn///VysrYbO2+v4hYgoa4ddOmCy84RyTF1Kiac4Ndt+4GcO99Rw4eOpGLI6hp8I6f/ZxrTNfmR4iQmRHRqVMLBmNmNdRV7ZybljQQ0XSN1ns/HOTTH1ctOecNppaYKEQMhgPAptmXiKZPLIQQY+wSbafT6XT+CRAAo8nCXfcOUhQHztiQWE2Ek0jMMp6fY4QCbjg/02audAhCrWEssR66Vak3rp89/rmvoq2DszgdWSq+uOT8ZVDm+4VSgiHzddsOsl4vNYfvvA3jlebh/ZsSTLVlGBsbxowBZUuxLLdvlHO3F8w9XQsz9tCBeaUGLcBBkAhOjQwJbpR5OesMnZ9DUGUuEHFqgQ4dbxdO9bPcOWdJWaQK7QTtYH4OvZwRA6x3xmaI8PRmtqrBssxxXW9V1sNHsLQM1aAxrQUXANO2pWrdW+//SFQ8eDA+/OjJIwcvev5VY9gi26keMbkB/Ibept7Pv+wBkuOQ817w/Gtf9WOn1ruBm03Wgjw2DqJP8EgwHDqBkwsQwBAmgcHpdFMuMfx/dTlhxIwUk6a446xN5569Y9jPsyyr67Zq7I7bd8/NbW4bPV11sJaqn9zTaZpgdnp9mIiJhXjd/Py2rZuLwnkBi1Rl+8jBY5MKu3fvraqWeNq4TPPcn3Xm9pQiWSIYERkA47aNwuIdma2V5xIwHUQ7TbQpJQAhBLW1fwcsxghCCCnPcyJSXbv/YGZM3+7TvHtZdTqdTuebeeM+bfqfM1ot33b74NjiMGnZNpVGgphGixY1Pv2yy1iy2VG9rg5bZ7ZsdJkTBjj3GYm0iDlxubiw7p69Yfc9DaICA8tVxV97zf7MjcH92jLmkUVmL2RDjiv33lN9+jN0z25vDRNaM2V2htTnNia/fvsZP/i9443zNlJuwAwcOsi33OfHo7FTsGPvYSopOdCqk2OzvWt/+T80yMGOk/ZDqffeV+7Zu0WKVFctFCBSMsdFNthyzlkom9mFyUzTwBXnnbk9AxWSReLa8yoFy6AcH955K6rEsS3YrSUXBYwUFEAEUNfr4InPrbDvIx88t8Lqx69/+gufr9devH/OamFOrswG2/7DK9vnPmdLi+0NWwV50bXrf/aH9/TjmGyhl040q3kKZRwt+Grhjt1o6+kli3fegcbaJEIuXtswjZDTO+ODwUBVAaT0+NMbAFJKWZallKZBDUCMsW1bIqS09kmPjRwzsBGFFFkwHi3Xk+o1P/OK1IzKZpL3CmZ38uTob/76c0UxMACkSqoEBT+5NdrxuBSRLMucc1VVORZWzA17L7j2aePRCZ9bCC1LcejQqf0HT33281+K5mLTMCmQLr/04rN2bNZUMxuQQmjNwM6dOHFSVUM0YczNzU2TbNu2IYTp4WrbdmV1kmcZgZkFQIrqxKtiMp6MVkcAMYuIVFVVFEWIYTAYbNiw4dt2+nQzwzqdTqfzTZhusn4s1LrJ6omv3bKuanPDKUMxV+Rt4WpRUGa6snfvgTe+eckIFndABgdO9ELK0nTOKAD4ZGI4T+tjN9+8/rkXifNZEvKDTc++6oZNwzNKKpZWLKcxWaHT/p1xQxvveef7eg8c3QRjY1ZVIlELicbkJ9u3XPkzP3EYNpsxGnDRHv3CDf1HjvbhTg0onziuW0rJsTDJoxk/7ad/FDvONGQQQVQsLOz54IdkebHHGFWNyz3IucSRraZ25a5dC7/xW1Z5rM83trF49DAhphQbh8YBIIO1YvXS0vKHPj7/K6+SzAE+pcQgEClYwWSM1C0oPVGg9fqVu266tl6au2Xh4Lv/6mm//FNf+N03xfuOThpHL7pi3a++HC5bXwMnW2zJVvOw5VUv+eTb3zZTOd+mHMgjr+S6nGu2MtHRchLzBhicouDCQG1dF+KR1Dk3vRvOzBYtBGTZEzydpmkAhpmqTvc99Xq96clP9PgaWLbHRuhaMkuDwn3vdz/3uudd8+mbb06hJe4z+b/8iw/NrZsDoJQAWmuD+6Q2CU4mE1XV022P26aZHRZbNq2/+qrLiep+X+pJ9D4fj1f+73f8xa477onGnskRE+mrX/3TvT68Z7DB9PTiNYWkdVvn+YwBc/NzzrmkxLzWUUFVV1ZWlpdH87MDgJkcoMye2bHh0KGjy8sjol7TRufctPpWmOfn55/ylDng21Q33r2kOp1Op/NNLNA+lmvXQm2Izf17+ikSiDNO8CujsYJY2IdmdPDgw5/53KnP3nD4I5868LHPZJOVATkAXtELVETkCXlET9vqvvsHSjkM0zH3W7euu/KSg23JcBIBkowyJK2sXifSPrQ/b9saSsZOWQE2muH+suftz7sKwz5P6yedoSkf/dpOrkrnihoUQFk0D2ZAUxoNsi3XfRcGA1YBsRjw0IGT99zTcxBTNgSScYge3O8XVNjo6MH7PvyxpU9/8chHPvXgX31qdOp4RPJelNC46Y1kLh3H0Dx6005UrYcCqmsHjRI4TUsnU3cqPdHFUgjB6QriIMb97/3k5Mip73nVK4bn7sg3bDgiCfPDoUnTA7ZmKddHdKXaum79s55eucxHziMpo85onKmz1FqMa0NXgaQEhoKTCbGerkAl5mmhZ1V9wwXbN2RVZtBapWmM0TmXEnitrZXS46KaAXmep5QGvTzFAGt/5lWvJEnsaTDopaRgqarKCGsTHwjTjWpP4kC1bTtdOU6amFmYhGx+tr9hw/yZO7ZU1Yo4YXJR7eav7TpxcoGYyVRj2LJly9XPvLLIWYQAJYJhrew1Rq3rmgkA+j2ZxmU6/bMTUQjh2NETAFRN0/TYSAjJEo4cOdY0gUmm08hExMxgWL9+/bfz/OkSbafT6XSeTKg1s5QS9jw0uf/BAZAMfjjfBMz11gtndahnWM8GbVlZPrucXJn4vKo9A9lIy4nXlomNssRkrMSQanLH3Ti0SGUZBTFBfXHNT//Eob5Ezl1r3LKoI5LGY8bS1pV6yLycgYzyIAYRow1V79SmuXNf+2NVWa5XhgB5G/fvX/3KrtzMsrxtrYLNBBqSJErJolywA8+8KBDn6lJIMCrf+Z647yHv1Szkrmid52JGIjX1ZKFemLPqOVHPS+2F42breEI+ThAiJTIj4/U1bazIJxrENL7tbtu71yEykmMCEYgioBAoIXbn0RNJ1MtId8w2opeO/YP/61sfWFp57m/+8oaf/NG52Y3pgUPrY+8QxqtYtRDPS+sGE1z6fd+3NBwEyifsT/WldMiSMpIWVE2LVBVsxIApNqxbx9AEne7fF5EYo/f+5MmFlKCqBgNgBtW1/f7T8EpEBIox9no9VTDD1PhxWdZAAMUYnXBKoW0rx/zC6y78zd/+FUNTVaXzmSkxi0FBaqQw+oZpZd+MpmmIaNojVkSEuZqMzjn7TE/2ylf+26peZdZoKpI/eugIICSSYoTZS1/yLzdvQlHkTEpIxJg2JTCltm0n48n0x9m2bVuMca2yggiAc46Idu26I0YwMSAAmwmRqOKuO+9l8qok4nG6SMNgz372s9O38eKtS7SdTqfT+abjLE4XHpz8iw9mK6sZEEFNJCAblU2lkRzNMs2W5WZK60XXpzZLI3FYHdJiH6s5WqbI1ApVjpqs1v+HvTuNuiy76/v++++9zzl3eup5auiqHqtbrW6N3ZJaqCW1JCSBEZhIMhKEwUwCFhCbFRthJ4TFIisOZi3HxnEGgnESVgJm4XgALALIhCESIAlZyAySWt2ah5Z6qvGZ7r3nnL33Py/uUy2pBxzLba0o+n5WrV7VL6rq1qnzPPd79t3Dxz6l33mH1mVlKkFBcfslL7zxlXct2xTcp2psqCX70IXxYP/6muo47k5ksq4EKQaF+VgXdzxLt98cYupGlVSHOD7wrnfvnDsINV4e+1ZdDmGRU1NUvbShvfFFd6xP7KxDiNViEw/OnbvvV3/jxJiHfJhCCoq9x94V5IvFLMxsy4frcmm1PqVyctEezurh3Hsfoms26sQYTuZ4amkni80u7j74R+8OKlU5mCSTWdksTHIxRvsEg7T+mi9/ZXNuv0nhvPrZbn/xp//52/7WPzi8+z3P+I5vi9fclM7Va/fOHVsp/eEn5j/xLy78xD+99vaXDpN5sbYPqY/hqgN/1qWydWw+u/qqR8Zok8Wq0VxPvfEp0YKibUKtXpkj+853vvPoz5e5axzzajU89NDDm2qUe0qpeg0hnDp1KgSV8tgFXSYp52ymWnLJfQzRi/6T733d87/s9n5YbZZP6Wjfq80P+8xWxf+OLl26tBk6jSGGEErOq+Xh6dMnXfW1r/mLN950XS5DrdUsyJKF6GYx2GI++8vf+i3BdHxnu9ayedHufuXF1/VqnYtMuv3221NKdfNHxLj5SjezN73pTZ/+1HkzhRDkUR5M4f77z731rb+XUipHpyuEYRjcvW3a17/+9V/IA6GZRwsA+PwD994//pOdzQmiZuuhn062duZb8bAvqjVnL6vRYl+9KTWp1jYcqs/JJJtkhaIxqASFWH25PHfPh66qdZDazXt91z3l2c/ce/PbTD5pJhr67OvRi49l0kxk6xx1tL2nySSXnbjxBo/qpltaaujGrHzh/vuPWazJD8ex7WbuFkfl6lU+adr19df2sqBGvauxcw8+mC/v7ZzcWV06bNt2NQ5j9dR0pV/lnNd5XdVU1d5THcYxtIchb0+7JnhfS1OVZJJm1byqK/XyAw9cI+UyqKYr29JeaR88QZIcu+nm4+sco39qsjrjszO79dL5Sx8oH/ylH/8xnb3+9lO3zp821XseOPG2+8pHHtp++XP0jbOkED3EqlT85CiT72ztaHteN1d6lKrKmM26zYKnEIKlWEsppVRp2S/vueeeEF5tOpogPo55GMrBwf7mU4jYKMZYyhBjXCwWMaqMJTxeiLZtm1fLrmtKKRZySE2VXvCCF7z/vffv7w9XXXXV7uGFEJ+EUcXlcllrDdEsmpnFGNKkm05aya++5sxTn/qUB+77cD+6u4dNZwdPMU6mk1tuPmam2XRaa1a8ci+aeXVJpZZSSorx6qvPNE0zrt2CmVkpVXIL/md/+t7773/guutONWFzDp716/HihYsf+chHY7PtXs1DMFuPY4ptatKtty7iF/D2YYwWAPBExSqNyvJeo2tQyaHYIO1pHH2V+r0P/eLP3/GOe67b37/Y1P0uzsM0DGW3Hh5M82hDmE7Oh7ZvYo7r/Yldjqn29exBc/aCn15J7mPqhjxp/dShTW+t7eofv2n11rfs+G4z+uDh0vFjV33Pt146fSJrjOs9t9qnthsXmp75QOp6bZ/enwRPU3U7h82qdv/qhnbrzhfaenbJwkMzTVft1kdX0199+2J1WaHf6do0jPNyeN/WQSmHE6W33DCdfPWrtvfnW58Ou1Pv7WD6678572K3u39tCf36YIjFW7uvGR5eLPLu+o7V8cU4/8TWfBH63a72wZ56uLj2YmgObAzxoNHDSRctXWgmVuNVZRze+m6d29+W7TWxb6USdtbhVK8YBt9ecXM9VrWFXveaj3736z40P3bLemeW/VKzWxcH15z/6De/++43/NLvvvhn/ten/dAP7/yz/+XUx9+1Ex98/y0rHVvfsN+adcv5/NplupTC26/v3vs9r9Wwc6bE3fawP5Vz0++UGHvd+YLnn77m1Dosey+9am7s0MrQzX/ul377e3/wJ9/5nvv38/RT55Zv/p0/+rpv+q6LQxo0aWZbrlqGgyYMnQ1f+YoXu6uElNVWpeqxxF23pddUy7yUMcZa1u0snY4mNQezQd/zTV+zNdlN7fn94f5sfbZJrcdC6Rpfd36xK7kdm6bKvMjW1cZiXj3W2nhuVGIoVnK4cphD9jqUUXu7g3wRwtZQra99H4chaPv4tamGY6n+5a//cqUH4ryMcbGs88Mi65Zp3b/yJXcW897UzjuzJgzzdnV8MuykGkvay82FoV9N2zCu8/Zc3/Etr+9s0LhUGYLJg7nCsclT/9pf+dtv+/33D1V7K++lD33q03/vp342xmmKk9bbNqc6hp2tLe9Xr37Vy2ytMCoUk0cpFtWsXK2XZ6uNalvjKqf1YLPBT1Slmi7JluHznZPDGC0A4N8y7hFltvmE1MxNjdSMo/YP3/6L/3Sr3XyAWhejT3LopCglNUtZHeppOzWsVvM4c2vWpZgsJg9p6XUoZV1TabvJslzem/swloOt8b3/5z//ite9Yr8pRbFRsNPbzcue/eD9H7kuK9iQpOqKCpKSWyjexmad126hBLt4+upTL3xumaSllCXXoV267+6HPnzbifbcwXLZ5No27aqURTPWfpa68NynTW+9UUlq1Sc1yu+9519f3akvMvdpLtuDz0YfvL8qLg69b0qnEud9u4hbl8uqKBSbVS/b88lyOO9hTF5qKDWmvnqZTz92/8ee+b73tK94abW6VFBSd7SyPFR55NZ63EeoncXL//r3v+V33z5drdvlxdMKy5gPW12eDMk91JLb1Hv15aVtXXWDBV186JLvn6zDZFXaGvpZN/bLO17xFZtzvJrUuUL1USGadPy4/dW/+n1//cf+dhmzpGDeNl2UH+wf/Mqv/Pqbf/03Z11z8cLDTUpN00SdsOi15OAlqOaxv/Xms9/8zd9YqqdoZl6Ppg08auaAXfmyMVlsG529/vR/9jff+KP/1d/dXR7MF8fHos2kB3mUzG2QqW7Gh4/+Y5/7uwX34ubBJAW3KNtMbzB3mUItFmVNk44t5lI1hVe/+tU/9l//w4f3POdhNpuNvam6hfL8O57eNpa9yqzrumEtl9zkFqRGVoc+u1uMKUT90N/4gd/4V7/1wEOXFWy1HBeLY0Mpl5b9Q/uf+o7v+6Hnf9nttz/nWR//5Mfe+967H3zo4rqEaCWliVn0su4ms71LB9/4TV/TdvLxkSPVjr6hmB7Zkdk+a6eHzWUM+vc4042iBQA8Mbvyju1BHrJr9NqZKQTdd3/9yMdrkFU1VV0pnTzKgiYXpPOT2cPztmzN9g5SW5sSQvVmEmK3unzGNOnztJZmHKNZHEvYT2uz1Pf9H90z+9TF1U1bjeKJ4qrt1i23HHgzLcNgJVSZbHNEU6foXpRLUZ/ixNp09qana/tMLGEe1UjWl/O/9/b55YMti6GYe8lK24OHlXnpLof6ZS+6K6lRlUzHS232LuV7Pxpd0TcjYt6oJrdJXDwc86q7yk5tf2I43I9+ynYurteK8VjqTka78MkPXTuLW7k2XlxFeRwtDk0XVssPvu2dt73ohXFWeqVB6sJmBq0VBYr2ce61EFTWeso1p1/wrOG3/vX22CTlabGh5INWy+BtDqPXRWgatd3xhRaz83/6x4o5avC8rtOrP6rlM17x8hNnr5eZFGxzQJekWhRdwV5y153Hj813d2NKyWsuY5GqqUsxjmO+tFx1kxPVSy6yWFUV5E2KIfiwLne95M5rrlmYeTRVL7LP2anAPjPSHKoFNzNPq+W6nUxe93Wv/amf+d/zg3teSvC42brL5dUU3K6cIGdumzVs2pwyd+WM3eDm7tWDXEEehqwxF0lH29ZVT8Ga1hZbUcomdW139dVnLh3uNymZWdM0nvsmlVtuuUGSu8crezVc2XQsuKK82d9fD0Npurhe+4nj9uIXPe9Xf+23q9et+Wy1XjdNFxaLk7PZer1827ve864/e3/Ow6VLu8d3TlWNNWuyaJfrXr7uV8OLX/S8W295pqQx57aJn/N8LG0mk3/20XlHf1cPV055o2gBAE9qzspKkJsHlSApB43uC6saxk///tuencOFSWxqneRSQhlLqRb3puXe4M/5kR985Te+djy+VUo78ZTda1BbR9338X/5vd83ue/wqTlNDldNWOe2XndYL7Vdc/FwcbHk33vvsRuvy6raHdXZ4q7nPnzi+OG5h9dN3izPNim4cq1KNcc4Tib7dRjT+GXf9G2aHatV0+rdOOpjn/rjn/snT8vNzsHejnWXFce1nyyW1lo20weuPn7iG76+eKimENUcrOu/+L9v+PCDQxeHoHX0ZSrTrFh9OU33LJqv+okfbl9+11OOzX22pX1vUudNqquDuH/5nf/d//CpN/3ajfvrHIqsmFuoTdjffVo98en/4823vfIvTl98e27aKtvM9y0KK1nL3fU4I7RWp1Mf+7Nv/O5PPPCAvfvg6rEvGuWuWqL7pPjpZeNN/GAYLjXnX3rnbW/76X94Xb/u1KwU/+h4OPuG77zp+79Lx7YUUw0hy6IsxcZzr5otNDec3f6uN3zjz/zUL+X+IITQWKzVZ7P5MAyu1kOq1o55NDOrJURrYhiGQ6vjC55/29944/dJSkHVx3A09TTI7cpKr3I0nVtyD9UVLU6nci+ntuO3f8s3/N1/8D+vhzF1C30maq2aV6vVgrmZR5dVq9U2iwf9aEg/5urZpFIVLF66vFz1vVmTS47R8ujWlmNbk8VcZVDThXGdX/iCO//07l+LMa2XB7OuzUM/mfjznvtsrx7MJe+6tu/drbq8mrkaSRfO7aYYzRWTcvH/9K995z0fev+f/dm9k0lMsbWqVaie81CU0mI1VK/NzomdYRgWx7ZcvndwKcU4acdXfPld//nffOOZM926L5NpeuRAETtq1yCFqs1BIy4V8yhVuUmbBWef5/3DPFoAwBM2hqtK/sh7jEWFEK0W9bl/xx+dOVz3sRlCk0Ms79tymgAAIABJREFUFkqwYlpLNt85/azn6fTZ4fi1vnW1FqfqyauWp67qT1+tW28985znltnO4MnTdBXSKnWmINck68Tge+94V2O+tlI7z/M4efHz7r/t7IPT6Tq2fWxzSNlStravFmZbh8HysfkF+fQpZ7vXffXesfZio1Vj8vVHf+Nf7p57IFa5LHg0D1GteZTrkmJ61Yt18+lLXXoo6kKUlpff/wv/7GSfQ22rpWUTlq0N0YJ7GasWW+3LXq4bb7YzTylb19RrrhvnJ8fZzvL0Gd184+1f+7Xu06a0Q+wOmraPTajheIk37ZWr7zmnX3xzs7uaKKfNO7qrmK148308VXGMs70UFi+547a/98MPv/y5dx/f+sTW/KCZtmO7WKXtdTihEyrTc0+/fvvbv3b58Hnd/el1sI/ttPc9/bpTP/ZXbv7xH9WJMwqmFItZvBLKirLG3DTr9APf/62v/pqX3nT9CZXDY/NgPiwPL8fgZmqadtX3ITWT2bxNimU07632L7rzOT/0gz9w7bU7bZJJNY/hypfEZnthUwkqQfloq2GTm8mCLNcyBuk/ft1rjk2bWRuil6Bi7ptVjW5FYfSj32lzj1RZNhtN2byaq22re96M3LrCuXPnx7y2kL0OUa7s0eq115+UqW2SPEy6dOfzb5OPqisfDqzmJoTXv/6rTxyfNsGSqWnSqVPHzbJscMtu1RVcabXsY1TJapK10Z7+9Bt/5qf//rd/69c3qSivgxcP+WC1X1WHsQzrHG1ysLuapG59sL/av7C9sGnbf82rXvwL//gnn/3s62LUZBrHvJbqlZkWm8kY5kd5W4+um41hcw1d/z4rJxmjBQD8vxisvTKMtkmP8uBDn/z4x0+ux2f2MymbBymMwfsUhjA5VDO/4WkKW56PRl6SKUrmQT577rO//D2/+Z6d/XLCvSqu5PvWew1tDR7jp99374nLZWuS1XSSJvOdZ7zk5cMffuzE4dHC7M0y6ySLakJufG9x8eDgulteqjST3Jbr+aTLD55/z2///sk4z/1QNR/U9DHV2Ox7u13SQdH1d7xwPYYtC0E1JR185JP7937yjJpb95qiuh9rsbEtigqlNifPPlWnrqljHEIIMg/eJFOQYqN1nt/+0ut11Yl+yP1ktLBlk8vNarfRore2pj95x7uedf+D8dSxrHI0/uSfO1USn/X85BbadHzXV7OX3nXbz15798/9k717PnrwrvfOzu+3VvsUPpwWJ28++4zv+0snb7/5j3/kvz0RTl28/arjr3zBra942eTLX5HjItVUm+LhM/tjyd1SkpdSfCzx5LHuZ/6nH/03f/zeX/zFX/6DP3jHge3PZvPVejfEdszeTdq2qcvVxYn6JoUbz97wVX/hZa//+lfd9qynjn2edMlULQb3alLNg5d120RZHssYFRRyHlebzQPGUsNwGKeLcRjP3rD9I//FG3/y7//U3sG6qpGFR87qapqweY3BgtdinttY+7LcnGsQrdQwBBtrUTKZtL+/P+aVS8GCapmEqtqfvf6qWiT3Wt1dT7/llkVnq9yrcavrxvwNb/jmkkcFr6Zp2+4cW5geDLa2o9dRXD4OR8+uY+5TCjWPT7/17H/zd37sjud92a/88u/cffeHLY7r3AdvmjBTG5WX212wYX8W167xjmc85ete9x+9/hu+algNs2nrtco8RLvy3WOzid1nNq/zOgbL5jXaJPerLqUYFLzGz/erg6IFAPw5KWtFCiaLUlGSQin7l/YeuueDn1r3tW0sHMshj2lcNeOyretkl2eL9lm36erjOWlMCqVKyiGMkpvaSTN/yYv73/itD48fmq5d3WQp27/q8Nh+ni69X0w/cHju5Fvefu1Xf426WKW0Cs9+6Vf+4a+9495P3lcVJIXNUUs1DOOw6tr25PHxhtN211221LGZqZso1wfu/dAnz50707ThxM65XJeNHbRpiPLlcP1uU85e95TbnjexhfrQWamW3/f+938klt2d5pl7x9apXpjVVTtuhvcebuOZ227R9jynaZGWvRapqotZWkqpa8L2Yu+mG4b1uI71wOuiWXw6Xj5sV6eX3WDt4VyLc58+o6cdBZssuabcWI8nmLWuII02PZT8plvv+Fs/qv2sd39Qb33Hxz/64cOmTL7ihbc+56Wf+Ni9P/fzv/yVV936rL/0nfquu8rVO1ndOU13VlH7qjuhXvkMOmzKT0XmMZkpVKl6+fK7bn/Ji26/fHn1znf/m7e85ffv/cBHLu3u7+4dNu3k+IlT0+n01V/xype+7K4bbjizva1gkqvt0lGXhShpfaA2+qwLh6uDKusm83Hso+X59Pg4LFNYWIgWOq+l6dpa9W3f8trLly7+9//jP4rKVWHTeamr584/cGxxtotRVapWS5+S5zqGGJJbMOVxb2ve9qsymceDg/H8uQdVVyHUYE2sY9eE2NStrXa1XE5mM4tWBz97w3WvfMUL//TuD5x76MKZU9s333jTLbecDeYxpmU/xKgX33nH+95zd5BVG4PCZoXWul97lQVZdZNicPk4mzTf/YbXvv7rXvvBDzzw87/w0xcuXPrAvR8+99BFryGFdtq2z3zmU1/zmr9w5wuf9+xnP2U6TdlkqlINwSWPMV75dzgqWrMgabka26Rp8pqH6bTr+xyV14erretP7l3S5PTn9c3qs7fLBgDgswbNJGm0YvKkoBJkGoOaWrV7We9+j/bXuuq4QlEcFfJmfUcZLM5P6tbb1CYFDf3YhqomHsY0SAuVZrXu/+RPu+yqym2XTpzom3PtAyvLQdNwodPJ256f1V1OqUg7pe8e3q0f+kDo0tEQ7eaFeZCFWnJvWfOuve5Mf/KGKkl1Ig/nz+WPfKStQcMoq2ql1nJUiDE8WNXN8gue3k+7ed96yHtNjuceWnzyfrVBF7JiVVsU66YwZDHvHE+3PkOhKaOiS2EtJYW4FyyoLoZRH/ikLlzUNHowm8zLuBvzoZaNes+dVs+9ZX38ZFLcLjGMpqQ+qePueoy6mV9ZJGnZaF+KWp/qXYeu5VrjoY63uzvHtkfTwWrcXTbDjhr1N5SSwsSblXXzXrqs4UyRYjjaKUCyahpdLqWq5FcWH22eMFy6uLva2Z4OWWORBbWNJKlX20qmYe1NaynoylqmemVEOZ0/t3744u58a2fdl4PD1XTW1bpeHV5+/vNuKePoZZxMvGTFNC01yPTQQ6tLu4eu+Eh4rcdLz7nt5ij56MksSx/61MOjayyKim0JVizPlxry7bec3SyfOr+7fvDCpWJJHmNtUol9udhu5afdeFM5HNqulVSDHriw2jo+3UyTGJdazPI45tRMapUHve99H0vt1JVcjXvcrLY8M19fc+1JScWzQnGZKblCqbKgPKprVIouXxqGZTELXdedOqF+UNdtWtXX64NuOv3MkOwjz8VXfrjkrpxLSPG+By437TSEru/zOI7H5p2qPOerz7T2ec3KoWgBAE9ctEXrVLNKK29LHJfVmxgbjy7t7WvMqzOLquqqUmlUgyzlaDmpRnmsXVQegqpSHGOzNpk8qo91qKo1dJfdRutGDVfn9cK1bPKe4lZpk7f7KfXSVTW3fZ9bH6JVKUtVm1M4Nx/cxl5eFZfKJ4YuNEFW3UssQyy1CUmuGksf81JeVKv71atGivuz6aB68sA1icuUe9WZNHqOFrSZBqmjnYXGPndpEkoMofXiMrO6VGxKSJuXFJRjXpmVEpt9pUFN0nhc2QY3mVLcDe5KncKiBhtNUR6ZePC4Revh6N/YlLSOWuUyCdblqmhjKMtQV1Iaxq7dci/H9kNQ2d/K86qwjEpNbqVBeTpEtdE364+k4LJcVVxRakyquY8xuivnnFIz5mIhWjDfTFUIwauiu8zkiqG6qryGcDSLYbP32jhqc5KWm0IwDxpHNY2C5F6C1VpGBZliCE0e3SzEcLRIajNf1KVccyll0rShKMiKlKOySZtd8Fwh6zCM09BYlpcSYhi9Whs2U1ObqljUaxw0TtMk1aAqjV6a6k0cXEHy6iHXrvNS3Cy5m+QWbBP0m1fjm9dUc7BYvcZkuYxNakp1mdVqIZq7LNcYg6RaqrsHCxZMplq9lCFGWbRgj9rLzD73JyqlBgtjriGFzbnDIapf10kbyjA2KY3Zu8nnk7QULQDgiQfNspatrzU0qlslaGzyWGyryZKV3AYpJ5kU5ZudNF11HIspp7i0ulRu5HM1UtpszNNIyusYrSwPYzdXaCU7H3RylBWVtl+HMB+D1lFxc3p8Ub9S12izEW3YbJ8pc1OxTUvXcQizTpudL+soSak5Gn+TFOSpFhur8qpoey9qtHqiC1FaukpR6znWVbZWTTs1q9IguZSUkwZTK2kYUxsP5YfyE6r7aqs0r5pUuWmIQ1KJOcgbxTAGmZSlQbXKTHUiayUrJpmCiondux7vAWowjVJQaVTT0T9B0Foa5WNZdxaODYf7TXMpThulq7N8NV7cytvF2z5KaT2LK2mmdVIbSzjaLSC6Qi6qm0oMfjS5duz7pmm0OQ8sJUles8zs6GkjlTKWOuY8TCed2ZWtZz3Kg6Tl3uXpdGpNt0m1Utyi5ZzbRut+1bXRPdcwdVfNpW0m9shToiTbbGWgIpdiVMgHJaWoRiUqq7hqkkVPVpRTNg/D/nqaJkqmphYrrmIK0RuVkC3X6NHNegshqqqk7MkPhuW8nZVSJ6GrGoI1JZukYMo5N22SjfLNV69JmxHyzaRelVJDCC5VzynG1fogppB8GkKwsFnfaFJ1aT321S2llEKSQvS8mZlx9LX3yN/4keFtv1K3prqZ5CCVMsYY5F6GtVxxsvg87h/m0QIA/rzKqLIiJVWXW7EU20E6lHKMSXYiy021SFLcbG6ZmmAy8yRNFF3KSklqpLZKVRqKJilOphpH5aownXWyUcoyS9a5xqMtFtRqnaKarulrHOtmdLOGKg+xuKzR6IohWKdBiqOiKQQp1FHjSl2rzXazVixFlxRsps7U6bAf67zZnrguHshjnbSLSWu9DlyTojRIRYqqE41SJ0U1ylVpXGuQFi5VKVWplzVaW44hL4YgBVWlHGxUXCik4FLjMdQrb+xRox21FR4jZ/VFKUQ1Jo1JRTItVZOFE3Gaein3syYNSqrVl4pd0yhejGVrVqeqRR6UJA+qm3+LRyLys7pqc1dY001UVcccm1Z5VDCzIHPV4rW6FXltm9g2nXuuVSG0n/17zI7NJfM6ePWQ2hit1rFJJnmTVMsQU6qKsmqxeWQrLqlKVV5kLlVX2Ns/mMRpF1ttzteNFlSyBilt9gNYrg4Wk/l0MVOV5J5HNVkqpiB3eTOUPsWUs3dhsnl1MVhRmbfJlLuYahmqqgWPm1VXriYl+Xh0RnBN8kYKHsrlyxdMzfb2TorBXSaFmKQ8nbRS8WwWNk+TXlXGOoQQm6atsiqta40hRG1mBOnP2bWgDIM25xEny3lMKXgd+37dzaaxvbKFMGO0AIAnrWZdQ9GQ6qi+UZm5xT566HKyXS85StJxr5v3rs3ZBEcrmYPcqketSp9iGxWDFMqVt6rgCrV6dotB0asVqdlshB81SElKo2TKSQdyybtap4qbfZKOtgJyTzIfi8Wo4go2pFq8BIuSuSxembgXPrO3QK0efFXiJK6iBqmTt+MYmjQq9IPmpr1GrTTZVLypRrkpZqlKnj3VPmpS2jHKpXaUipS0TtVVuupBqZgNQ+w8mklBNals9kZybX6Wk5dQOzXcYI8do60as4IUus3wrJs3WktB6qq0rvJ17eKQ2lQtjdKQl1thT2Mjm8nao0OnclS0+sh+Aq5Q61GMBnNZvfIx+ObjdntkT1l/JIHdN3O2vdZiRwO3YbOP7NGMgc1w8lFMPTLoWEsZmyZJXsvoce61hhC8FrkHk5ltZpNufmxujeAm17Ac21njwV2lqgRZ8CC3GtzcrJosSJu/y2ZmhsyjaixWFUxVoUYzk8lVch1CCtVrsmQeZJtCtVo2f8ES4mbZ5+bcsCBZVQkhSlaKSyGYNgPT1bOZlzomm7lUa5F5OLq6nt0lC5Ykq6528xC5uRz2mTi1z3q28OoWbMxjStFMpeTNZAbJVatCkD6f/ZopWgDAEw+aSUVFGqQaFJKacV2bkKwJsiHXPgU+63u0XtGVUq4ppBx0vo6z0Myl2LtqUeOeZBQt8KSiaAEAT8ClUYpVcSyqWdGUkoeQpWHQ+kBl1NaM6/RotVct2h/UzhVDPwk+nSWFtBnrTRqCWg5ZAJ5UPFsDAJ7YJsIUYoy9wrrWY27h4t6f/KOfffj/+t1rxtyPLNp/tEYH22GcjM35sZ5fTJ/6xu89+02vVdvUmDymwdR/fp+qAqBoAQD/zmxTXkEWipSlg5yPlapqp+57ePZnH75xub+OFO2jXe4Ol1ra0Jl12p7ng4uKwyDrLUYpkLMARQsA+IKp0jppIm2WH5u03ba2GqWwVepkHKTlUisu1KPsd3bQBq1Dtmacxt4GxbpSHVWnUusKLiYdABQtAOALVLR7kqSpK0iNtHTVoKj+UpsP26EdVVreRx7t+LK55qCdlDbXaTukxcFEQ5q2m44tduVEUAAULQDgPziTOql1WZa52qS1q3SpSesPnWnuuy49XObdOd5HHvPO2uvE2J3UpFd7cZ236lR10ih0ChO5eVGV2CMCeHK/X7HXAQDgcbnkVSG7ikumxpZRo9WJVqsHPlEf/MS0P2x0MxfqUXabMoS6PdRZs3U5r/ubr/NTV1WFbfk8S6PLpRlFC1C0AIAvTNKOkqpUZFIMqxCqPCrbuExlGWNdNtdznR5dtDqsKjuSxmLN4qKU1XTSCVc3XpmSzOow4EnFMyIA4ImZFKVQXbUoBq9dSUGtqqlE1TKrrAx7tNnYS9IQVIJmNaVauyZsDgE2lUZr05zLBFC0AIAvADcNjQb5qCLVRr6wxgbXfv74W9/2wAfurQd7W/GAC/Xop4AQ1xf3Z9unDquGafOUV73iuhfeKR0dr7BnuiTmagAULQDgC1NmUiu1HswmS4VUZWvlbkxxd/8P3nTqf/uVpuxHRS7Uo69bLd4EjX6iNA/PJsPpiV72rKJp8LAyLdyP91kTTsEFnkxsiAcAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAACeWOISAAAen7v1rhpkNktaNTo3qzs+6OKlqS9Xk+GqS9l17FG/KHzuWInLXf4lddke3Nm7VC891bbPL/PF4zObNYM8a5yVdtabOjucNHPuLoCiBQB8IYLWVFuFKpNqUJVaBR+rrNMgKymofXCxx4V6lJKHa8d2MSpoVsqkPcytK1qQS0HFNHKNAIoWAPAFKlrpINQuhEZyyaRGCopK86E2l0YtFLeG/Uf9qlrrZ/+vmZnZl9R1C3F6VXNafTHNxsvDJHfKMSaTm4JKoGgBihYA8AUs2qNEc1VTlIrkHhSb4djW8tTJw8Oytd8/umj9c4tWZvrSKtrdHA/HYa6wlD1U8rzrZEEKX2KXAaBoAQD/HxCkuSsWt2pRsqQiWdMorOcvufN4ivlw2Ev5sb/qUVnsX2LXLZtCDXkZk6ebjs2OPfvmHFMxa4OsKLlmpC3wZDN35yoAAB6Hu8aiElVtM+dgt9TSlHmMnWf1o3IZF7PHFO2X+sqwUFexDlqaStK0Oeyst0mUtqpCloIUxXgt8ORijBYA8G9jR3E6n4SVwiDJUtdJKQ28jzxGCV0MNjsWzKNbHBSLFB8Zq3apSpHrBDyp36UYowUAPC6XZ6+xWvCjdfo1Hq1qilKsbtUV2Nf80XorxbyVBVmV9TKXGqmtsiKZZBQtQNECAL4girSr2kqtQnykwfzKKGORXJqwcP+xFy6oRulKvNpnHhE2/+vGpAPgScanRQCAP0dw1aoapHq06svkdpRrLnnmGj1aTSrxaDrxZ48aBSkcPQjw7gs8uRijBQA8Ppeyy+RBVXIzd8llrngUta6kwoV6TNGaWyhXxmJjlVVJ8qgSjq5Xx1UCnlQ8JQIAHp+5ms2cguAKLlOVRnmRV/OqIFPHhNDHCqpSf2UsdhaV7GjKQeXiAP+hvl8xRgsAAIAv7gdJAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAADg/2+SpOV6eNbX/wTXAgAAAF90Pv7mHzd350IAAADgixezDgAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAACAogUAAAC+mNmNX/tfchUAAADwRVy07s5VAAAAwBcvZh0AAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAA/0+7dkwDIBAEUXQvwQc9Tmjxcw05TacHFYTQLDLIJu8iAZKIAAADCElEQVRJmOoXg6IFAABFCwAAihYAABQtAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAADUsUTE/bzbMWwBAEA51zxbZhoCAIC6vA4AAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBQtAAAoGgBAOAvbd27FQAAqOsDJ7eqOKQMasgAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">152<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Mając na <span class="_ _1"></span>uwadze ustaloną <span class="_ _1"></span>istotność <span class="_ _1"></span>zagadnień bioróżnorodności <span class="_ _1"></span>oraz rosnące <span class="_ _1"></span>znaczenie tego obszaru <span class="_ _1"></span>w kontekśc<span class="_ _1"></span>i<span class="_ _8"></span>e </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">celów <span class="_ _8"></span>unijnej <span class="_ _7"></span>polityki <span class="_ _7"></span>środowis<span class="_ _1"></span>kowej, <span class="_ _7"></span>Grupa <span class="_ _7"></span>zobowią<span class="_ _1"></span>zuje <span class="_ _7"></span>się <span class="_ _8"></span>do <span class="_ _7"></span>prze<span class="_ _1"></span>prowadzenia <span class="_ _7"></span>analizy <span class="_ _7"></span>o<span class="_ _1"></span>dporności <span class="_ _7"></span>s<span class="_ _1"></span>trategii <span class="_ _7"></span>i <span class="_ _7"></span>modelu </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">biznesowego <span class="_ _24"> </span>w <span class="_ _10"> </span>średnioterminowym <span class="_ _24"> </span>horyzoncie <span class="_ _10"> </span>c<span class="_ _1"></span>zasowym. <span class="_ _10"> </span>Działania <span class="_ _10"> </span>te <span class="_ _24"> </span>będą <span class="_ _10"> </span>c<span class="_ _1"></span>zęścią <span class="_ _10"> </span>rozwijanej <span class="_ _24"> </span>polityki </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowej Grupy i mają na ce<span class="_ _1"></span>lu lepsze zrozumienie <span class="_ _1"></span>zależności operacyjnych od usług ekosystemowych, a także </div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">identyfikację ryzyk i szans związanych <span class="_ _0"></span>z utratą bioróżnorodności.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y145 ff1 fs0 fc5 sc0 ls0 ws0">Polityki związane z różnorodnością biologiczną i ekosystemami<span class="ff2"> </span></div></div><div class="c x1 yfe9 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E4<span class="ls0">-2<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybed ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _a"></span>nie <span class="_ _a"></span>posiada <span class="_ _4"></span>planu <span class="_ _a"></span>transformacji <span class="_ _4"></span>ani <span class="_ _a"></span>szczegółowych <span class="_ _4"></span>polityk<span class="_ _0"></span>, <span class="_ _a"></span>które <span class="_ _4"></span>odnosiłby <span class="_ _a"></span>się <span class="_ _4"></span>do <span class="_ _a"></span>zagadnień <span class="_ _a"></span>związanych <span class="_ _a"></span>z<span class="_ _1"></span> </div><div class="t m0 x1 h2 ybee ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodnością, <span class="_ _5"> </span>natomiast <span class="_ _4"> </span>bioróżnorodnoś<span class="_ _1"></span>ć <span class="_ _4"> </span>jest <span class="_ _5"> </span>elementem <span class="_ _5"> </span>Polityki <span class="_ _5"> </span>ś<span class="ff2">rodowiskowe<span class="_ _1"></span>j. <span class="_ _4"> </span>W <span class="_ _5"> </span>ramach <span class="_ _5"> </span>Polityki, <span class="_ _4"> </span>Grup<span class="_ _1"></span>a </span></div><div class="t m0 x1 h2 ybef ff1 fs0 fc1 sc0 ls0 ws0">zobowiązała <span class="_ _8"></span>s<span class="_ _1"></span>ię d<span class="_ _0"></span>o dąż<span class="_ _0"></span>enia do minima<span class="_ _8"></span>lizowania wpływu p<span class="_ _0"></span>rowadzonej działalności operacyjn<span class="_ _8"></span>e<span class="_ _1"></span>j na<span class="_ _0"></span> biosferę, <span class="_ _8"></span>zwł<span class="_ _1"></span>aszcza </div><div class="t m0 x1 h2 ybf0 ff1 fs0 fc1 sc0 ls0 ws0">na tereny cenne przyrodniczo, zobowiązując się d<span class="_ _0"></span>o poszanowania ich bioróżnorodności.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yfea ff1 fs0 fc1 sc0 ls0 ws0">Opracowanie planu działania na rzecz oc<span class="_ _1"></span>hrony bioróżnorodności <span class="_ _1"></span>–<span class="ff2"> Biodiversity Action Plan (BAP) dla Grupy<span class="_ _1"></span> UNIMOT </span></div><div class="t m0 x1 h2 y5d ff1 fs0 fc1 sc0 ls0 ws0">i włączenie o<span class="_ _1"></span>chrony różnorodności biologicznej do wewnętrznych proce<span class="_ _1"></span>sów decyzyjnych jest jednym ze ws<span class="_ _1"></span>kaźników </div><div class="t m0 x1 h2 yfeb ff1 fs0 fc1 sc0 ls0 ws0">realizacji <span class="_ _7"></span>celów<span class="_ _1"></span> <span class="_ _7"></span>środowiskowych <span class="_ _8"></span>w <span class="_ _8"></span><span class="ff2">Strategii <span class="_ _8"></span>Grupy. <span class="_ _8"></span><span class="ff1">Powyższe <span class="_ _8"></span>zostanie <span class="_ _8"></span>zrealizowane <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>ś<span class="_ _1"></span>rednioterminowym <span class="_ _7"></span>horyzoncie </span></span></div><div class="t m0 x1 h2 yfec ff1 fs0 fc1 sc0 ls0 ws0">czasowym, <span class="_ _4"></span>po <span class="_ _4"> </span>s<span class="_ _1"></span>zczegółowej <span class="_ _4"></span>analizie <span class="_ _4"></span>wpływu<span class="_ _1"></span> <span class="_ _4"></span>Grupy <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>na <span class="_ _5"> </span>bioróżnorodność <span class="_ _4"></span>e <span class="_ _5"> </span>oraz <span class="_ _5"> </span>określeniu <span class="_ _4"></span>priorytetów <span class="_ _5"> </span>i </div><div class="t m0 x1 h2 yfed ff1 fs0 fc1 sc0 ls0 ws0">dalszych kierunków działań.<span class="ff2"> </span></div><div class="t m0 x1 h2 yfee ff1 fs0 fc5 sc0 ls0 ws0">Działania i zasoby związane z różnorodnością biolog<span class="_ _0"></span>iczną i ekosystemami<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y107 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E4<span class="ls0">-3 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yfef ff1 fs0 fc5 sc0 ls0 ws0">W <span class="_ _1"></span>raportowanym <span class="_ _1"></span>okresie <span class="_ _1"></span>Grupa <span class="_ _1"></span>UNIMOT<span class="_ _1"></span> prowad<span class="_ _1"></span>ziła <span class="_ _1"></span>działania <span class="_ _1"></span>mające <span class="_ _1"></span>na <span class="_ _1"></span>celu <span class="_ _1"></span>oc<span class="_ _1"></span>hronę <span class="_ _1"></span>bioróżnorodności <span class="_ _1"></span>i <span class="_ _1"></span>wsparcie </div><div class="t m0 x1 h2 yff0 ff1 fs0 fc5 sc0 ls0 ws0">ekosystemów. Zaliczyć do nich należy:<span class="ff2"> </span></div><div class="t m0 xa h11 y30c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wsparcie i realizację projektów odbudowy ekosystemów, w tym <span class="_ _0"></span>tworzenia siedlisk dla zwierząt,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yff1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Podejmowanie <span class="_ _22"> </span>działań <span class="_ _22"> </span>minimalizujących <span class="_ _2a"> </span>degrada<span class="_ _0"></span>cję <span class="_ _22"> </span>środowis<span class="_ _1"></span>ka, <span class="_ _1f"> </span>takich <span class="_ _22"> </span>j<span class="_ _1"></span>ak <span class="_ _22"> </span>ograniczenie <span class="_ _2a"> </span>emi<span class="_ _0"></span>sji </span></span></div><div class="t m0 xc h2 yff2 ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczeń i stosowanie najlepszych dostępnych technologii,<span class="ff2"> </span></div><div class="t m0 xa h11 y7e4 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Monitorowanie  i <span class="_ _9"> </span>minimalizowanie <span class="_ _9"> </span>potencjalnych  zanieczyszczeń <span class="_ _9"> </span>gleby  i <span class="_ _9"> </span>wód  gruntowych  na <span class="_ _9"> </span>terenach </span></span></div><div class="t m0 xc h2 yd65 ff2 fs0 fc1 sc0 ls0 ws0">operacyjnych Grupy, </div><div class="t m0 xa h11 yff3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Stosowanie procedur zapobiegających wyciekom substancji niebezpiecznych,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ycfa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Inwestycje <span class="_ _b"> </span>w <span class="_ _5"> </span>odnawialne <span class="_ _b"> </span>źródła <span class="_ _5"> </span>ene<span class="_ _1"></span>rgii <span class="_ _5"> </span>i <span class="_ _b"> </span>projekty <span class="_ _5"> </span>fotowo<span class="_ _1"></span>ltaiczne <span class="_ _5"> </span>jako <span class="_ _b"> </span>alternatywę <span class="_ _5"> </span>dla <span class="_ _b"> </span>działań <span class="_ _b"> </span>bardziej </span></span></div><div class="t m0 xc h2 y7e8 ff1 fs0 fc1 sc0 ls0 ws0">inwazyjnych dla środowiska,<span class="ff2"> </span></div><div class="t m0 xa h11 yff4 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Minimalizacja generowania odpadów oraz wspieranie procesów ich recyklingu.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y7e9 ff1 fs0 fc5 sc0 ls0 ws0">Działania podejmowane przez Spółki Grupy w odniesieniu do istotnych tematów<span class="ff2"> </span></div><div class="t m0 xa h11 yff5 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">UNIMOT Terminale minimalizuje emisje zanieczyszczeń do powietrza p<span class="_ _0"></span>oprzez stosowanie instalacji odzysku </span></span></div><div class="t m0 xc h2 ye30 ff1 fs0 fc1 sc0 ls0 ws0">par benzyn (OPB) o<span class="_ _1"></span>raz prowadzi regularne przeglądy <span class="_ _1"></span>instalacji w ce<span class="_ _1"></span>lu minimalizacji możliwości w<span class="_ _1"></span>ystąpienia<span class="_ _8"></span> </div><div class="t m0 xc h2 yff6 ff1 fs0 fc1 sc0 ls0 ws0">zdarzeń awaryjnych, które mogłyby prowadzić do skażenia środowiska wodno<span class="ff2">-gruntowego. </span></div><div class="t m0 xa h11 yff7 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">W <span class="_ _6"></span>celu <span class="_ _a"></span>ograniczenia <span class="_ _6"></span>negatywnego <span class="_ _6"></span>wpływu <span class="_ _6"></span>na <span class="_ _a"></span>zanieczyszczanie <span class="_ _6"></span>środowiska <span class="_ _6"></span>i <span class="_ _6"></span>bioróżnorodnoś<span class="_ _1"></span>ć <span class="_ _6"></span>na <span class="_ _6"></span>stacjach </span></span></div><div class="t m0 xc h2 yff8 ff1 fs0 fc1 sc0 ls0 ws0">paliw podejmowane są działania <span class="_ _0"></span>redukujące wpływ na zanieczyszczenie. Zaliczyć do nich należy:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2b h11 yff9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">monitorowanie <span class="_ _c"> </span>instalacji <span class="_ _b"> </span>paliwow<span class="_ _1"></span>ych, <span class="_ _c"> </span>które <span class="_ _b"> </span>przyczynia <span class="_ _c"> </span>się <span class="_ _c"> </span>do <span class="_ _b"> </span>minim<span class="_ _1"></span>alizacji <span class="_ _b"> </span>ryzyka<span class="_ _1"></span> <span class="_ _b"> </span>wycie<span class="_ _1"></span>ków <span class="_ _b"> </span>i </span></span></div><div class="t m0 x2c h2 yffa ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczenia gleby i wody, </div><div class="t m0 x2b h11 ybaa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stosowanie <span class="_ _9"> </span>procedur <span class="_ _c"> </span>przy <span class="_ _9"> </span> <span class="_ _c"> </span>p<span class="_ _1"></span>rzeładunku <span class="_ _c"> </span>paliw <span class="_ _9"> </span>na <span class="_ _c"> </span>s<span class="_ _1"></span>tacjach, <span class="_ _9"> </span>które <span class="_ _c"> </span>minimalizują <span class="_ _9"> </span>ryzyko <span class="_ _c"> </span>r<span class="_ _1"></span>ozlań, </span></span></div><div class="t m0 x2c h2 yffb ff1 fs0 fc1 sc0 ls0 ws0">wycieków i zdarzeń potencjalnie niebezpiecznych dla środowiska,<span class="ff2"> </span></div><div class="t m0 x2b h11 yffc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">realizacja <span class="_ _7"></span>obowiązków <span class="_ _7"></span>w <span class="_ _7"></span>zakresie<span class="_ _1"></span> <span class="_ _7"></span>zapewnienia <span class="_ _7"></span>recyklingu <span class="_ _7"></span>i <span class="_ _7"></span>odzysku <span class="_ _7"></span>od<span class="_ _1"></span>padów <span class="_ _7"></span>opakowaniowych <span class="_ _7"></span>oraz </span></span></div><div class="t m0 x2c h2 yffd ff1 fs0 fc1 sc0 ls0 ws0">produktów <span class="_ _e"> </span>wprowad<span class="_ _1"></span>zanych <span class="_ _d"> </span>na <span class="_ _d"> </span>rynek <span class="_ _d"> </span>krajowy <span class="_ _d"> </span>poprzez <span class="_ _d"> </span>działalność <span class="_ _d"> </span>stacji <span class="_ _d"> </span>za <span class="_ _d"> </span>pośrednictwem </div><div class="t m0 x2c h2 ya8b ff1 fs0 fc1 sc0 ls0 ws0">organizacji odzysku opakowań,<span class="ff2"> </span></div><div class="t m0 x2b h11 yedc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie gospodarki odpadami z uwzględnieniem segrega<span class="_ _0"></span>cji odpadów komunalnych, <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b h11 y13d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zbieranie odpadów niebezpiecznych i przekazywanie ich do utyliza<span class="_ _0"></span>cji wyspecjalizowanym firmom,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b h11 yda3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">oczyszczanie <span class="_ _a"></span>wód <span class="_ _4"></span>opadowych <span class="_ _a"></span>i <span class="_ _a"></span>roztopowych <span class="_ _4"></span>z <span class="_ _a"></span>substancji <span class="_ _4"></span>szkodliwych <span class="_ _a"></span>przed <span class="_ _a"></span>wprowadzeniem <span class="_ _4"></span>do </span></span></div><div class="t m0 x2c h2 yffe ff1 fs0 fc1 sc0 ls0 ws0">kanalizacji i środowiska,<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf99" class="pf w0 h0" ><div class="pc pc99 w0 h0"><img class="bi x9 ya2b w9 h1b8" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">153<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2b h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">oferowanie <span class="_ _e"> </span>do  sprzedaży  op<span class="_ _1"></span>akowań  wielokrotne<span class="_ _1"></span>go  użytku <span class="_ _e"> </span>jako  alternatywy <span class="_ _e"> </span>dla   <span class="_ _e"> </span>opakowań </span></span></div><div class="t m0 x2c h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">jednorazowych <span class="_ _1"></span>co <span class="_ _1"></span>w <span class="_ _1"></span>przyszłości <span class="_ _1"></span>przyniesie <span class="_ _1"></span>częściowe <span class="_ _1"></span>ogranic<span class="_ _1"></span>zenie <span class="_ _1"></span>ilości <span class="_ _1"></span>plastiku w<span class="_ _1"></span>prowadzanego </div><div class="t m0 x2c h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">do środowiska.<span class="ff2"> </span></div><div class="t m0 xa h11 y1a2 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">W <span class="_ _6"></span>celu <span class="_ _a"></span>ograniczenia <span class="_ _6"></span>negatywnego <span class="_ _6"></span>wpływu <span class="_ _6"></span>na <span class="_ _a"></span>zanieczyszczanie <span class="_ _6"></span>środowiska <span class="_ _6"></span>i <span class="_ _6"></span>bioróżnorodnoś<span class="_ _1"></span>ć <span class="_ _6"></span>na <span class="_ _6"></span>stacjach </span></span></div><div class="t m0 xc h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">paliw podejmowane są działania <span class="_ _0"></span>redukujące wpływ na zmiany klimatu. Zaliczyć do nich należy:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xc h2 y761 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2b h11 y762 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">monitorowanie <span class="_ _b"> </span>poziomu <span class="_ _5"> </span>emisji <span class="_ _b"> </span>gazów <span class="_ _5"> </span>cie<span class="_ _1"></span>plarnianych <span class="_ _5"> </span>do <span class="_ _5"> </span>śr<span class="_ _1"></span>odowiska <span class="_ _5"> </span>i <span class="_ _b"> </span>opłaty <span class="_ _5"> </span>za<span class="_ _1"></span> <span class="_ _5"> </span>korzystanie <span class="_ _b"> </span>ze </span></span></div><div class="t m0 x2c h2 y763 ff1 fs0 fc1 sc0 ls0 ws0">środowiska,<span class="ff2"> </span></div><div class="t m0 x2b h11 y764 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">inwestycje <span class="_ _1"></span>w <span class="_ _1"></span>instalacje <span class="_ _1"></span>fotowoltaiczne <span class="_ _1"></span>na <span class="_ _1"></span>te<span class="_ _1"></span>renie <span class="_ _1"></span>wybranych <span class="_ _1"></span>obiektów, <span class="_ _1"></span>które <span class="_ _1"></span> <span class="_ _1"></span>przyczyniają <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>do </span></span></div><div class="t m0 x2c h2 y765 ff1 fs0 fc1 sc0 ls0 ws0">wykorzystania <span class="_ _4"></span>ene<span class="_ _1"></span>rgii <span class="_ _4"></span>z <span class="_ _5"> </span>odnawialnych <span class="_ _5"> </span>źródeł <span class="_ _5"> </span>i <span class="_ _5"> </span>zmniejszają <span class="_ _5"> </span>zużycie <span class="_ _5"> </span>energii <span class="_ _5"> </span>pochodzącej <span class="_ _5"> </span>z <span class="_ _5"> </span>paliw </div><div class="t m0 x2c h2 y766 ff1 fs0 fc1 sc0 ls0 ws0">kopalnych, ilość <span class="_ _1"></span>produkowanej <span class="_ _1"></span>przez nie <span class="_ _1"></span>energii <span class="_ _1"></span>pozwoli na<span class="_ _1"></span> oszczę<span class="_ _6"></span>dności się<span class="_ _1"></span>gające nawet <span class="_ _1"></span>50% w </div><div class="t m0 x2c h2 y259 ff1 fs0 fc1 sc0 ls0 ws0">skali <span class="_ _c"> </span>roku. <span class="_ _c"> </span>Je<span class="_ _1"></span>dnocześnie, <span class="_ _c"> </span>prowadzone <span class="_ _9"> </span>są <span class="_ _c"> </span>analizy <span class="_ _9"> </span>dotyczące <span class="_ _c"> </span>możliwośc<span class="_ _1"></span>i <span class="_ _c"> </span>technicznych <span class="_ _9"> </span>montażu<span class="_ _8"></span> </div><div class="t m0 x2c h2 y767 ff1 fs0 fc1 sc0 ls0 ws0">instalacji na <span class="_ _1"></span>kolejnych <span class="_ _1"></span>stacjach paliw, <span class="_ _1"></span>tak, <span class="_ _1"></span>aby jak <span class="_ _1"></span>najwięcej s<span class="_ _1"></span>tacji wyposażonych <span class="_ _1"></span>było w<span class="_ _1"></span>e <span class="_ _1"></span>własne </div><div class="t m0 x2c h2 y768 ff1 fs0 fc1 sc0 ls0 ws0">źródło energii z OZE,<span class="ff2"> </span></div><div class="t m0 x2b h11 y769 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">uruchamianie <span class="_ _8"></span>stacji do <span class="_ _7"></span>ł<span class="_ _1"></span>adowania <span class="_ _8"></span>pojazdów <span class="_ _0"></span>elektrycznych. <span class="_ _8"></span>W<span class="_ _1"></span> <span class="_ _8"></span>2024<span class="_ _1"></span> <span class="_ _8"></span>roku <span class="_ _8"></span>s<span class="_ _1"></span>tacje <span class="_ _8"></span>znajdow<span class="_ _1"></span>ały <span class="_ _8"></span>się przy </span></span></div><div class="t m0 x2c h2 y76a ff1 fs0 fc1 sc0 ls0 ws0">7 stacjach paliw AVIA, z<span class="_ _0"></span> czego w 4 lokali<span class="_ _0"></span>zacjach były w fazie uruchamiania. Są to za<span class="_ _0"></span>równo własne </div><div class="t m0 x2c h2 y7c7 ff1 fs0 fc1 sc0 ls0 ws0">punkty ładowania, jak i operatorów zewnętrznych.<span class="ff2"> </span></div><div class="t m0 xa h11 y7f0 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">W <span class="_ _7"></span>ramach <span class="_ _7"></span>działań <span class="_ _7"></span>wsparcia <span class="_ _8"></span>bioróżnorodności <span class="_ _7"></span>i <span class="_ _7"></span>ekosystemó<span class="_ _1"></span>w <span class="_ _7"></span>na <span class="_ _7"></span>stacjach <span class="_ _7"></span>paliw <span class="_ _7"></span>AVIA <span class="_ _7"></span>w <span class="_ _7"></span>raport<span class="_ _1"></span>owanym <span class="_ _7"></span>okresie </span></span></div><div class="t m0 xc h2 y7f1 ff1 fs0 fc1 sc0 ls0 ws0">zainstalowano 14 budek lęgowych dla p<span class="_ _0"></span>taków.<span class="ff2"> </span></div><div class="t m0 xa h11 y126 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Spółka R<span class="_ _1"></span>CEkoenergia z<span class="_ _1"></span>ainicjowała <span class="_ _1"></span>i w<span class="_ _1"></span>ykonała <span class="_ _1"></span>akcję <span class="_ _1"></span>sadzenia <span class="_ _6"></span></span></span><span class="fc1">20 <span class="_ _1"></span><span class="ff1 ls0">rodzimych <span class="_ _1"></span>gatunków <span class="_ _1"></span>drz<span class="_ _1"></span>ew <span class="_ _1"></span>i <span class="_ _1"></span></span>20 <span class="_ _1"></span><span class="ff1 ls0">krzewów </span></span></div><div class="t m0 xc h2 y127 ff2 fs0 fc1 sc0 ls0 ws0">na terenie gminnej jednostki <span class="ff1">–</span> Centrum Edukacji Ekologicznej.  </div><div class="t m0 xc h2 y28 ff1 fs0 fc1 sc0 ls0 ws0">Akcja <span class="_ _c"> </span>miała <span class="_ _c"> </span>na <span class="_ _c"> </span>celu <span class="_ _c"> </span>wsparcie <span class="_ _9"> </span>procesu <span class="_ _c"> </span>odtwarzania <span class="_ _b"> </span>lok<span class="_ _1"></span>alnego <span class="_ _c"> </span>ekosystemu <span class="_ _c"> </span>po <span class="_ _c"> </span>zakończonej <span class="_ _c"> </span>5 <span class="_ _c"> </span>lat <span class="_ _c"> </span>temu </div><div class="t m0 xc h2 y128 ff1 fs0 fc1 sc0 ls0 ws0">inwestycji <span class="_ _1"></span>polegającej <span class="_ _1"></span>na <span class="_ _6"></span>budowie <span class="_ _6"></span>Centrum <span class="_ _1"></span>Edukacji <span class="_ _1"></span>Ekologicznej. <span class="_ _1"></span>Drze<span class="_ _1"></span>wa <span class="_ _1"></span>powodują <span class="_ _1"></span>zatrzymanie <span class="_ _1"></span>wody <span class="_ _1"></span>w </div><div class="t m0 xc h2 y7f2 ff1 fs0 fc1 sc0 ls0 ws0">gruncie i dzięki temu tereny w Gminie, które usytuowane są niżej, są w mniejszym stopniu zalewane. <span class="ff2"> </span></div><div class="t m0 xa h11 y7f3 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Na <span class="_ _6"></span>terenie <span class="_ _a"></span>Spółki <span class="_ _6"></span>RCEkoene<span class="_ _1"></span>rgia <span class="_ _6"></span>powstała <span class="_ _6"></span>minipasieka <span class="_ _a"></span>składająca <span class="_ _6"></span>się <span class="_ _a"></span>z <span class="_ _6"></span>5<span class="_ _1"></span> <span class="_ _6"></span>uli, <span class="_ _a"></span>które <span class="_ _6"></span>objęte <span class="_ _a"></span>są <span class="_ _6"></span>stałą <span class="_ _6"></span>o<span class="_ _1"></span>pieką </span></span></div><div class="t m0 xc h2 y7f4 ff1 fs0 fc1 sc0 ls0 ws0">doświadczonego  p<span class="_ _0"></span>szczelarza.  W <span class="_ _9"> </span>celu  utrzymania <span class="_ _9"> </span>równowagi <span class="_ _9"> </span>wśród  owadów  za<span class="_ _0"></span>pylających,  na <span class="_ _9"> </span>terenie </div><div class="t m0 xc h2 y7f5 ff1 fs0 fc1 sc0 ls0 ws0">zbudowano <span class="_ _e"> </span>równie<span class="_ _1"></span>ż <span class="_ _e"> </span>dwa, <span class="_ _d"> </span>sporej <span class="_ _d"> </span>wielkości <span class="_ _d"> </span>sandaria. <span class="_ _e"> </span>Sandarium <span class="_ _d"> </span>to <span class="_ _d"> </span>rodzaj <span class="_ _d"> </span>struktury <span class="_ _d"> </span>wspomagającej </div><div class="t m0 xc h2 y7f6 ff1 fs0 fc1 sc0 ls0 ws0">gniazdowanie,  z  której <span class="_ _e"> </span>korzystają  m.in. <span class="_ _e"> </span>dzikie  pszczoły <span class="_ _e"> </span>ziemne. <span class="_ _e"> </span>Sandarium  stanowi  alternatywę <span class="_ _e"> </span>dla </div><div class="t m0 xc h2 y7f7 ff1 fs0 fc1 sc0 ls0 ws0">naturalnych siedlisk, których liczba <span class="_ _0"></span>stale maleje w szybkim tempie. <span class="ff2"> </span></div><div class="t m0 xa h11 y7f8 ff2 fs0 fc5 sc0 ls1 ws0">7.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Spółka <span class="_ _7"></span>UNIMOT <span class="_ _8"></span>Bitumen <span class="_ _8"></span>prow<span class="_ _1"></span>adzi <span class="_ _7"></span>s<span class="_ _1"></span>tały <span class="_ _7"></span>monitoring z<span class="_ _0"></span>anieczyszczeń <span class="_ _8"></span>emitowanych <span class="_ _8"></span>do <span class="_ _8"></span>powietrza, <span class="_ _8"></span>wody <span class="_ _8"></span>i <span class="_ _8"></span>gleby </span></span></div><div class="t m0 xc h2 y7f9 ff1 fs0 fc1 sc0 ls0 ws0">oraz działania mające na celu ich minimalizację. Zali<span class="_ _0"></span>czyć do nich należy:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2b h11 y7fa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stosowanie <span class="_ _1"></span>procedur awaryjnych <span class="_ _1"></span>mających n<span class="_ _1"></span>a celu <span class="_ _1"></span>szybkie <span class="_ _1"></span>reagowanie, <span class="_ _1"></span>zapobieganie wyci<span class="_ _1"></span>ekom i </span></span></div><div class="t m0 x2c h2 y7fb ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczeniu środowiska,<span class="ff2"> </span></div><div class="t m0 x2b h11 y7fc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stosowanie za<span class="_ _8"></span>bezpiecze<span class="_ _1"></span>ń <span class="_ _8"></span>prze<span class="_ _1"></span>d <span class="_ _8"></span>wyciekami, np. <span class="_ _0"></span>tace p<span class="_ _0"></span>rzeciwrozlew<span class="_ _1"></span>cze, <span class="_ _8"></span>wybetonowane<span class="_ _1"></span> <span class="_ _8"></span>posadzki co </span></span></div><div class="t m0 x2c h2 y7fd ff1 fs0 fc1 sc0 ls0 ws0">zabezpiecza przed przedostaniem się zanieczyszczeń do środowiska wodnego oraz <span class="_ _8"></span>gruntu,<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x2b h11 y7fe ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">składowanie surowców i odpadów w odpowiednich pojemnikach,<span class="ff2"> </span></span></span></div><div class="t m0 x2b h11 y7ff ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">działanie w oparciu o Pozwolenie Zintegrowane oraz p<span class="_ _0"></span>ozwolenie wodnoprawne. <span class="ff2 fc5"> </span></span></span></div><div class="t m0 x1 h2 y191 ff1 fs0 fc5 sc0 ls0 ws0">Cele związane z różnorodnością biologiczną i ekosystemami<span class="ff2"> </span></div></div><div class="c x1 yfff w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E4<span class="ls0">-4   </span>E4<span class="ls0">-5 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1000 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _22"> </span>średnioterminowym <span class="_ _1f"> </span>ho<span class="_ _1"></span>ryz<span class="_ _0"></span>oncie <span class="_ _22"> </span>czasowym <span class="_ _1f"> </span>Grupa <span class="_ _22"> </span>UNIMOT <span class="_ _2a"> </span>dokładnie <span class="_ _1f"> </span>przeanalizuje <span class="_ _22"> </span>sw<span class="_ _1"></span>ój <span class="_ _1f"> </span>wpływ <span class="_ _22"> </span>na </div><div class="t m0 x1 h2 y1001 ff1 fs0 fc1 sc0 ls0 ws0">bioróżnorodność. <span class="_ _1"></span>Po <span class="_ _6"></span>przeprowadzeniu <span class="_ _1"></span>analizy <span class="_ _1"></span>zostaną <span class="_ _1"></span>podjęte<span class="_ _1"></span> <span class="_ _1"></span>decyzje <span class="_ _1"></span>w <span class="_ _6"></span>zakresie <span class="_ _6"></span>o<span class="_ _1"></span>kreślenia c<span class="_ _1"></span>elów <span class="_ _1"></span>i <span class="_ _1"></span>działań <span class="_ _1"></span>w <span class="_ _6"></span>tym </div><div class="t m0 x1 h2 y1c8 ff2 fs0 fc1 sc0 ls0 ws0">obszarze<span class="ff1">, a także przyjęcia mierzalnych wskaźników ich realizacji. </span> </div><div class="t m0 xa hf y1002 ff2 fs1 fc7 sc0 ls0 ws0">2.5.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Wykorzystanie zasobów i<span class="_ _8"></span> gospodarka o obiegu za<span class="_ _8"></span>mkniętym<span class="ff2"> </span></span></span></div></div><div class="c x1 y1003 w3a h15a"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">IRO-1   SBM-3<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1004 ff1 fs0 fc1 sc0 ls0 ws0">W celu o<span class="_ _1"></span>kreślenia rzeczywistych i potencjalnych wpływów<span class="_ _1"></span>, ryzyk i s<span class="_ _1"></span>zans związanych z <span class="_ _1"></span>zanieczyszczeniami w ramach </div><div class="t m0 x1 h2 y1005 ff1 fs0 fc1 sc0 ls0 ws0">własnych <span class="_ _9"> </span>operacji <span class="_ _c"> </span>i <span class="_ _9"> </span>w <span class="_ _9"> </span>łańcuchu <span class="_ _9"> </span>wartości, <span class="_ _9"> </span>w <span class="_ _c"> </span>procesie  bada<span class="_ _0"></span>nia <span class="_ _9"> </span>podwójnej <span class="_ _9"> </span>istotności, <span class="_ _c"> </span>Grupa <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span>dokonała </div><div class="t m0 x1 h2 y1006 ff1 fs0 fc1 sc0 ls0 ws0">przeglądu <span class="_ _5"> </span>własnych <span class="_ _b"> </span>lokalizacji <span class="_ _5"> </span>i <span class="_ _b"> </span>własnej <span class="_ _b"> </span>działalności <span class="_ _5"> </span>o<span class="_ _1"></span>peracyjnej. <span class="_ _5"> </span>Kolejno <span class="_ _b"> </span>zidentyfikowała <span class="_ _5"> </span>i <span class="_ _5"> </span>oc<span class="_ _1"></span>eniła <span class="_ _5"> </span>rzec<span class="_ _1"></span>zywiste <span class="_ _5"> </span>i </div><div class="t m0 x1 h2 y1007 ff1 fs0 fc1 sc0 ls0 ws0">potencjalne odd<span class="_ _8"></span>ziaływania<span class="_ _1"></span> <span class="_ _8"></span>na wykorzystanie <span class="_ _8"></span>z<span class="_ _1"></span>asobów<span class="ff2"> </span>oraz <span class="_ _8"></span>kw<span class="_ _1"></span>estie <span class="_ _8"></span>odpadów. W <span class="_ _8"></span>analizie wzięli <span class="_ _8"></span>udział przedstawiciele </div><div class="t m0 x1 h2 yc7 ff1 fs0 fc1 sc0 ls0 ws0">lokalnych społeczności, co zaprezentowano w części 1.6.3. niniejszego Sprawozda<span class="_ _0"></span>nia. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y1008 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>raportowanym <span class="_ _b"> </span>2024 <span class="_ _c"> </span>roku <span class="_ _9"> </span>gospodarka <span class="_ _b"> </span>o <span class="_ _c"> </span>obiegu <span class="_ _c"> </span>zamkniętym <span class="_ _c"> </span>stała <span class="_ _c"> </span>się <span class="_ _c"> </span>jednym, <span class="_ _b"> </span>m<span class="_ _1"></span>ającym <span class="_ _b"> </span>odzwiercie<span class="_ _1"></span>dlenie <span class="_ _b"> </span>w </div><div class="t m0 x1 h2 y1009 ff1 fs0 fc1 sc0 ls0 ws0">Strategii, <span class="_ _b"> </span>z <span class="_ _5"> </span>prior<span class="_ _1"></span>ytetów <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>UNIMOT, <span class="_ _b"> </span>a <span class="_ _b"> </span>przeprowadzone <span class="_ _b"> </span>badanie <span class="_ _b"> </span>istotności <span class="_ _b"> </span>potwierdziło <span class="_ _b"> </span>słuszność <span class="_ _b"> </span>przyjętego </div></div></div><div class="pi" ></div></div><div id="pf9a" class="pf w0 h0" ><div class="pc pc9a w0 h0"><img class="bi x9 y100a w9 h114" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">154<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">kierunku. <span class="_ _a"></span>Wprowadzanie <span class="_ _a"></span>zasad <span class="_ _a"></span>obiegu <span class="_ _a"></span>zamkniętego, <span class="_ _a"></span>a <span class="_ _a"></span>tym<span class="_ _1"></span> <span class="_ _a"></span>samym <span class="_ _a"></span>zarządzanie <span class="_ _a"></span>tym <span class="_ _a"></span>obsz<span class="_ _1"></span>arem <span class="_ _a"></span>stały <span class="_ _a"></span>się <span class="_ _a"></span>jednym <span class="_ _a"></span>z </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">celów dla<span class="_ _0"></span> <span class="_ _8"></span>Grupy na <span class="_ _8"></span>lata 2024<span class="ff2">-</span>2028. <span class="_ _8"></span>W zakresie <span class="_ _8"></span>wpływów związ<span class="_ _0"></span>anych <span class="_ _8"></span>z gospodarką <span class="_ _8"></span>o obiegu <span class="_ _8"></span>zamkniętym, <span class="_ _0"></span>aktywność </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _0"></span>koncentruje się przede <span class="_ _8"></span>wszystkim na działalności <span class="_ _0"></span>operacyjnej, w ra<span class="_ _8"></span>mach której odbywa <span class="_ _8"></span>s<span class="_ _1"></span>ię znaczą<span class="_ _0"></span>cy prz<span class="_ _0"></span>epływ </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">materiałów i produktów.<span class="ff2"> </span></div><div class="t m0 x1 h2 y144 ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienia wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y100b w6c h31"><div class="t m0 xb h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y100b w6d h31"><div class="t m0 xb h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Środowisko (E)<span class="ff2"> </span></div></div><div class="c x1 yf7f w6c h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e yf7f w6d h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">E5 Wykorzystanie zasobów i gospodarka<span class="_ _0"></span> o obiegu </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zamkniętym<span class="ff2"> </span></div></div><div class="c x1 y100c w6c hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e y100c w6d hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Wpływy zasobów, w tym wykorzystanie za<span class="_ _8"></span>s<span class="_ _1"></span>obów </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wypływy zasobów związane z produktami i <span class="_ _0"></span>usługami </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Odpady </div></div><div class="c x1 y100d w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y100d w6d hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fcd sc0 ls0 ws0">Negatywny, <span class="fc1">rzeczywisty </span></div></div><div class="c x1 ye3a w6c h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e ye3a w6d h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. ds. Transformacji </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Energetycznej / prezesi Zarządów Spółek zależnych<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y100e ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie <span class="ff1">istotnych tematów</span><span class="fc1"> </span></div><div class="t m0 x1 h2 y3e2 ff1 fs0 fc5 sc0 ls0 ws0">Polityki związane z wykorzystaniem zasobów oraz g<span class="_ _8"></span>o<span class="_ _1"></span>spodarką o obiegu zamkniętym<span class="ff2"> </span></div></div><div class="c x1 y438 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E5<span class="ls0">-1 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y100f ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>raportowanym <span class="_ _a"></span>okresie <span class="_ _a"></span>Grupa <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>nie <span class="_ _a"></span>przyjęła <span class="_ _a"></span>polityki <span class="_ _a"></span>GOZ <span class="_ _a"></span>(Gospodarki <span class="_ _a"></span>w <span class="_ _a"></span>obiegu <span class="_ _a"></span>zamkniętym). <span class="_ _5"> </span><span class="ff2">Kluczowe </span></div><div class="t m0 x1 h2 y1010 ff1 fs0 fc1 sc0 ls0 ws0">działania strategiczne w zakresie GOZ zostały zdefiniowane w Strategii Grupy UNIMOT na lata 2024<span class="_ _1"></span><span class="ff2">-2028 w ramach </span></div><div class="t m0 x1 h2 y1011 ff1 fs0 fc1 sc0 ls0 ws0">obszaru <span class="_ _1"></span>śro<span class="_ _1"></span>dowiskowego. <span class="_ _1"></span>W <span class="_ _6"></span>średnioterminowym <span class="_ _6"></span>horyzoncie <span class="_ _1"></span>czasowym, <span class="_ _6"></span>Grupa <span class="_ _6"></span>UNIMOT <span class="_ _1"></span>przygotuje <span class="_ _6"></span>mapę <span class="_ _6"></span>drogową </div><div class="t m0 x1 h2 y1012 ff1 fs0 fc1 sc0 ls0 ws0">GOZ, <span class="_ _0"></span>czyli prak<span class="_ _8"></span>t<span class="_ _1"></span>yczny p<span class="_ _0"></span>lan wdrożenia za<span class="_ _0"></span>sad gospodarki <span class="_ _8"></span>obiegu zamkniętego <span class="_ _0"></span>w <span class="_ _0"></span>Spółkach. Wyznaczone <span class="_ _8"></span>cele<span class="_ _1"></span>, <span class="_ _8"></span>działania </div><div class="t m0 x1 h2 y1013 ff1 fs0 fc1 sc0 ls0 ws0">i ich szczegółowe opisy zostaną również za<span class="_ _8"></span>w<span class="_ _1"></span>arte w aktualizacji Polityki środowisko<span class="ff2">we<span class="_ _1"></span>j przewidzia<span class="_ _0"></span>nej na 2025 rok.  </span></div><div class="t m0 x1 h2 y687 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 <span class="_ _8"></span>ro<span class="_ _1"></span>ku <span class="_ _0"></span>kwestie wykorzy<span class="_ _0"></span>stania <span class="_ _8"></span>zasobów oraz zarządza<span class="_ _0"></span>nia odpadami <span class="_ _8"></span>regulowane były <span class="_ _0"></span>przez dokumenty <span class="_ _8"></span>przyjęte<span class="_ _1"></span> </div><div class="t m0 x1 h2 y1014 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _6"></span>poszczególnych <span class="_ _6"></span>Spółkach <span class="_ _1"></span>i <span class="_ _a"></span>dostosowane <span class="_ _6"></span>do <span class="_ _1"></span>ich <span class="_ _6"></span>działalnośc<span class="_ _1"></span>i, <span class="_ _1"></span>np. <span class="_ _6"></span>Spółka <span class="_ _6"></span>RCEkoenergia <span class="_ _6"></span>opiera <span class="_ _6"></span>swoje <span class="_ _6"></span>działania <span class="_ _6"></span>na </div><div class="t m0 x1 h2 y1015 ff2 fs0 fc1 sc0 ls0 ws0">pozwoleniu <span class="_ _6"></span>zintegrowanym <span class="_ _6"></span>znak: <span class="_ _6"></span>WS<span class="_ _1"></span>.62<span class="ff1">22.2.2019.RJ <span class="_ _6"></span>z <span class="_ _a"></span>19.02.2020 <span class="_ _1"></span>r.<span class="_ _1"></span>, <span class="_ _6"></span>które <span class="_ _6"></span>zawiera <span class="_ _6"></span>kwe<span class="_ _1"></span>stie <span class="_ _6"></span>zasobów <span class="_ _6"></span>naturalnych </span></div><div class="t m0 x1 h2 y1016 ff2 fs0 fc1 sc0 ls0 ws0">(m.in. gospodarka pali<span class="_ _0"></span>wowo-suro<span class="_ _1"></span>wcowa, warunki pob<span class="_ _0"></span>oru wody). </div><div class="t m0 x1 h2 y373 ff1 fs0 fc5 sc0 ls0 ws0">Działania i zasoby związane z wykorzystaniem za<span class="_ _0"></span>sobów oraz gospodarką o obiegu zamkniętym<span class="ff2"> </span></div></div><div class="c x1 y1017 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E5<span class="ls0">-2<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y482 ff2 fs0 fc0 sc0 ls0 ws0">Paliwa <span class="ff1">ciekłe</span> </div><div class="t m0 x1 h2 y1018 ff1 fs0 fc5 sc0 ls0 ws0">1. Wyczerpywalność zasobów:<span class="ff2"> </span></div><div class="t m0 x1 h2 ya94 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>handluje <span class="_ _9"> </span>paliwami <span class="_ _c"> </span>pochodzącymi <span class="_ _c"> </span>z<span class="_ _1"></span> <span class="_ _c"> </span>ropy <span class="_ _c"> </span>naftowe<span class="_ _1"></span>j <span class="_ _c"> </span>i <span class="_ _c"> </span>gazu <span class="_ _c"> </span>ziemnego, <span class="_ _c"> </span>k<span class="_ _1"></span>tóre <span class="_ _c"> </span>są <span class="_ _c"> </span>nieodnawialnymi </div><div class="t m0 x1 h2 yea8 ff2 fs0 fc1 sc0 ls0 ws0">surowcami. <span class="ff1">Wszelkie zmiany <span class="_ _0"></span>popytu rynkowego na pa<span class="_ _0"></span>liwo mają bezpośredni i znaczący <span class="_ _0"></span>wpływ na dzia<span class="_ _0"></span>łalność <span class="_ _1"></span><span class="ff2">Grupy, </span></span></div><div class="t m0 x1 h2 y1019 ff1 fs0 fc1 sc0 ls0 ws0">dostępność produktów <span class="_ _8"></span>oraz ceny. Zapewnienie dostępności p<span class="_ _0"></span>roduktu d<span class="_ _0"></span>la klientów jest p<span class="_ _8"></span>o<span class="_ _1"></span>d <span class="_ _0"></span>stałą kontrolą operacyjną </div><div class="t m0 x1 h2 y101a ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _a"></span>logistyczną, <span class="_ _a"></span>tak <span class="_ _4"></span>aby <span class="_ _a"></span>Grupa <span class="_ _4"></span>zapewniała <span class="_ _a"></span>podaż <span class="_ _a"></span>paliwa <span class="_ _4"></span>pokrywającą <span class="_ _a"></span>popyt. <span class="_ _4"></span>Zwiększenie <span class="_ _4"></span>popytu <span class="_ _6"></span>w<span class="_ _1"></span>pływa <span class="_ _a"></span>z <span class="_ _a"></span>kolei <span class="_ _4"></span>na </div><div class="t m0 x1 h2 y101b ff1 fs0 fc1 sc0 ls0 ws0">zwiększenie wykorzystania zasobów przez Spółkę.  <span class="ff2"> </span></div><div class="t m0 x1 h2 y336 ff1 fs0 fc1 sc0 ls0 ws0">Biorąc <span class="_ _8"></span>pod uwagę p<span class="_ _0"></span>owyższe, Grup<span class="_ _0"></span>a <span class="_ _8"></span>UNIMOT<span class="_ _1"></span> <span class="_ _8"></span>o<span class="_ _1"></span>d <span class="_ _8"></span>2022<span class="_ _1"></span> <span class="_ _8"></span>roku testuje zaa<span class="_ _0"></span>wansowane biopa<span class="_ _0"></span>liwa, ja<span class="_ _0"></span>k HVO100 <span class="_ _8"></span>UCO <span class="_ _0"></span>(used </div><div class="t m0 x1 h2 y3f7 ff2 fs0 fc1 sc0 ls0 ws0">cooking <span class="_ _1"></span>oil). <span class="_ _1"></span>W <span class="_ _1"></span>roku <span class="_ _1"></span>2023, <span class="_ _1"></span><span class="ff1">mając na <span class="_ _1"></span>względzie <span class="_ _1"></span>planowaną <span class="_ _1"></span>na <span class="_ _1"></span>styczeń <span class="_ _1"></span>2025 <span class="_ _1"></span>roku <span class="_ _1"></span>implementację <span class="_ _1"></span>Dyrektywy <span class="_ _1"></span>RED <span class="_ _1"></span>II, </span></div><div class="t m0 x1 h2 y7a7 ff1 fs0 fc1 sc0 ls0 ws0">Grupa rozpoczęła przygotowania d<span class="_ _0"></span>o wdrożenia HVO100 do ogólnej sprzedaży w 2024 roku.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y1003 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _7"></span>tym <span class="_ _7"></span>celu <span class="_ _7"></span>zostało <span class="_ _7"></span>s<span class="_ _1"></span>tworzone <span class="_ _7"></span>stanowisko <span class="_ _7"></span>Climate <span class="_ _7"></span>Solutions<span class="_ _1"></span> <span class="_ _7"></span>Director/ <span class="_ _7"></span>Dyrektora <span class="_ _7"></span>ds. <span class="_ _7"></span>R<span class="_ _1"></span>ozwiązań <span class="_ _7"></span>Klimatycznych, <span class="_ _7"></span>którego </div><div class="t m0 x1 h2 y7a9 ff1 fs0 fc1 sc0 ls0 ws0">celem <span class="_ _1"></span>jest <span class="_ _1"></span>wdrażanie, <span class="_ _1"></span>a <span class="_ _1"></span>następnie <span class="_ _1"></span>s<span class="_ _1"></span>przedaż <span class="_ _1"></span>wszystkich <span class="_ _1"></span>produktów <span class="_ _1"></span>Grupy, <span class="_ _1"></span>które <span class="_ _1"></span>wspierają <span class="_ _6"></span>proces <span class="_ _1"></span>dekarbonizacji, <span class="_ _1"></span>w </div><div class="t m0 x1 h2 ye8a ff2 fs0 fc1 sc0 ls0 ws0">tym paliwa HVO100. </div><div class="t m0 x1 h2 y607 ff1 fs0 fc1 sc0 ls0 ws0">Każdorazowo <span class="_ _6"></span>s<span class="_ _1"></span>przedaż <span class="_ _6"></span>poprze<span class="_ _1"></span>dzona <span class="_ _6"></span>jes<span class="_ _1"></span>t <span class="_ _6"></span>edukacją <span class="_ _a"></span>klientów <span class="_ _a"></span>w <span class="_ _a"></span>formie <span class="_ _a"></span>wieloetapowych <span class="_ _a"></span>konsultacji, <span class="_ _6"></span>organizowanych </div><div class="t m0 x1 h2 y101c ff1 fs0 fc1 sc0 ls0 ws0">webinarów czy konferencji.<span class="ff2"> </span></div><div class="t m0 x1 h2 y101d ff1 fs0 fc1 sc0 ls0 ws0">Wdrożenie projektu uzależnione jest od procesu legislacyjnego z<span class="_ _0"></span>wiązanego z implementacją Dyrektyw:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y9ce ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">EU RED II,  </span></span></div><div class="t m0 xa h11 y101e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">EU RED III. </span></span></div></div></div><div class="pi" ></div></div><div id="pf9b" class="pf w0 h0" ><div class="pc pc9b w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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rfOeQLakKJ6ow6k12rhiploRd1KgvcrraNjlXdl/dQJ2cRUZJfYK7mqjUmNnURFVQfnyWXEvtsEGpZq1DfrV7VAJueW2zf/4f+x78gsSwGCavSezFC1TdnWCRSJA/kAF5BHQ6/rYwJoTBakQDS0iRrl2rgxGQxjMq8Eg4g4g4Hl8PE5Nd/EbGnEcFODhpuUJSqWhvGvPvQpMBRs4JViEME5HDg6e/f99y8MS8l7Uf2gDJBOMB+NF0dVtBVl5xtCEPGwSh/46+vf9Eu/tf2uR0a1K1u0yYF77PpGvRjzqpZOf8PiMA5qHgX59Oe+8vo3/fbnPn+PAsYYtY3zzmdeTUajAOuITGpyZlBDgktwAVlLWUAW4BNcHOvUlkfLk+UJmVqWzIVkSvAeJCfl5qfiW2IrBtq2hSBqbLGM4fLRxx8rEGFtQu0KKiUtdLjsyDC1IsQaN6Hrji3GnfuLhjdEmmiQ0I0uv/rHfmxuVOXc6UKyOmUhOVWfkEdks8vpwZ3RGvWEpE4BQiuaEd33lx86i3PPIbUhaTKzDJwbI6E/tTY/fVsDZOioAQZaLI/s2Lm2pumWqC3zZK5JWTBnPCjr/pYtGzaeDle0IgD30Vvcf6A6fNyF1Cu6RBRVATreo0cnaVc/zHZ1tquzWcpE+JHDfHyphSYgqq5SzzNKBW28uAIwBBqCGjzQDQGP7n3gHX/aeWjvpKaZOpzVoLv74M73fABt8tqOxypG0oh4ctziU2wrALJMfFYENSVhl8dgyUicJ3JPK8fC86gsfZ4lSxAmoe5EJ8ZGGP0JD0oAQqs+6xJnBEeSEeVtxOTUOp9NfO2WW2sd1ylbILIgpWZyqg82EBmbMRmRy2R5UPrxHEiGkZGjZMllokjsBEx5p8/iU4JzzMQEGgzKzBcGR5w1kaJJrz81GLXiuiD/lRtvrmqMmmBA1dQgxKgK3L/zgWhKQgYjobwoDAoxEn7s8UeNYUmhqm2rNo566P965399yx++rW61rEIyVxQ9VTPDaDRSjSlFn8lgMNiwYUu7XCb4JtLc/Oj3/re3PPDAMREW9gCaphGhXq9DhnK4TBT7fe88Qqqb2CrUmFRIvAsawOYLpm8AREZEeZGnBFW0bQRARM+ErQSgXJIz0WZLyPa9/9Pb5uuZtl0X01kDO2/RiuCOMy2SZ9/RRj2IYH3ozKHl4ce/6gaEBgaXKMOVV2x43hXLjgsu8sisTuEUnAW3pcb9n/hbV49KNGBCbVEwBPPRuXjHg+vqpqEhOReda8mFClRKkN5Bos0vuAZadIGOAgmzX9/Z2zN7rnbyqtzgpxB1yvXz4BEz2bClueziTPoo0Yuy3nj9qB7e+shpyzoV0QnotNRrpQMJ1FnO8+i7LkpIsfU02cbnHUO44YF16rohdVeHNDwzsADiFJIUwICTchuX5todD9/+pv91+VM3nB3QW24nFGsUm9sUvnzbo7/9Fj5wOKXRMoY1mwvWTUGfhnvG6R0pOEHIVjgDxk+tLdlT/BQUgGQryeE4P0o2LpCNx3aYjOtaRmZkiSwvumUVl4ftBz/8mZRgqWHHTWrVYla4JpTjBHCl5ZRaUKscjACKoARSUAIlozTOjPDkMr+tlPlFsuXh0ECJjTwZISUUeU+VzNzi4mjnzkdz780gIoCyUATuuvt+531eFCG1nKFJNZyJ42ixLKulQWpDBSGII3JlbR/9+Oc++rHrF+Yb7/tRyQzVcLBmatJSNTXhU1gqskar+V6HDx58Ynrjplhbr7u2DjI7X/7Sv/vNx/YccY7blIjIUapH890i9oroZNg2x5MuEqo8h1F0jgFt2irLBWibZui5clQ5qR21wkEoaGw0KjMyL2rjWZrfvm7VTdoyarJOYhxcfOBDn35WHWvAQIGE2LWUBS5GrU6SRwiNwwKFYBxHgx2f+NvrfvSHh5N5AdLM4znPOuPVL7t15129SsikytAIwaQTZCLgwRu+evYddxfXvQSOUCICBMSH9vMj+1mrKm8DTwxdEMn74rV1cxNTj0xlV1zz3JKzLigZJMOJr+9Y06QJcIIOcwxABZOSL7Puviy7+KUvGWfvUdABMErLX75tKqSWtPaIzIGlTM63+XTbTMKy2MxboMJy8IzSoRu/vvWnXlqmaL63Klw9E7sVEUU4wgS4gdbUZG2NNtz1m3+wZvuuMyenBkuzmeUNUmltxrzm8JETH/jE8U0bNvzW64ucavg0rCf6U0nSU+RbGv/IyqYMNWMoA2ZG0HFKcbKUbitDYxm0oqEkgmOQrlTWCQSDEpQNwFihTKAIIzNt2iTOTfXW33ff7o9+/KZffvWLUmq9ZC1kOBr2u71RpaDENpZpEsGMyE4V8ldqVcYwNWIywIzieLYaATAhsEUbLo/AuVrgTNRCbGOv6LVl7Tlrm9H27fdf/dzzklruvAHEJMDNX71TuFAbWzhC0pR5ApkphdaqUrMZB7amSZ6dE/fev/zYiWOjXm89UZ5SI2KO2rlj+ycnei950WUXX3ThwsLCV2/62hMHDm9ev35hYeh8tx62k52JheXjfHTus5+58Rd/4TX9rlx8wXl/9sd/VDcE6po6J3Weh0Fpf/4XH9y1+4BQZ1AOiCh3BG3WrZ3+tV/95ZnpibH5hMzYDJTWzUx2cj7lW2B6RmyFGii0FXFqctu97aHZoejBPqJIEq8sKcpp01ubuaViWHnjiDhCS+J7Mcw/tgdLC+XUphlAiOCtuOJim+ymxRM9Q22kBDbKI3VM19fh8E23Puu6F4ITMiGggJa7j05HCQjwPBGpiupZuuaylkcJGy65GOvWdMDUroxbz3Y+ugnE5VIXPF8uu1zCqOmgaDVbqsPm885HhtphmW0G0WmcO7C/6+ICpWGhCZJAapzWzvjDx7owE07OzGnrYtJm/vATW5vSTXQq6Gp49QwghJDgHJCipWoqUwyrg3/y7vTw41tdUS7O1tSWyBrmFkmASWYJ7f6PfnLDCy/PXnAlYp1NT6Ey80+uNCmZGY0FZDVSgzlLbJSgjHQquFphKxrPvIYY2AjGbIxxIAaDsRlAY0cg2GhlUSGBIE7UlIjqOsaW/vI9H3zFC8/devpWBWDQRERCNl5nBrOV+Y7jOj4ExoCyMa38x/ENiSIjsZ3kMaCtalVlqFoLYjNYTFCDmRB7nz2++4lTx8+AmTYtHzm0oEnaNrksTxpozLxJiYSIUuSExkFABMZdO/Y/umtfUUwDrmlaNk2pWjc9efjwwbe8+fd/5mde3inQNLZnz7/6pV/6jaNzVa+TNY1OdqaqMFwzs75ulm++5bbf/I3XAJiamvrhH36JnEzQVaMTVwZ85GOfqsqBiTlyMSbOMgF3svw1r/rBfvENKwWvqGhgQkrGbGb2zdsjfGvrrUnJUCO55erBv/rMWYs00XAgVngfpKhFkW15+cu2Pe/K1jnAksShb+DDhrradmB2cOvtHmGyRhahEnDhaVsufVayJoOxWSIokCs8wplKs3//NTo6m9jGttHOIKVbHuiE1Aob6ZpGO9F8RF5SBrbe5Ate++q6W1CIGLWI5YFDu4YP7OyXpaCEhIGVyIiRuhCX6FkXXdY771xLtUqMaGi0uPy5L04cPN6NjXIgS0XSPIGA9Iprs8kpB67IQpcjmkUeHi/KhX2PYvvdvVALwir1PJNEMEICEiFkVDjog7vv/tlf3ffej26o60bLITfI/KE8H2a5F+9VEUY+DIt9++/8rbfNv+sj2ZLWmuaLU8XAk+xDCeNqIyVDSqRsiS2IRbbEFslO2hZWbiuRmCQhHd88zEMzrLjkWeHJAAObEbWghqgxVN4TgKpsOp3pPbuPvv3t75qbW44JZujmk1UZyByrsDIbWImMDR7ASqVeCSpkzOZYRcaPRAAi4Rubmhw/eiQTZ5ZArfggnDwUKTrm0LbeuXvvuWduvhov86hJYR9+/23lkGPjGDlBzIwFpqoKoU5s3PJC08ZaAV9kozK97W3vLCs2zWLLwq7o5N5ZvTz7v/zqm179b3+gcMEh5lKee9bUW9/yG6PFY81wgZOGOrLPBqMakEd27Xli7zwDuUCsJW0YDVlNVmsoC2cW29yxI+oWPe+8Rc19Eaqml8Gj8Qge0ZmKqZhpVAKYjABN+s27uXxrbBVCYF1GyQePDW558LyRnN7SaQM5d4nPG/C5Q+bc45XXuR+6+tBadyQL85NYmMKwp8TN2iYcvv9eQ4WEkYuLmcMkd684d1jwUHQpx2LHljoYejSI+aj0+08M9x2K4/OFgJaqB/eUcZm6uWoaWl0XXHf8iDQV3f6FZ3ef/+x5keABn0Zh7mO3Xz+y0YAr1+8f983SJJ3IYtvNYzdfdPbsl/2ArulTRLcupxFkfrDzfR89o2rXpjTTpHWVbhymTY2ui9AfeUFnzQzALdQ5KVLKxUiCO3gUN2zHkYV8VWV/ZohwgihYpgSk+/7sL/XW+88cRgnNyIWUZ3UMi9P9klkSCiMSzfsybUkeeGz729618PmbIDLHK+saT17fY1c2bKwyMdL4Rkh4inZlwDjnW8n6xJhMyBzMwVaMoycF2/GzxnuMRKLQ6WYhtm3b9vsT5Sioyvv/6sOP7jokAmG0rfaKPsAEIRAbMQjjv/ykMj7BsQopiwmZsAlofNX+hrB24sQJ55yZEqvPzHvy3gksd76uqhTTnt17jh45uuILMIXh3f/t/YKuJtftTqdomThSMwVMhLK61oW5UZb7YTMCsGfviTvuuMu7jpNCJNOk1WgYY33Wmaf9h9/5lU4uuQOjho26Bb7v6suefcl5U/0ug3LnQlKXZWXVlmV98823mQEGEWNqUlxEWnQSSBPD2qrUFDPvy+Gw4wsGIUFIQgtGw6gZDVMgUiIjxBRiaGvAvPdPW+77FjDdteTPh5u7886tNjSM5jruQN8fzXiIUYnZdmoCF1+BV/zoMe8vKjZuXYxc4oiXg718gGZ47/0z9eDxHkRlpulilLsrvu/xfm+uWxROzhnQ5bPo5hP7spKz+rTShtuP5MG1gpJbLNyvu289G9JtqElrlnudtombh7pR02HXbHzty+K66Q46y8hCRr39dt1bPr91cfHcKDa02XxybTOzdQ5n93vz5YF9m13nF/5NwoRFLYs+EvCVe/L7Hi8dP95xwfxmWT80299JR3th4szz5GXff1c3X8o6WRCwDEQnGr2ykoMf/gKS1RyBiEbRAAnBLEINAdoiAgm2ymZPh9IDBXLViPm46x7+1OeeMxz2mgXWRS9aZmlYGOpdPTpeUtinXLvT2+GWQ8WGvdN9C1q+/zPFY49vxHCAah6hTYTkWuRDCLUoSmNo6Yk0H1nRcC9wEeHtpAJCpzZjO2VSJE2cVEJ0jXGjUoMbAhwgCImR3FCtr2nS4A2uHhWkk50+LdZPuCJlxdr+xgs+fv0Ng4gAZN0wqo4TAhlgYuDxTFolVQAcTVqwKmJiNnIqZNIkGVGaNCtsZVfLaA4tZFBa0k7O0+VibEPSji7E4wNdKCbWLCxnals//ZkbmdUw8uIP7lveXc4Ns2h5OxgdzVxgMTgf2I+SJYmdLOzbey+s66ivwGN7H57ZvLaldqlegtOgsT8xLdz5iVe9lERdJmbcNnAyZdbLst613/9Dg7ZqpQ6+9tRq2/Q6PbH8C5+/kU4RCeXOr2e/yXQN5xOJku/kTta1deEzNZkzamLriZlyAJPABNAbd00C7Hwm3uVFl8iN73lGbMXIhBB16b77mmYU0KTYZuOQzXWCdNedeRaEMTWxZvOmwajsBFkX/VSp/SatN9c8vBePHibAKcEIebHhwmflp21iJbfUpCYO2UbVoENZ1dYpxdEjjyJAGIXGfTfeHGNISKqJCRyaXidfqpcNebZ2/Yarr2yco6Q5oJzmP/spN79ERgokMlEjwEOGg5Kkt/ni89k5J0KTXbOEtt3+mb8jmKVAKZCXYTVynKessC0bN2zZtuY5l3fWzHhlrs1aBVFjKQB75w/v/btPO40A4BgCBca9qifXhK70R63imys2gBIero9nDe77g/ecvpT2xcH+abRFXtWVnGMAACAASURBVARMNrQuZufWPbXi2GRn6Yy19UuvoDe/6rJ3/vq//i9v/pE/+f01r7h2cfaw07pIbT42D6ST5+hJFZ0MrP+0E8roScYuxyxt0zhhcShHw7Ksb/jSVw4dPGFAXbVFp39yWf0PXa9iDOMSvqoyM0AE8t4zk4h471PSL3z+S8tlqaCYbMeOezWEGIIT6RSFaooxmiXAmNkMRhgOR2bmvRhw+PCx+fl54hUGYOaUkqpefvnlnQ4DRDR+ohGBGBdffGGeexZWiyAa/yqmuLS0VNffLRnhW3lQ5eCgGJQH79zhJLBTtbYAsVLtO3OdzvQlF6Kbo19MX3DufAoZsg2NWz/CmoipECcOHccH/24akGQIEWb+7G3bfuD5gGxBNzNe6tgojTpkrtvR0CzcfT9GI4qNX1p+5OOftxRHSMkCQYvYeqjBL0GnLrkEZ58VuduFdKC+Gt3+sY9OLSx65SFQO/MKNhQqbRWXi3ztC65ApwNC5SCq/vHDu++8iy140kxVCS2ok08sQdZdd03Rm8KVl8q2zaRStOQpMzNFGom2Pm6//nOyOIgpKqnJSu1yZZPC8VpZZat/HG0KW7tr+0fn9ZaHJiLE5+p8ybQsUPJrGuo2U83kltNf9sPX/vf3nvOzr3rixK73vvs/v+8//u4n3vJ7X/7Iexe/fEv38eVOEhcaEYIiBjXwuLffaOyYtO/A8mADqqoyS5dddmmnk5GlTpFNTqzZt//wW9/6zhixft3W0SgA4yvm/xCqqmRmZk6anHOm0NYy8Uw2JjLHbueDux57dB+Qichtd9yTUjJVITBBGNBEUIM5z2ZGzMePn2BmJhBw7NhCVVVOZNyLx8yq2ul0zjnnLACq48YolXGTk9nllz/be2EyszRmbQApphMnThw9uvg9xFY1gdvQ3HQbDh501NZSgkORlBMtgI7leXbReanjKhfpigtO9PIWIolcJFIaYXmDk/s/9Dfu4BFuWpgqU+343Ff9qzrPcyu8onTKAg7Rcm7T0D9x0B7ayakMjzyW3/e4MA0KJCgsEjVcVt3+9BHn9bprGvYJHmpclYuPPGT798+0lUu80KHaIU/GCgdWyuem+2uufg6MYooDSwXcE1/ZcbrraCgtVgVSk6LLu7Bs6IqpV768cYZnbZh+yVXB55l5VhGIT2i13lD4zoOP645HhDgBNa1MSUYa+x7VSJV0dfzo02eCkopI9Lmv+72zT8ho4LChobWzkdU1/f7AuVKKh668ctsf/58L3/+S29/57nve+Hv4+NdeuHvxpUfClceqTY8dPv7ODx3+F28c3fFglxzFBEHuOMGUCQIysK1sX/RPATtpqF75mjQR0ZrpiZ/48VdWo2Wkuqpjnk184XM33XLzXSFlMYxdl2akRmr0DK9ai4vLKySS1DnnWGC0ft26badtEVYvbEZ5MXHrrXcbspiwfccDjskLa4qhKc8+83QWU1WsjGFQIjly9KipNW0CMBqNRCSpikhKycxUdWpqanJyMimcnNrFfKV8MTmZOSdqiQgwExFVBWEwGCwvL38PsVUCZHn48Ic/NbU8Iq4rGhHHLKp32Yjccrc7cfEFA8ZiIb2LzzmxvrvA0oAq1qUsLZI2qaKl+Qff82EC0OUorgL7Z188cfGFQUOBzGzsf9NB0+SgybmF3Z/5W5TLC7fccdZCYGhZmDIEWqOeMBrUbXnmaWte9H0N5TnARER64sZbTkspQynEyzk1TvOkzkCQxnf9JeevufwikDCzI0ad0ld39JbLrme2kJkZoTYb1nVvw1Y89zkDz/Wk2/KyF8ZuQWALmqkrlLxpb3n4rKOj8sbtVNXEVANxxaI91kktwRS6Glr9I5mg4YnZu/7gXYuHDutzz1z2msEF53LK150INgiL//qay7d/il/18uKMLbXz0wO7aL68ZD5OtQvTcTQ1GmwbVL39T+z/m79Dm8i+sStkAEGIADbjfyLV8FSIPCYdIxSdDijNnjj6pjf83JnbNiHVqmbmJvprP/DBL3Ty6YnJ9WNHwcm9Kemba1vfCpaWhmYruZiIWIKGuGn9+vPPO0skxdSomnO9HXfuBPDgQ4f3HzyeiyOoafCOn/+Cq01XvK8iZGZENDs7ZzBmVkNd1c65cZpJROPYynvf7+Xjw1VLznmDqSUmChG9fg+wMa8R0fiFhRBijN9DbCUABqO5+x7spSgOnLEhsZoIJ5GYZTw9xQgFXH96os1c6RCEWsNQYt13y1Kvm5k89qWvo62DszhukxBfXHTuIijz3UIpwZD5um17WaeTmkP33oXhUvP43vUJptoyjI0NQ0aPsoVYllvXydlbC+aOrpyo9ti+aaUGLcBBkAhOjQwJbpB5OX2LTk8hqDIXiJido4PH2rnZbpY75ywpi1ShHaHtTU+hkzNigHW2bIAIjxMMVYNlmeO63qSshw5jYRGqQWN6krShhAS11d1T/1E9RvHo/vj4gROH91/woiuHsHm22Q4xuR782s76zi+98hGSY5BzXvyia1/3U7Mzrucmk7Ugj3W96BM8EgwHj+PEHAQwhFFgcDppTBDDd+pSYcSMFJOmuO309Wefua3fzbMsq+u2auyeu3dOTW1oGz2ZCerJEt8zeTlNE05NcyIiJhbiNdPTmzdtKArnBSxSle0T+4+OKuzcubuqWuKxeUPz3J9+2taUIlkiGBEZAOO2jcLiHZmtyGGE8SSpFbZKKY0tAGor3wMWYwQhhJTnORGpruQNZsb0XT3Nn/6f2UmMf5zQavGuu3tH5/tJy7apNBLENFq0qPHZl1zCkk0O6jV12DSxcZ3LnDDAuc9IpEXMicv5uTUP7A47H2gQFehZrir+2qv3Zm4I7taWMQ8sMnsh63NcevCB6vNfoAd2emuY0JopszOkLrcx+ZmtW370B4frpm2g3IAZOLif73jIDwdDp2DH3sNUUnKgZSdHJzvX/tq/b5CDHSfthlIffKjctXujFKmuWihApGSOi6y38azTUTaTc6OJpoErzjltawYqJIvEtedlCpZBOT6+/U5UiWNbsNNTLj0jXRngCFqtCT79uRX2fPJjZ1dY/syNz37Ji/TaC/dOWS3MyZVZb/O/f217zQs2ttjasFWQl14784Yf39WNQ7K5TjreLOcplHEw56u5e3airceXI++8Aw21SYRcvLZhTA/jbKXX66kqgJSefHoDQEopy7KU0ngRAogxtm1LhJRWHnTKCm9gIwopsmA4WKxH1Rt//tWpGZTNKO8UzO7EicHf/92XiqJnAEiVVAkKfmax1XBYikiWZc65qqocCyum+p0XX3vpcHDc5xZCy1IcPDi7d//sF2/4ajQXm4ZJgXTZxReevm2DpprZgBRCawZ27vjxE6oaogljampqzFJt24YQxm9X27ZLy6M8ywjMLABSVCdeFaPhaLA8AIhZRKSqqqIoQgy9Xm/t2rXfnXPn6b3s42LEKcJyo+Xjt92xpmpzw6yhmCrytnC1KCgzXdq9e9/b3rFgBIvbIL19xzshZWnc2wAAPpkYztH66O23z1xzgTifJSHfW//8K29a399SUrGwZDkNyQod+1Pi2jY+8L4Pdx45sh7GxqyqRKIWEg3Jj7ZuvOLnf/oQbDJjNOCiPfLlm7pPHOnCzfYoHzmuW0rJsTDJgYwv/bmfxLbTDBlEEBVzc7s+9nFZnO8wBlXjcg9yLnFkq6ldum/H3G//rlUeM/m6NhYHDhFiSrFxaNxYv7BWrF5YWPz4Z6Z//XWSOcCnlBgEIgUrmMbzm1bjq28mK6+33HfrtfXC1B1z+z/wt5f+2s9++fffHh86MmocvfTyNb/xKrhspgZOtNiYLedh4+tefv173j1ROd+mHMgjL+W6mGu2NNLBYhLzBhicouDCQG1dF+KR1Dk3zlCY2aKFgOxpNom0pmkAXpn9xmRmnU5nfPLTU9pq2U617VgyS73C/eD3X3PdC6/+/O23p9ASd5n83/z1x6fWTAFQSgCt2LyeUcFlNBqpqp609bVNM9kvNq6fuerKy4jqblfqUfQ+Hw6X/p/3/vWOex6Ixp7JERPp61//c50uvGewwU41IVJIWrd1nk8YMDU95ZxLSswrlUdVXVpaWlwcTE/2AGZygDJ7ZseGgwePLC4OiDpNG51zY7VLmKenp884YwrflW2i+GkDq1OctUJYITYP7+qmSCDOOMEvDYYKYmEfmsH+/Y9/4UuzX7zp0Cc/t+/TX8hGSz1yALyiE6iIyBPyiI621UMP95RyGMZtU5s2rbniov1tyXASAZKMMiStrF4j0j62N2/bGkrGTlkBNprg7qLnrS+8Ev0uj/UKZ2jKA7dt56p0rqhBAZRF82AGNKVBL9t43feh12MVEIsBj+078cADHQcxZUMgGYbowd1uQYUNjux/6BOfXvj8Vw5/8nOP/u3nBrPHIpL3ooTGjYN7Lh3H0By4dTuq1kMB1ZU3jRI4jaWKtEpNT3chDCE4XULsxbj3Q9ePDs/+wOte3T97W7527WFJmO73TZoOsClLuT6hS9WmNTPPe3blMh85j6SMOqNhps5Sa3Fl50cF0ngSMjiZEOtJxYeYx8JKVT3lYvwUHmIGrSg7MUbnXErgldK+PmXsJZDneUqp18lTDLD251/3WpLEnnq9TkoKlqqqjFYibSPYylCXb79y2rbjiC9pYmZhErLpye7atdOnbdtYVUvihMlFtdtv23H8xBwxk6nGsHHjxquee0WRswgBSuOeRyIzi1HrumYCgG5HxlRIJ4+diEIIR48cB6BqmsbvjYSQLOHw4aNNE5hk7JIXETODYWZm5n9+Jnjqm5QSdj02evjRHpAMvj/dBEx1ZoSzOtQTrGeCNi4tnlmOrkh8TtVuQTbQcuS1ZWKjLDEZKzGkGt1zPw7OU1lGQUxQX1z9cz99sCuRc9catyzqiKTxmLC0aanuMy9mIKM8iEHEaG3VmV0/dfabfqoqyxkd76vVxr17l2/ZkZtZlretVbCJQH2SRClZlPO24bkXBOJcXQoJRuX7Phj3POa9moXcFa3zXExIpKYezdVzU1a9IOo5qT1/2GwajsjHEUKkRGZkPFPTuop8ol5Mw7vut927HSIjOSYQgSgCCoES4io1PW3JhjoZ6bbJRvTioX/0f3/XIwtL1/zOr639mZ+cmlyXHjk4EzsHMVzGsoV4TlrTG+HiH/qhhX4vUD5iP9uV0iFLykhaUDUWhRRsxIAp1q5Zw9AEHde5RCTG6L0/cWIuJajquEXQDKordbExMY0nl8QYO52OKphhavwknhrPV4kxOuGUQttWjvkl153/O7/364amqkrnM1NiFoOC1GhlZwU8Q92qIaKxB0pEhLkaDc468zRP9trX/tuqXmbWaCqSHzh4GBASSTHC7BUv/5cb1qMociYlJGKMi3em1LbtaDgaH87mzZtjjCvZLtHYlEBEO3bcEyOYVrZ7MBMiUcV99z7I5FVJxONk4myw5z//+Sn9z2OrJ09qH8dWJ/76Y9nScgZEUBMJyAZlU2kkR5NMk2W5gdKM6ExqszQQh+U+zXexnKNlikytUOWoyWrdexA33Io6VYTEYMjUC64+47rnl5ljsw48tZqitTmH4eA0dRrCUgEC5YkBYXAvaP/yi3Dp2SwuD0hOWwlHtu+YPjFklcXQZMgjcz86n6CWMs7OeN7l9cx0zSxK4mV44sSBz1w/E2IbR44dQxqTxsCwfr/LXZqwdmtMGep1SGv72airo5411oqhGzATeG2UdSWtTdSdXzp65w5GUkQet74SpbHIa1iNrf6R4Mpefu11/sTAO55F011q5v/8Y7e85b+Mdt5/wc+8Rjaf6U7oluUTkxXcbft6b/v43Nv+Zsul17RFL1HWsGuE1w/tooU0Mdnrblp/KrZyJIpAhnPOOEuIx3MTiEhPalK33377yTIfmSGEWFXtsWPHx4wAM+ecmjLzunXrmJHSN4vjNBa2iKApptgIiyX8whteecVzL23aaixFY6X2f3LSwzeadr89LPy/7Z1psGVXdd//a6299zl3elOPUqtbU7cEGpAEktAACGwDdkAG4TAYD2CXcdmu2AY7cVwUVUnsVCUeMhIbJ3El2C6cOMEYBxs7HgLGAmPADBKa0IimbvXwpjudc/bea+XDuU9DS0kKVTuVlM/vU78P7/V9+92z7pr2/7+x0aY8wsLMOaX5bLp37y6D3vz6bz33vAMpN6pKxCBHLEYkTMNB/zvf/jYmrK4sq+b2RZvZzovXal6lDAIuv/xy55y2/4VI+6QT0Uc/+tHHHj1JBGaGCYwJ/PjjJz75yT9zzuXFZig3TWNmwYdbbrnl/9oltP+zBoOZ3f3FL620txaIqqbulaOVwUimdYZqSpbnkaRW81kdVANPUSdHAJUJnBG5dYpQm81O3HXvHtUGCO3fsSjOv/SF2x+/lWClL9HUyapo2WIufQmqkiykUlsvZQOtnXvQBEVvhBmaIiakU48/vkSizqYxhqJvRhKR1BRW+lCdc3YNYnjUBk8njh1Lm9sru1bmG9MQwjw2Uc35ItfzlFKVKoVXaG1Omxg5TDkt9wrPVmv2CgcC0FcyRZF18+jRs4CUG6jbWbt62oCw47necUvnXbBaJRF7tJzvs/6+Ld04uXFP/tqHf+Z9OHTO5buPDC7q4baja7c+ku9/YvkVL8Kb+w4sxqJw2XZFEGxltILlgbYnHQFFjomoaJvHzExONOecswKzenbXXXcxv66VTDKzGFPT5Mlk3FYP4iEiOTciMhwORZBj5ucKMiGENJ8Vhc85Eyd2XoGrr776ztsfH4+bPXv2bE1PsXzDY/dnM5vNVJWlVU8gEXZl0SsDYPvP2nfhhecffeS+OpqZcRtD2ZxI2SsPX7BEhH6vp5qe0kklMrV2Xyzn7ET279/nvY+VERMR5ayAEdtXvnz7448fPXBgt+f2fgbVVVw/tX7//Q+IXzZTMmaiKkYnwXl35Mjw/5qKLsOAiASrEQ0NcuJMDbCNGG3u6u17P/RrV33mrgPj8brXcSED7nGTt3Q66aVIDffKkxxqL0mqcUmb4rTWQxN/6JTtnQNm0RVNKoPtnlLviIb5r390/slPrNiWj9YYb6wu7fn+t2/sXUuIUm0bae1CEYfo7bvHFTWW945LNtdDsTL1cy3+4GAYXXMtVf0N4if66M3D6IF573c/PZxvguuVIrgmDvL0kdEk52kJ94mDvfI1r14eD0aP8VbPapr0fu8PB4UUW+OzM9fVpJFsgR7xzfHhMG1VV81Xh3Hw9dFgyPVWoTXThdPh2evsJxRZJh7HHdbJnfIlqezJsfnkF3BivAza9lIHIPNKxbtrCDe2PO9C07NRGuKNr3/g+95472DpcLXST7bht3Q4OevkA2/9wh3v+PCfXveBf3/Re35q5bf+3e6HPrcix+48PMdSdXAciIrZYHD2zG04/vQ5xe3ffzOalX1ZtsK03p2Sr1eySI1rrn7x3rN2VzyrLdfQ5GlKuSkGH/zwH//Aj//CZ297fJx6j56YffxPPv+Gt7xzvXENSt8fGTQ3E89NQc033XSdGTK7hKBwapJly2hm6jQPco4imqvQd3uFAD/pN/j+t7x2VG65cHLcPJ6oTlSqLnEuvFWFrRc5hei9toZglVLMZGqi6i15ZOFMOfHOImoybXLE9lYDGzKPGqVa61qahrG8erZTXnL6nW96OdxRGeQow5kOphlUzFxVv/KGazJZTQiDgshzMwjz1bJZcSrZbSd/qqnnvcCxSssDfM/bbimoQZwhN0wwJgMvlRf+6A/97K2furNRbM+tBu599LGff/+vivSclMFCSE4jr4xGVs9f9+qXUQWO4EwwASRDE5JSDUukHhpU5slVDfUbW1M4dRugGafnnVtxu1RFhIXRoRE84GPEePrpD/3nUWiTWh1GKxMXgAAOfgbSRvfS7mY+H0jfyFc5E0icsZuZNjlX6nIoylne3B5YE/NkFG//b//lVW+8aexzhngw7V32L7v02OP3H0hgahygBgEDcEacLYivUmXEmWl97/7d116RSzcDEmCY0sYjdzxx32Vr4cRkNvNJgw/znIc+at13BV9xUe/IuXBAQO3gkW6/6y/3F6gzyKyX8nJj/WiN1XtkOLXa5wJZBnUYymgzzzM4U18tLw/KWXPSODrLylnF1Wp50Hvw8Qdf+NXbwk03KukMDIdiMYFhhXXK7c+ZrGNl+Iof+8FP/Omne/MqzNb3gmeSpgGbZePMWHMKrja12cYy9hwkxvoTGzbepU05z0G57hexnl1106va/XLvCgOrRbAQsLpKP/zD7/qx9/1sjgkAkwVfCGwynnzkI7/38d/7w37h108d98557wVrJKY5sWWGplgfueDQW9/65qzmhIhMd8zvnpki0U7SRCAJHofO2ft3f/Ld7/0HP7c1mwyGqzGjLURhApBR0+pj0ZPf+4wF93ahNRsZUzt8FFBbcpIZCKyZBOS9WxoOACXw6173uvf9o18+vm0pNf1+P9YENeL84qsuDp6SKYiKomgq2EJBggEP0qZOZiTiWPCen/iR3/+DPzr6xCaY5rM4HC41OW/M6ifGj37Pu97z4pdcfvmLLnno4Qdvv/2OY0+sV5mFsnMlkViuirK/vTF581teGwpYfKYH19ONhUD2DFOwVjXsed41cItSvv3ZxjBOhmhaEIEZjzyu9z+kDFJ4RZFzARMQozwFnCz7xwchj/rbExfUZ2Y1X7IU8819hLJOPc0+RiGSmHnsKiJX1/Xn7+o/uj4/b+Qha9mgYXT48MR8LzcNZdYdJQ+ggJhlpJxROykpuEPnXYzlfZJ5IPAA1fnkn316sDkZkXAms5zglhvjOVkuNllf8tLrHXx77Xg1q9/eSHc/IAax9pPMPNQZlTI8Lmle7KHdy19vpmOx3bSyXlUQWXLFLqFTD997dl9GSb1lQ0aKkaTxBc9nX7v1s5e99Frp5xquAQpuO1aUwV20eo62FTNyhfPP2nv1Jc0f/eVy9A6pl6nJaRIwYwuJo+mQvUcoVocY9k9++YuQJGgsVdrb/wBmL7jpFWuHzmk9i5/SaNcMMTDdcP01q0uDrS1xzpmmHFuflcKJxJg2ZvOiXFPLKYNEoWCYd8JsTZWvv+Gas84aEpkQ1DLoGRM9eipDZCU2IjI3n1WhLN/4hpvf/4H/mI5tW85s0q4vWGvaarRzs4GsVZEB2tsPO/d62MjM1BgGhnGTEFNuFwuIRNUckw80HEkrg1WEYv/+fRvTsXeOiLz3lmrv8uHDB9tSV3ZmmjuLF2wQmB+Pq6bJvpCqsrVVuu6lV/7ux/5YTUeD/ryqvC94ONzV71fV7NbP3fa5r9yZUrOxsbW6slsRNaEchllVw6p63lz30iuPHH4hgJhS8HJ65UsLLa+ndSzbTyt+yiz6G45WBFBm2EIRCEiMaDYkRRMf+9StlyY+VYpXLVPOnGPOSrLdy3ezveinf/yVb745ro5yDqW5ZKaMoBGPPPQ7P/Cu8pHphcmV07nnKgU9MNWNUPj16XA9pz+7fencAwmKrYiChtdfcXxtdXrieOVTO8YggA1JFU6TSCzLsTbRxZe85bvQX1JFT62IEQ8++sUP/uZFya9Mtleo2ITEynZlchVmvnd0/+rad7wpGyuBBX5S6X/9HwfvO9YU0jAqsZnLvQRRm/XcXUP/Lf/4p8Irrj9/aWD9EcbmXWHe6Xwi483P/ot/9ehHP3buuEqcQZmMWD2Pty7Stcf+08cve+W39q67PPmgoLa/lsFzUOiC03NkVqS9nsX60Lu/7+tHj9IXJvtjnRFhBs1iVmbbO/Pm5WvcbPiTN15z2a2/9MsH6qqAn0M+v8qH3vG95/3gO7E0gjhlTiABOfGWamgi9gcPLb/zHW/+wPs/nOoJM3sSVev3B03TGIKxUwoxRSIizSzkhZtmShqvfvFlP/HudwFwDLXIi1YPw2ina54X7VPAjNUgJL0ezPLuZfnut33Hz/3zf1s10RVDPBWwSMmUVInJiEwMpKRKtvDwaVNxSWqJgKxgko3N2byuiXzKSYRSNAp5aVQOB8gNfMGxStdefc2X7/iYiKtmk34RUlOXpV15xaWm1qonF0Woa2uVVJWoVQQ8dWLLiZBBHFK2v/Oj33vXvXd+5St3l6U4CaSYs1pKTYZzw3mjpn5lbaVpmuHSyGDbkw0nUoZ408uv/3s/+e59+4qqzmXPPbkMTYu4xAAr2iVpayVRAIUR0Dbvn+dM0KwVsd/5fhIwC2lGnerPfH7ftKrFN+wTSybOTJlQATRY2XvJldh7qFk920b7Mdytu/bMdu+p9+7HkSP7XnRF7q805sz15uzmriAwDGXCWmPbn/mcJ6soa2FpIOV1Vz5+2aFjvV4loZaQ2CVyiUKtxP3RlCktDU7BeucfKt74mu2lsO4x9wSrHvj939k6cVQUBmITMhaE1lN6A+JefR0u2LtRuCcEpwSYbd75G7+1q06sQcnNPM8CNUJslqNiOAovewXOvYD2nZ9HZ+lZB+JgV+yvzPbuwwXnXv5t32bW8zk0Ukx8qMWz8mqW87bz/rtO4EMf91vzEsntyMNlonm3G/qcfStIlP624+ENV1328z91/BVX3LE6+vpoMPG9EMNw7pYrXsMacu/Execsf/e3zY6fxB2PVUwProRHLj6w+30/dMHPvBdr+8AEJ5lIdoIgBK3bQr/Aj/zg21/32hvPO2cNebo0YLJmNt0UNiJ4H+Z1zc6X/UFwkBzJatL6pde86D0//iNnn70SHAjQFPkp43oQMi3k/dJilY6w0FKhpDky8Lff+Pqlnu8HFsuMTLYw0zPK4LgjDe8WRl2UiCIhkSkZQlCzxX1TA584cTKmijiZNgJDMiE9+5xdIATvYFwW7poXXwaL0Lk1E9LkmW+55TVrqz3P5Ajeu927V4kSqDFKRmpgg5vPahHkBO8oCF188bkf+KVf/O63v8m7jFSxZeM0mY8VuZT2KAAAE9ZJREFU2sTcVEmonGzNS1dUk/F8fGp5SL1Qv/bV1/3Gr//CpZceEEHZk5iqhcBhq6AMahcqQWivojEyU2yVEdme/xTK4dlpri3eVvnYEw8/9NCuKr6w7gOJjAGObLXjhssp/ODgReCRpUXEdARpVRutf8WlL7/tD29bGec1M4XMYWOqTTkom8hjX717bTOPygRfACgHKy+44RXNXzy4Nl0MMNpxhAMJPCdv28P1yeTA4Rvh+oDRrBqURTp28rY//tQuGaS6UQwa+Fqcih9bWM5uknHOVddWkUfEDHUOk/sfHt/98D74I9s+Q8eimWLIEHBWv+vQhdh9lkZpmBlkbN4RGBCPKg0uv/Ec7Fmrm1SXkXhE5aafb3kMawrqvvSZz13y+DHZvZSQF58bBurmgs89YoYRB7e6ZfP+jddf9qtn3/HB39y+64HJ527vnxwH0trxfW6464JDL3jXt++6/IIv/vQ/W+Pd65fvWX3l1Udueln58puSDJ069bnVDV5cGjYj52A5Z4tZdi0VH/g37/2rL97+oQ/99p//+WcmNO73B/NqiyXEZEUZgtfZfL1E7R2fe+jgt3zzy25506svu+TCWKeycAQlYTMlQFNjuQpeQCnmKGBwSnHeDtliVm6m0hvGJh46uPzTf//dv/CL79+eVAoP4id3yL3n9jUysWkmS0G0zrN2J1MoKzdMUTMcgYDxeBzT3AAmhuaSFVofOmeP5tZy3cxw8eHDw4LmqYY30sqTveMdb80pgk0JvRBWloaEY0zVjntFNlhsFnlJTLVzrClefOTQP/0n77vqypd85Lf/5I477iOJVarZvOc+giDNlgumZtyXyhCvesH5b3jj37rlO76lmTf9XjBVkLE8aU9D2DHJWFwy1MiUyFSoTPW8cE4YbPr8vIMdFpayYAIJkOEAznm8sf3EXV97tKo1eOKlxCm6OPdxFrRytNkfhksuw/7V5BAdOCuAxBwBI4TSD264rv79P7ov3turDEU5A433TJfGqTezeti7Z3pi1yc+ffZrXotCFHBzvvTGb/qLj33m7ocf0YV0P9jAyk1s5kUIu1bjwb10/fU0w1KfUJRIevTuex8+cWKfD7y2ciLpzNMkuEZgs+acLZ8PHTj/sitLGqLmgrJS+uqdd94veWvFv3B7qXJ6qq/zENuP5eNB9l12GMuD5HoZmNUYOkUhCZgBrvC8PNw+72BTxUp0Yjr0w8dkcxrme2dFQ2E6wPDEY/tw0eJhBDlDr4tMz5nMEwUDA5F6U8DOO3LVP3wvxglf+Bo++ZmHHrhv6nP5qmuPvOjGrz949wd/7be/ac+RS779e/HO6/P+lYTiBHorc8EYusK60yPh9qlGBpk4IrACavnl119+w0sv39ycf/YLf/WJT3zq7nvu39gab21PfShX13b3er3XveqVN77s+oMH9y0vL8zqQ+EWzxwLgGqCINYveDqfKKgoBzHWQmnQW43NzPGQWIgL0+yLoIrvetvNmxvr//Jf/4og6Y5CqSv0xMmjS8NDhUhreaG5ds6SRhZ2RkxIcXs0CPU8lwOZTOLJE8egc2Zl8qKx8CxeR6Mwn83Kfp+EtLFDBw+88qZrv3zHPSeeOLVv9/IF5553+PAhJhNxs7oRwXXXXPXV2+5gkFLkhRsGqroyBTFIjQBhg8V+6b/vHTff8oabv3bP0V/7jV86dWrjnrvvO/HEuik7Dr0QXvjCC1//+m++5torL730/F7PJVqosDIbYK1CFnZuRBJAxABm8xgces40Nb1eUddJkKrpfHTOru0NlHufx66eGoBImWAOjMwgRIZXxdYmvnAbxhX2rIIzJIJT2yvLDclgF45chuDAaOoYWOFlKq4Bhsh+XtVf+nKRDIoUCre2VvsT4eicEqPHpwrsuuzFCcWmcxlYyXVxfEvvvYcLt0itsGP+Qaw51ZQwKMKBffWugwoAWsL45Il0//1BGU0EKQIQKAlYhI8pin66+uK6VwzqYJy2fZITTwwffhyBcSpBFCFDtH33gCStrLojLwD7HCEGcAU4sGwzMXTYRNzzME6toyfGROUgxy1JU8w8aksF5lccrlZ3OchyFo4Eh9qh6ILTc1SCYF188s48xoCg2l0bpoZZhTjFathaWVqOhMk8bs18swKP+mDOjkvzcyoGNbCJZl8GhBcTNYCUEA0GOIWznUZu++lhwPrWfGW51yTEDGKEVvW7RggAoanMB3KMnb7wjnyCuZMnquPrW4PRSlXnyXTe6xeq1Xy6+eIrD+cYLceytJwgrpeVQXjiifnG1tQgT3ZmqrjxossuEMCiOaIE3Pvo8WiIGQIJmSlTGszQpMsPH2pb0Se3qmOnNjI5mIh6l6XO62GULjr3vDxtQhEAKOPoqflotdeWrnGGYT/FmJwvVWGMr371QRd6BmfwZtJOrvYNqrPO3gUgWwJnAxGcgbOCGCmi8MgZmxtNM8tEXBTF7jXUDYqijUNWVZOi13vWXuGTw9PWcQwpZXbyyNFNH3rMRV2nGOPSoIDCUtq/LzwP+QYyNWRUThNygIUscabmRbyJAdtjxDTfN9SFx272UAa5JJQcVGCihSA1DIWTKL4iEExQizYKVS42jSIVEc3+VA0NM5+2IaMcnIWxczWwR1Oo6xSsEVIgAYp2879NpqWGKWSGtNYU7BmkZllyI1k9OxhUci1pBstQNds/94CM+70GumtiKGXmUg3tA9GSEC/aDjv3TWOdCldyFuZg2UBEOoP4zK59SYwkaU6Us/gxXAPvEFeRqDECwckWm8EV4KEyRYLApCsGnzNaGS/+xgSHSjBPuWQqkkIocp6xzgHXxCKMzPLSmBl5PEoDBc8EzqcANEi9RhDE2l4uwAZKimwQwBOgqRYRM6SUnPMxZWIhbs25CMymEDMQwSCsBoUpP2lnZwIgxsX1ZiMwkzFihPdtuzczqeYIBkGYfYpGxMKLhrPtzMWSppxz6QNnMCgDSVp/GwjgDJww5dhjTwmWMwtHUwrctoK8QjJqxAax50qnDAWiZa/mpTEwYGqctCgsZyNyZgQYMbXBun01C3tYTUyipuIo5eidz2ogUiUWMgMlFWEAmrXVhCEmEFQt50YEJPRMoRh6yv9sJ3zlrEwck7Lj9q4TC+pKy8C5id65mKwo+RuPVtmQMAtWofHQUWZEn2KmkU8A5RQYSA4ECKzdFDFojJmQnMxIZ0geNoAHXDuc9ABSJUJ5NpViAA4AnWTsiqCMHOqKeRAZlUDa20gZ9RyFR7toxe16CMgIrVirQmPD/QLtZodGAHB+8bnZzm2cZoqKNM9Y3hZE0rWCBZgZckawJDpPFOBDj0iBBjDAITk0hACgiS7IFDaFrUHHCAoMFKXCCI00DlkSwzyEI4OABDRQBRG0BAWAMrXqE5nQbTA810ywIUSAkT3ULf4EjAqIsJirgnipmY6935Ceh9ufYPO4PkrL2UItgKv6Mgf6qByCZF5M1cTAKUPbCMC2aGbFuvbeo91Tdw6AaXratWaXc8waU2p6ZUG0s1plrfEfZtubvV6PfNE+hjkbCaWUgkdVz4sgZkm5ZwZNOfiSnt75pYXiVoYBIuA0yc4JPLIgIRvUgcQcZSSXyLgZVz1XwhG8ZsqGTGAxj8yJkoqJEdXELFBkl8zZpJkNQj9nLblQNEw+J2pXnlJKPjhQROtO0catnQLaDDkrMxuglpzIvJqIY2c9ZiZuZ0XUCodWsVYj55xjB7BYwlPWEfzUb/xkWmo7kYugbeEJ5BxFGGa5qWCQcvi8uuy28Lp1UINRJiehAaZAEnGgtQQjaAYAaZc3nGcCkTmghBiQ4BzggdDKkDUZpZOyhxiRFNzrF6AIJBA5KgxxMYpEQOUEvvC1StQ2K1FWGEs2kEc0CDMVaACJEAIzwBoR5ygCFi4OmZwYAKY+CkKBaR114JdLw/oEJlqGYRmoxsRQZrimFUWFlohAAQg8ksLFCg0wbHVenQI1yKOiJJyGDQMMhUtMETIEOzbAm/CTyhyCSIvnpuNZpIQ6w7HAExAdMkCYQR3xmvRcDaS6710DB1WbQQrvIeuSR33tQTOM4QDj1r3mqUzm6c9M+64gX5RQaEziA1IEExGDDJpN1SjDNHgJvjBLqmAOT/8Z/aUBQKaNqbELIqQavSPAvIPmRpxTCEhJ/NOcChVQWAYZoAbeHk9K6RUS0N7pEWLkhAZw7dxsNp8My0Fv2G/lZy1F+ARkAsMM5ptcO3EpWcFl++qEKSMPgiOkQpzmRqHEJrKwXvXOweLiXpI6mAfYOG9uniL45eUVJ9x6jLI4IPXKAGRLRNxmCqbIURtm8T4oSIFKVVrhK+OdJtVzk5sG7R0oRylF59g01nVV9HsS+PkpzJCqNRmN04jaI/eNpBbjIjnaspwEAFZt4Xnd7lUuOv4MIzXBPNdOgkAYTxNwZAOrWjIShphSBny7xCdoAAe4CBCSwwQGWKHag7Sz4sU41MyBLGYSQTYwNU6zZSYByECyUyjzUzM4VWObZyllLmiAAhZiZO8iuG4wIGx7BKBsIzRBBUaQ1Ip8JHNaC8ocosCAEIEMOFRODblQY7hM1DRSWCusC3XI7XzY0P4rOcusBXwXnJ6dWyliAgNctGmVkXlUAAOFApXCKi2kccEpuQg0aTbibUQP6oPCYhk6CYT0ybmbgdvbta2BJkh3SpO2BCJ6pvXpQomBGICpZlokXPw0XSqgTQMXz8qTyYLmHL13gGmOJgNTZWbTDDMmEFHbvVnIYYENrtXHamYx9L2xGbIiM4iNYaRsZETaeie1v0tbLYNMoJJJwQQFqywcmJGTNuxYTR05Mm4tnQmkuf0FM0s7QsOTahCKzCwA5WwAt9IhIKglIssaHfWtdZEg48XpWmrdq8m1NkMB+lT1R08FHnra54apEVNM0TkhQs6pLTABQ6txgW94H5HMLAEZGWgAZbCDj5V6duQZ1CStHbvuMTuNGmJwLqljlxgnNfbZDwCpDZrhzRyoi1YdHWeOdmkEEIXEDE0QgnPGnICmQTVBjhj1u5N6Vru4hmaMG4QBhOuSrdd3YNfmaA4NI3QLoh0dZw4HLIZwAItIDa5Ul4x4fftLv/Krx//7n54VUx274dbpeEyWOZbRn4x6cti78N0/cOgtNyN4FWfiGkL9PDLdjo6O/120ovapYhBnIAGTlJayQmn3I8f7X7nv3Nm4ki5anc5mMZ1hRk1BVGB5kCbrkKYB1SQCcBeqOjrOeLRSoHIoFxZoIGA5BJpHgEdZy9gAsxk6qabTGRc0CYyKE/nYk5oaiM6hEdoDQmvA2RWCHR1nNlq1Rqs9AwMemBmUIag3QpqGJkTk0HXZT2d15s+ahDKHpL3QuOGkRON6oY1RmZ6vL1NHR8f/MloRUADBQAlkCA6VIRfOu+reff6RA+54HhQnumj1rIOrsRaLXShrhPUqjbQHLT24AJcwsgwFullqR8eZg9TMFJwM2QCCp5kgkpaYz49+XY99vVdPPS7oTuo0tnxuWJcb7fvRZqrqCw7Y7j0KXoYNEhZX1vpdtOroOHPRarHBAAUyCBCec6vSmyjOXJ6J6Myf053U6dEKU0VeARAz+eE60MrfrBmKuNMC7DrtHR1nsKAB2i11gNWgGcKmRXaMACVkgea+dl320+nHGgAaRmb01TnVwnN78YiQPSrCoDumjo4zGK2M0Hg0sIgMqIcNyVNjGKeHPnnr0Xvu1sn2SCbdSZ2elLJU6+P+8u6poun5819904FrrwEWq6HbhA109XNHxxmNVm29EoyJyhnYKahCKqKTrfGff3T3f/iIz2Pp7uc+O1ppNs+Itpb98X7Z7C3xsksyemw8JwzNVuuEsrt509Fxxug2gjo6Orpo1dHR0dFFq46Oji5adXR0dHTRqqOjo6OLVh0dHV206ujo6OiiVUdHR0cXrTo6Orpo1dHR0dFFq46Ojo7nwsGMaoMyiPoOc48TfV2xBusbPZvNy2bPRjIsPSvIPSPMGcyel53h/78cW9ne0I0LafnkLK2v9qnvG1hC7OfQrwkFTUvfaTB0dJzJaGUEDWAFAcpQIIAtKqhAA8qOEY4Nt7uTOo2cmrNjGEYw+jmXYZqCQYixI3UcuzPq6DjD0QqYsBbMfkdCzgMMgRs06jcihpBRMz7t27S1xd1hx+f2b1IJLb09fi/qTOjHzaZMBZKIIxiBkbmLVh0dfw3RavH4GZQgQAbMGOKbpdFs967pNI/G9enRyp4ZrUD0N8w0YSvJNDYD8Az0RE6DogAxwJ13REfHX1e0YmBgkGykJAA5ZIC8B1eDG65ZdZKmzbZLp2cWz/zS8DesawUkAiunmThz5y31ly69IInLRIFBGc7Q78JWR8cZhUwVMSMLlNo6cCtr9nkgUlhCHZFyHPafFa3+pnfZWeeiDWaE7NDz04JqKgUYKTgBDEjn0dXRcUZzq6eXc23gGZQ8BzcAyBUF4FyDzrvldDIXwtRfYjIxkgaSAXkyxzRA0UmudnScydxKTZOpKLEt5lkqiw6xAKJGauBuLet0asqZLIAYpKAaZIAHgoIyQDveHB0dHWcqWiWzLWgAAliefL5sJzvIgAFlN+B6juQKKouclJ5W9NniS6OuEOzoOPOVIBtUoQzoooNOMFo8igZY6k7qdNQhy6J99/SWHQO8CPJd/dzRcWYrQUsGgjEUMCIzwEAGWQQsg0PuTupZ0YqMOO/kUKIgBQATZF6cV9GdUkfHGcytyODjToLFBoICEZZhSqZgEIquAfNsGArUOzlUX+BoUQZqdzgdHX8duZWZdafQ0dHx/z7/E6fRgQwYX0jqAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">155<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>obliczu g<span class="_ _0"></span>eopolitycznych nap<span class="_ _0"></span>ięć i <span class="_ _8"></span>niestabilności na <span class="_ _8"></span>rynk<span class="_ _1"></span>ach <span class="_ _8"></span>s<span class="_ _1"></span>urowcowych, rozwój <span class="_ _8"></span>zaawansowanych <span class="_ _0"></span>biopaliw, <span class="_ _8"></span>t<span class="_ _1"></span>akich </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">jak <span class="_ _19"> </span>HVO100, <span class="_ _19"> </span>zwiększa <span class="_ _d"> </span>nie<span class="_ _1"></span>zależność <span class="_ _19"> </span>energetyczną. <span class="_ _19"> </span>Ogranicza <span class="_ _d"> </span>t<span class="_ _1"></span>akże <span class="_ _19"> </span>zależność <span class="_ _19"> </span>od <span class="_ _19"> </span>ropy <span class="_ _19"> </span>naftowej <span class="_ _19"> </span>i <span class="_ _19"> </span>pomaga </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">dywersyfikować źródła energii.<span class="ff2">  </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc5 sc0 ls0 ws0">2. Wpływ na środowisko naturalne i k<span class="_ _0"></span>limat<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y11b ff2 fs0 fc1 sc0 ls0 ws0">Wydobycie  <span class="ff1">paliw,<span class="_ _1"></span>  którymi  h<span class="_ _1"></span>andluje  Grupa <span class="_ _e"> </span>UNIMOT <span class="_ _e"> </span>wpływa  na <span class="_ _e"> </span>ekosystemy  ora<span class="_ _1"></span>z  prow<span class="_ _1"></span>adzi  do  e<span class="_ _1"></span>misji  gazów </span></div><div class="t m0 x1 h2 y794 ff2 fs0 fc1 sc0 ls0 ws0">cieplarnianych. <span class="_ _5"> </span>Spalanie <span class="_ _5"> </span>paliw <span class="_ _5"> </span>dostarczanych <span class="_ _b"> </span>przez <span class="_ _5"> </span>UNIMO<span class="_ _1"></span>T <span class="_ _5"> </span><span class="ff1">także<span class="_ _1"></span> <span class="_ _5"> </span>przyczynia <span class="_ _5"> </span>się <span class="_ _b"> </span>do <span class="_ _5"> </span>emisji <span class="_ _5"> </span>CO₂ <span class="_ _b"> </span>i <span class="_ _5"> </span>innych <span class="_ _b"> </span>gazów </span></div><div class="t m0 x1 h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">cieplarnianych, <span class="_ _6"></span>co <span class="_ _6"></span>w<span class="_ _1"></span>pływa <span class="_ _1"></span>na <span class="_ _a"></span>globalne <span class="_ _1"></span>zmi<span class="_ _1"></span>any <span class="_ _1"></span>k<span class="_ _1"></span>limatu. <span class="_ _6"></span>Transport <span class="_ _6"></span>paliw <span class="_ _6"></span>powo<span class="_ _1"></span>duje <span class="_ _6"></span>dodatkowe <span class="_ _a"></span>emisje <span class="_ _6"></span>wynikające <span class="_ _6"></span>z </div><div class="t m0 x1 h2 y753 ff2 fs0 fc1 sc0 ls0 ws0">logistyki. </div><div class="t m0 x1 h2 y11f ff1 fs0 fc1 sc0 ls0 ws0">HVO100 <span class="_ _19"> </span>stanowi <span class="_ _19"> </span>realną <span class="_ _19"> </span>alternatywę <span class="_ _19"> </span>dla <span class="_ _19"> </span>paliw <span class="_ _19"> </span>kopalnych, <span class="_ _19"> </span>przyczyniając <span class="_ _d"> </span>s<span class="_ _1"></span>ię <span class="_ _19"> </span>do <span class="_ _d"> </span>zm<span class="_ _1"></span>niejszenia <span class="_ _19"> </span>emisji <span class="_ _19"> </span>gazów </div><div class="t m0 x1 h2 y120 ff1 fs0 fc1 sc0 ls0 ws0">cieplarnianych <span class="_ _6"></span>i <span class="_ _6"></span>bardziej<span class="_ _1"></span> <span class="_ _6"></span>zrównoważonego <span class="_ _6"></span>w<span class="_ _1"></span>ykorzystania <span class="_ _1"></span>zas<span class="_ _1"></span>obów. <span class="_ _6"></span>Jego <span class="_ _6"></span>rozwó<span class="_ _1"></span>j <span class="_ _6"></span>to <span class="_ _6"></span>krok <span class="_ _a"></span>w <span class="_ _6"></span>kierunku <span class="_ _a"></span>dekarbonizacji </div><div class="t m0 x1 h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">transportu i budowania bardziej zrównoważone<span class="ff2">j gospodarki energetycznej. </span></div><div class="t m0 x1 h2 y7dd ff2 fs0 fc1 sc0 ls0 ws0">W celu redukcji minimaliza<span class="_ _0"></span>cji straty paliw w trakcie ich <span class="ff1">magazynowania, na stacjach paliw AVIA stosuje się:</span> </div><div class="t m0 xa h11 y7c7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">systemy wykrywania szczelności zbiorników paliwowych po <span class="_ _0"></span>to, by minimalizować straty,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y7f0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">automatyczne <span class="_ _7"></span>s<span class="_ _1"></span>ystemy <span class="_ _7"></span>pomiar<span class="_ _1"></span>owe <span class="_ _8"></span>paliw <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _8"></span>zbiornikach, <span class="_ _8"></span>które <span class="_ _8"></span>monitorują <span class="_ _8"></span>poziom <span class="_ _8"></span>paliw,<span class="_ _1"></span> <span class="_ _7"></span>wyk<span class="_ _1"></span>rywają <span class="_ _7"></span>anomalia<span class="_ _1"></span> </span></span></div><div class="t m0 xc h2 y7f1 ff1 fs0 fc1 sc0 ls0 ws0">i zapobiegają stratom.<span class="ff2"> </span></div><div class="t m0 x1 h2 y153 ff1 fs0 fc1 sc0 ls0 ws0">W celu przeciwdziałania ryzykom za<span class="_ _0"></span>nieczyszczenia powietrza stos<span class="_ _1"></span>uje się:<span class="ff2"> </span></div><div class="t m0 xa h11 y101f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">s<span class="ff1">ystem hermetyza<span class="_ _8"></span>c<span class="_ _1"></span>ji <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>redukcji oparów <span class="_ _8"></span>(VR<span class="_ _1"></span>S –<span class="ff2"> <span class="_ _8"></span>Vapor Recovery <span class="_ _8"></span>System) <span class="ff1">–</span> <span class="_ _0"></span><span class="ff1">cysterna, która <span class="_ _8"></span>zlewa do <span class="_ _8"></span>zbiornika </span></span></span></span></span></div><div class="t m0 xc h2 y7c9 ff2 fs0 fc1 sc0 ls0 ws0">benzyny, <span class="ff1">automatycznie, z tego samego zbiornika<span class="_ _0"></span>, odbiera opary ograniczając emisję do atmosfery, <span class="ff2"> </span></span></div><div class="t m0 xa h11 y2b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dystrybutory <span class="_ _b"> </span>z <span class="_ _b"> </span>systemem <span class="_ _b"> </span>o<span class="_ _1"></span>dzyskiwania<span class="_ _0"></span> <span class="_ _b"> </span>oparów <span class="_ _b"> </span>(VRS<span class="_ _1"></span> <span class="_ _5"> </span>II <span class="_ _c"> </span>–<span class="ff2"> <span class="_ _c"> </span>Vapor <span class="_ _5"> </span>R<span class="_ _1"></span>ecovery <span class="_ _b"> </span>System) <span class="_ _c"> </span></span>–<span class="ff2"> <span class="_ _5"> </span></span>odzyskują <span class="_ _b"> </span>opary </span></span></div><div class="t m0 xc h2 y7ca ff1 fs0 fc1 sc0 ls0 ws0">benzyn, ograniczając emisję do atmosfery na etap<span class="_ _8"></span>ie<span class="_ _1"></span> tankowania klientów,<span class="ff2"> </span></div><div class="t m0 xa h11 y722 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">tworzenie <span class="_ _10"> </span>powierzchni <span class="_ _f"> </span>magazynowych <span class="_ _f"> </span>do <span class="_ _10"> </span>przechowywania <span class="_ _f"> </span>paliw <span class="_ _10"> </span>alternatywnych, <span class="_ _10"> </span>co <span class="_ _f"> </span>pozwala <span class="_ _10"> </span>na </span></span></div><div class="t m0 xc h2 y7cb ff1 fs0 fc1 sc0 ls0 ws0">ograniczenie emisji związanych z ich logistyką.<span class="ff2"> </span></div><div class="t m0 x1 h2 y215 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _8"></span>UNIMOT<span class="_ _1"></span> <span class="_ _8"></span>P<span class="_ _1"></span>aliwa <span class="_ _8"></span>prowa<span class="_ _1"></span>dzi <span class="_ _8"></span>d<span class="_ _1"></span>ziałalność <span class="_ _8"></span>z<span class="_ _1"></span>godnie <span class="_ _8"></span>z procedurą „Wymagania <span class="_ _8"></span>systemu <span class="_ _1"></span>REDCERT”, k<span class="_ _0"></span>tórej celem <span class="_ _8"></span>jest </div><div class="t m0 x1 h2 y216 ff1 fs0 fc1 sc0 ls0 ws0">zapewnienie z<span class="_ _0"></span>godności z<span class="_ _0"></span> <span class="_ _8"></span>e<span class="_ _1"></span>uropejskim systemem <span class="_ _8"></span>certyfikacji REDCERT <span class="_ _8"></span>EU. System <span class="_ _8"></span>te<span class="_ _1"></span>n <span class="_ _8"></span>okre<span class="_ _1"></span>śla <span class="_ _8"></span>standardy zarządzania </div><div class="t m0 x1 h2 y12c ff1 fs0 fc1 sc0 ls0 ws0">kryteriami <span class="_ _4"></span>zrównoważonego <span class="_ _5"> </span>rozwoju <span class="_ _5"> </span>(KZR) <span class="_ _5"> </span>dla <span class="_ _5"> </span>biomasy <span class="_ _4"></span>i <span class="_ _5"> </span>biokomponentów, <span class="_ _5"> </span>które <span class="_ _4"></span>są <span class="_ _5"> </span>wprowadzane <span class="_ _4"></span>do <span class="_ _5"> </span>obrotu <span class="_ _5"> </span>w </div><div class="t m0 x1 h2 y217 ff2 fs0 fc1 sc0 ls0 ws0">ramach bilansu <span class="ff1">masy. Procedura <span class="_ _8"></span>gwar<span class="_ _1"></span>antuje, że biopali<span class="_ _0"></span>wa i biokomponenty spełniają Dyrektywę RED II (Renewable </span></div><div class="t m0 x1 h2 y218 ff1 fs0 fc1 sc0 ls0 ws0">Energy Directive <span class="_ _1"></span>II), <span class="_ _1"></span>określającą c<span class="_ _1"></span>ele dekarbonizacji <span class="_ _1"></span>transportu.<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>Stosowanie <span class="_ _1"></span>bilansu masy <span class="_ _1"></span>umożliwia śledzenie<span class="_ _1"></span> ilości </div><div class="t m0 x1 h2 y219 ff1 fs0 fc1 sc0 ls0 ws0">surowców odnawialnych w całym łańcuchu dost<span class="ff2">aw. </span></div><div class="t m0 x1 h2 ybde ff1 fs0 fc1 sc0 ls0 ws0">Wchodząca <span class="_ _b"> </span>w <span class="_ _c"> </span>skład <span class="_ _b"> </span>Grupy <span class="_ _c"> </span>Spółka <span class="_ _b"> </span>UNIMOT <span class="_ _b"> </span>Te<span class="_ _1"></span>rminale <span class="_ _b"> </span>zajmuje <span class="_ _c"> </span>się <span class="_ _b"> </span>magazynowaniem <span class="_ _b"> </span>oraz <span class="_ _c"> </span>przeładunkiem <span class="_ _b"> </span>paliw </div><div class="t m0 x1 h2 ybdf ff1 fs0 fc1 sc0 ls0 ws0">płynnych<span class="ff2 ls2">.  </span>Spółka, <span class="_ _9"> </span>aby  chronić  środowisko, <span class="_ _9"> </span>stosuje  technologie <span class="_ _9"> </span>ograniczające  straty <span class="_ _9"> </span>podczas  magazynowania. </div><div class="t m0 x1 h2 y494 ff1 fs0 fc1 sc0 ls0 ws0">Dokonywane są regularne przeglądy oraz <span class="ff2">modernizacje instalacji do magazynowania paliw. </span></div><div class="t m0 x1 h2 y363 ff1 fs0 fc1 sc0 ls0 ws0">Ze <span class="_ _4"></span>względu <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _a"></span>s<span class="_ _1"></span>pecyfikę <span class="_ _a"></span>pro<span class="_ _1"></span>wadzonej <span class="_ _a"></span>działalności <span class="_ _4"> </span>(zakład<span class="_ _1"></span>y <span class="_ _a"></span>dużego <span class="_ _4"></span>i <span class="_ _4"> </span>zwięks<span class="_ _1"></span>zonego <span class="_ _a"></span>ryzyka <span class="_ _4"></span>wystąpienia <span class="_ _4"> </span>poważnej </div><div class="t m0 x1 h2 yf11 ff1 fs0 fc1 sc0 ls0 ws0">awarii przemysłowej) Spółka pobiera zna<span class="_ _0"></span>czne ilości wód do uzupełniania instalacji przeciwpożarowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y220 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _19"> </span>ogranicza <span class="_ _19"> </span>możliwość <span class="_ _17"> </span>negaty<span class="_ _0"></span>wnego <span class="_ _19"> </span>oddziaływania <span class="_ _19"> </span>na <span class="_ _17"> </span>środowisko <span class="_ _19"> </span>gruntowo<span class="_ _1"></span><span class="ff2">-wodne <span class="_ _19"> </span>przez <span class="_ _19"> </span>stosow<span class="_ _1"></span>anie<span class="_ _8"></span> </span></div><div class="t m0 x1 h2 y196 ff1 fs0 fc1 sc0 ls0 ws0">odpowiedniej <span class="_ _19"> </span>tec<span class="_ _1"></span>hnologii <span class="_ _19"> </span>(podwójne <span class="_ _17"> </span>dna<span class="_ _0"></span> <span class="_ _19"> </span>zbiorników <span class="_ _17"> </span>z <span class="_ _19"> </span>syste<span class="_ _1"></span>mem <span class="_ _19"> </span>monitoringu <span class="_ _17"> </span>ich <span class="_ _19"> </span>szczelności), <span class="_ _19"> </span>re<span class="_ _1"></span>gularnym </div><div class="t m0 x1 h2 y197 ff1 fs0 fc1 sc0 ls0 ws0">przeglądom <span class="_ _1d"> </span>oraz <span class="_ _1f"> </span>modernizacjom <span class="_ _1f"> </span>den <span class="_ _22"> </span>zbiorników <span class="_ _1d"> </span>magazynowych. <span class="_ _1f"> </span>Ponadto <span class="_ _1f"> </span>Spółka <span class="_ _1f"> </span>prowadzi <span class="_ _1f"> </span>remediacje </div><div class="t m0 x1 h2 y198 ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczonych historycznie gruntów.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf43 ff1 fs0 fc0 sc0 ls0 ws0">Wpływ wojny w Ukrainie na dostępność surowców<span class="ff2"> </span>i działania Grupy UN<span class="_ _0"></span>IMOT<span class="ff2"> </span></div><div class="t m0 x1 h2 y7d7 ff1 fs0 fc1 sc0 ls0 ws0">24 lutego <span class="_ _1"></span>2022 <span class="_ _1"></span>r. <span class="_ _1"></span>rozpoczęła s<span class="_ _1"></span>ię <span class="_ _1"></span>zbrojna <span class="_ _1"></span>agresja Fe<span class="_ _1"></span>deracji Ro<span class="_ _1"></span>syjskiej na <span class="_ _1"></span>Ukrainę, <span class="_ _1"></span>która <span class="_ _6"></span>–<span class="ff2"> <span class="_ _1"></span>w<span class="_ _1"></span> opinii <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _1"></span></span>–<span class="ff2"> </span></div><div class="t m0 x1 h2 y7d8 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _1"></span>dalszym <span class="_ _1"></span>ciągu <span class="_ _1"></span>wywiera <span class="_ _1"></span>wpływ <span class="_ _1"></span>na <span class="_ _1"></span>globalną <span class="_ _1"></span>sytuację <span class="_ _1"></span>gos<span class="_ _1"></span>podarczą i <span class="_ _1"></span>społe<span class="_ _1"></span>czną. <span class="_ _1"></span>Konflikt <span class="_ _1"></span>w <span class="_ _1"></span>Ukrainie w<span class="_ _1"></span>pływa <span class="_ _1"></span>między </div><div class="t m0 x1 h2 y7d9 ff2 fs0 fc1 sc0 ls0 ws0">innymi <span class="_ _4"></span>na <span class="_ _5"> </span>tempo<span class="_ _1"></span> <span class="_ _4"> </span>w<span class="_ _1"></span>zrostu <span class="_ _4"> </span>go<span class="_ _1"></span>spodar<span class="ff1">czego, <span class="_ _5"> </span>wysokość <span class="_ _5"> </span>stóp <span class="_ _5"> </span>proce<span class="_ _1"></span>ntowych, <span class="_ _4"></span>kursów<span class="_ _1"></span> <span class="_ _4"></span>walut <span class="_ _5"> </span>i <span class="_ _5"> </span>inflacji, <span class="_ _5"> </span>ce<span class="_ _1"></span>ny <span class="_ _4"></span>surow<span class="_ _1"></span>ców </span></div><div class="t m0 x1 h2 y7da ff2 fs0 fc1 sc0 ls0 ws0">energetycznych, czy poziom konsumpcji paliw.  </div></div></div><div class="pi" ></div></div><div id="pf9c" class="pf w0 h0" ><div class="pc pc9c w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">156<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Konsekwencjami <span class="_ _5"> </span>wybuchu <span class="_ _5"> </span>wojny <span class="_ _5"> </span>są <span class="_ _5"> </span>przerwane<span class="_ _1"></span>, <span class="_ _5"> </span>zakłócone <span class="_ _5"> </span>lub <span class="_ _5"> </span>zmodyfikowane <span class="_ _b"> </span>łańcuchy <span class="_ _5"> </span>dostaw, <span class="_ _5"> </span>ograniczenia <span class="_ _5"> </span>w </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _8"></span>wymiany <span class="_ _8"></span>handlowej <span class="_ _8"></span>m.in. <span class="_ _8"></span>związane <span class="_ _8"></span>z <span class="_ _8"></span>wprowa<span class="_ _1"></span>dzaniem <span class="_ _7"></span>kole<span class="_ _1"></span>jnych <span class="_ _7"></span>p<span class="_ _1"></span>akietów <span class="_ _7"></span>sankcji <span class="_ _8"></span>n<span class="_ _1"></span>akładanych <span class="_ _7"></span>na<span class="_ _1"></span> <span class="_ _7"></span>R<span class="_ _1"></span>osję <span class="_ _8"></span>oraz </div><div class="t m0 x1 h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">wzrost ryzyka geopolitycznego w regionie E<span class="ff1">uropy Środkowo</span>-Wschodniej. </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">Konflikt <span class="_ _19"> </span>w <span class="_ _17"> </span>Ukrainie <span class="_ _19"> </span>m<span class="_ _1"></span>a <span class="_ _19"> </span>bezpośredni <span class="_ _17"> </span>lub <span class="_ _19"> </span>pośre<span class="_ _1"></span>dni <span class="_ _19"> </span>wpływ <span class="_ _17"> </span>na <span class="_ _19"> </span>prowadzenie <span class="_ _17"> </span>działalności <span class="_ _19"> </span>gos<span class="_ _1"></span>podarczej <span class="_ _19"> </span>przez </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">przedsiębiorstwa w <span class="_ _8"></span>Polsc<span class="_ _1"></span>e, a <span class="_ _8"></span>tym samym <span class="_ _0"></span>wywiera on <span class="_ _8"></span>t<span class="_ _1"></span>akże wpływ <span class="_ _0"></span>na funkcjonowanie Gru<span class="_ _8"></span>py UNIMOT, poprzez <span class="_ _8"></span>m.in. </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">zmiany warunków i kierunków dostaw, poziom c<span class="_ _1"></span>en <span class="_ _1"></span>i dostępność surowców, a tym samym na poziom generowanych </div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">marż, możliwość pozyskania kapita<span class="_ _8"></span>ł<span class="_ _1"></span>u, cyberbezpieczeństwo oraz fizyczne bezpieczeństwo.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">Intensywność <span class="_ _a"></span>wpływu <span class="_ _4"></span>na <span class="_ _a"></span>działalność <span class="_ _4"></span>operacyjną <span class="_ _a"></span>i <span class="_ _a"></span>wyniki <span class="_ _a"></span>finans<span class="_ _1"></span>owe <span class="_ _a"></span>Grupy, <span class="_ _a"></span>w <span class="_ _4"></span>znacznym <span class="_ _a"></span>sto<span class="_ _1"></span>pniu <span class="_ _a"></span>zależeć <span class="_ _a"></span>będą <span class="_ _a"></span>od </div><div class="t m0 x1 h2 y754 ff1 fs0 fc1 sc0 ls0 ws0">dalszego przebiegu wojny lub <span class="_ _1"></span>jej zakończenia, skutków po<span class="_ _1"></span>dtrzymywania lub nakładania <span class="_ _1"></span>kolejnych sankcji na Ros<span class="_ _1"></span>ję i </div><div class="t m0 x1 h2 y755 ff1 fs0 fc1 sc0 ls0 ws0">Białoruś <span class="_ _6"></span>oraz <span class="_ _1"></span>działań<span class="_ _1"></span> <span class="_ _1"></span>podejmo<span class="_ _1"></span>wanych <span class="_ _6"></span>ze <span class="_ _6"></span>strony <span class="_ _6"></span>Rosji. <span class="_ _6"></span>W <span class="_ _6"></span>ob<span class="_ _1"></span>ecnej <span class="_ _1"></span>s<span class="_ _1"></span>ytuacji <span class="_ _1"></span>niepewności <span class="_ _6"></span>nie <span class="_ _6"></span>jes<span class="_ _1"></span>t <span class="_ _1"></span>możliwe, <span class="_ _6"></span>w <span class="_ _6"></span>s<span class="_ _1"></span>posób<span class="_ _8"></span> </div><div class="t m0 x1 h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">racjonalny, <span class="_ _c"> </span>o<span class="_ _1"></span>kreślenie <span class="_ _9"> </span>scenariusza <span class="_ _c"> </span>rozwoju <span class="_ _9"> </span>sytuacji <span class="_ _9"> </span>wynikającej <span class="_ _9"> </span>ze <span class="_ _9"> </span>skutków <span class="_ _9"> </span>wojny <span class="_ _c"> </span>pro<span class="_ _1"></span>wadzonej <span class="_ _9"> </span>na <span class="_ _c"> </span>terytorium </div><div class="t m0 x1 h2 y326 ff2 fs0 fc1 sc0 ls0 ws0">Ukrainy.  </div><div class="t m0 x1 h2 y757 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT,<span class="_ _1"></span> <span class="_ _a"></span>mając <span class="_ _a"></span>świadomość <span class="_ _a"></span>zasięgu <span class="_ _a"></span>i <span class="_ _a"></span>skali <span class="_ _a"></span>zagrożeń <span class="_ _a"></span>związanych <span class="_ _a"></span>z <span class="_ _a"></span>trwającą <span class="_ _a"></span>wojn<span class="_ _1"></span>ą <span class="_ _a"></span>w <span class="_ _a"></span>Ukrainie, <span class="_ _a"></span>na <span class="_ _a"></span>bieżąco </div><div class="t m0 x1 h2 y758 ff1 fs0 fc1 sc0 ls0 ws0">monitoruje <span class="_ _b"> </span>podejmowane <span class="_ _c"> </span>przez <span class="_ _b"> </span>administrację <span class="_ _b"> </span>rządową, <span class="_ _b"> </span>a <span class="_ _c"> </span>także <span class="_ _b"> </span>społe<span class="_ _1"></span>czność <span class="_ _b"> </span>międzynarodową <span class="_ _b"> </span>kroki <span class="_ _b"> </span>polityczne <span class="_ _c"> </span>i </div><div class="t m0 x1 h2 y759 ff1 fs0 fc1 sc0 ls0 ws0">ekonomiczne <span class="_ _0"></span>oraz <span class="_ _8"></span>an<span class="_ _1"></span>alizuje <span class="_ _8"></span>ich<span class="_ _1"></span> <span class="_ _8"></span>wpływ na <span class="_ _8"></span>pro<span class="_ _1"></span>wadzoną dzia<span class="_ _8"></span>ł<span class="_ _1"></span>alność. Grup<span class="_ _0"></span>a p<span class="_ _0"></span>rzygotowana <span class="_ _8"></span>je<span class="_ _1"></span>st <span class="_ _8"></span>na różne <span class="_ _8"></span>s<span class="_ _1"></span>cenariusze na </div><div class="t m0 x1 h2 y75a ff1 fs0 fc1 sc0 ls0 ws0">rynku <span class="_ _6"></span>paliw <span class="_ _a"></span>i <span class="_ _a"></span>dostosowuje <span class="_ _a"></span>się <span class="_ _6"></span>do <span class="_ _a"></span>wszystkich <span class="_ _a"></span>sankcji <span class="_ _6"></span>krajowych <span class="_ _a"></span>i <span class="_ _a"></span>międzynarodowych. <span class="_ _6"></span>Na <span class="_ _a"></span>bieżąco <span class="_ _a"></span>podejmowane <span class="_ _a"></span>są </div><div class="t m0 x1 h2 y75b ff1 fs0 fc1 sc0 ls0 ws0">działania <span class="_ _1"></span>mające <span class="_ _1"></span>na <span class="_ _6"></span>celu <span class="_ _1"></span>ogra<span class="_ _1"></span>niczenie <span class="_ _1"></span>potencjalnych <span class="_ _1"></span>skutków <span class="_ _6"></span>wojny <span class="_ _1"></span>na <span class="_ _6"></span>działalnoś<span class="_ _1"></span>ć <span class="_ _1"></span>operacyjną, <span class="_ _1"></span>a <span class="_ _6"></span>także <span class="_ _1"></span>utrz<span class="_ _1"></span>ymania </div><div class="t m0 x1 h2 y75c ff1 fs0 fc1 sc0 ls0 ws0">ciągłości działania infrastruktury krytycznej. <span class="ff2"> </span></div><div class="t m0 x1 h2 yf75 ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _7"></span>dzień <span class="_ _8"></span>sporządzenia <span class="_ _7"></span>niniejsze<span class="_ _1"></span>go <span class="_ _7"></span>Sprawozdania, <span class="_ _7"></span>Grupa <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>posiada <span class="_ _7"></span>nieistotne <span class="_ _0"></span>–<span class="ff2"> <span class="_ _7"></span>z <span class="_ _8"></span>punktu <span class="_ _7"></span>widzenia <span class="_ _8"></span>prowadzenia </span></div><div class="t m0 x1 h2 yd0b ff1 fs0 fc1 sc0 ls0 ws0">działalności <span class="_ _8"></span>–<span class="ff2"> </span>aktywa <span class="_ _8"></span>zlokalizo<span class="_ _1"></span>wane <span class="_ _0"></span>na <span class="_ _8"></span>te<span class="_ _1"></span>renie Uk<span class="_ _8"></span>rainy, dlatego <span class="_ _8"></span>też bezpośrednie <span class="_ _8"></span>s<span class="_ _1"></span>kutki <span class="_ _8"></span>wojny na <span class="_ _8"></span>prowadzoną w <span class="_ _8"></span>tym </div><div class="t m0 x1 h2 yf76 ff1 fs0 fc1 sc0 ls0 ws0">kraju <span class="_ _c"> </span>własną <span class="_ _9"> </span>działalność <span class="_ _c"> </span>biznes<span class="_ _1"></span>ową <span class="_ _c"> </span>jest <span class="_ _c"> </span>marginalna. <span class="_ _c"> </span>Pona<span class="_ _1"></span>dto, <span class="_ _c"> </span>w <span class="_ _9"> </span>wyniku <span class="_ _c"> </span>prowadzonych <span class="_ _c"> </span>działań <span class="_ _9"> </span>wojennych <span class="_ _9"> </span>na </div><div class="t m0 x1 h2 yf2d ff1 fs0 fc1 sc0 ls0 ws0">terytorium Ukrainy nie wystąpiły istotne zakłócenia mają<span class="_ _0"></span>ce wpływ na działalność operacyjną Grupy Unimot.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y7f5 ff1 fs0 fc1 sc0 ls0 ws0">W zakresie oleju napędowego Grup<span class="_ _0"></span>a UNIMOT podjęła zdecydowane kroki, dz<span class="_ _0"></span>ięki którym uniezależniła się od za<span class="_ _0"></span>kupu </div><div class="t m0 x1 h2 y7f6 ff1 fs0 fc1 sc0 ls0 ws0">tego <span class="_ _a"></span>surowca <span class="_ _4"></span>z <span class="_ _a"></span>kierunku <span class="_ _a"></span>ws<span class="_ _1"></span>chodniego <span class="_ _a"></span>i <span class="_ _a"></span>pos<span class="_ _1"></span>iada <span class="_ _a"></span>pełną <span class="_ _a"></span>zdolnoś<span class="_ _1"></span>ć <span class="_ _a"></span>do <span class="_ _a"></span>zaspakajania <span class="_ _a"></span>potrzeb<span class="_ _1"></span> <span class="_ _a"></span>na <span class="_ _a"></span>ten <span class="_ _4"></span>produkt <span class="_ _a"></span>poprzez </div><div class="t m0 x1 h2 y7f7 ff1 fs0 fc1 sc0 ls0 ws0">wykorzystywanie  wie<span class="_ _1"></span>lu  dosta<span class="_ _1"></span>wców <span class="_ _e"> </span>paliw,<span class="ff2"> <span class="_ _e"> </span></span>którzy  w <span class="_ _e"> </span>przeważającej <span class="_ _e"> </span>większości <span class="_ _e"> </span>pochodzą <span class="_ _e"> </span>z <span class="_ _e"> </span>zagranicy.  Było<span class="_ _1"></span>  to </div><div class="t m0 x1 h2 y7f8 ff1 fs0 fc1 sc0 ls0 ws0">szczególnie <span class="_ _17"> </span>ważne <span class="_ _17"> </span>w <span class="_ _19"> </span>kontekście <span class="_ _17"> </span>wprowadzenia <span class="_ _17"> </span>od <span class="_ _19"> </span>5 <span class="_ _17"> </span>lutego <span class="_ _17"> </span>2023 <span class="_ _17"> </span>r. <span class="_ _17"> </span>zak<span class="_ _8"></span>a<span class="_ _1"></span>zu <span class="_ _17"> </span>importu <span class="_ _19"> </span>z <span class="_ _17"> </span>Rosji <span class="_ _17"> </span>produktów </div><div class="t m0 x1 h2 y7f9 ff1 fs0 fc1 sc0 ls0 ws0">ropopochodnych, <span class="_ _1"></span>w <span class="_ _6"></span>tym <span class="_ _1"></span>przede <span class="_ _1"></span>ws<span class="_ _1"></span>zystkim <span class="_ _1"></span>oleju <span class="_ _1"></span>napędowego <span class="_ _1"></span>do <span class="_ _1"></span>krajów <span class="_ _1"></span>na <span class="_ _6"></span>terenie <span class="_ _6"></span>Unii <span class="_ _1"></span>Europejskiej<span class="_ _1"></span><span class="ff2">.<span class="_ _1"></span> <span class="_ _1"></span>Dodatkowym </span></div><div class="t m0 x1 h2 y7fa ff1 fs0 fc1 sc0 ls0 ws0">zabezpieczeniem  c<span class="_ _1"></span>iągłości  dostaw <span class="_ _e"> </span>było  dysponowanie, <span class="_ _e"> </span>od  15 <span class="_ _e"> </span>kwietnia <span class="_ _e"> </span>2022  r.<span class="_ _1"></span>,  wynajętym, <span class="_ _e"> </span>głębokowodnym </div><div class="t m0 x1 h2 y7fb ff1 fs0 fc1 sc0 ls0 ws0">terminalem <span class="_ _c"> </span>paliwowym <span class="_ _b"> </span>Gulfhavn <span class="_ _c"> </span>(Dania) <span class="_ _b"> </span>o <span class="_ _c"> </span>łącznej <span class="_ _c"> </span>pojemności <span class="_ _c"> </span>127 <span class="_ _c"> </span>tys. <span class="_ _c"> </span>m³, <span class="_ _b"> </span>który <span class="_ _c"> </span>umożliwiał <span class="_ _b"> </span>wyładunek <span class="_ _c"> </span>oleju </div><div class="t m0 x1 h2 y1020 ff1 fs0 fc1 sc0 ls0 ws0">napędowego z największych <span class="_ _1"></span>tankowców p<span class="_ _1"></span>rzypływających z <span class="_ _1"></span>innych kierunków niż<span class="_ _1"></span> Rosja ora<span class="_ _1"></span>z dalszy transport <span class="_ _1"></span>paliwa </div><div class="t m0 x1 h2 yf10 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _b"> </span>Polski <span class="_ _c"> </span>i <span class="_ _b"> </span>innych<span class="_ _1"></span> <span class="_ _b"> </span>portów <span class="_ _c"> </span>w <span class="_ _b"> </span>b<span class="_ _1"></span>asenie <span class="_ _b"> </span>Morza <span class="_ _c"> </span>Bałtyckiego. <span class="_ _c"> </span>Zarząd <span class="_ _b"> </span>UNIMOT <span class="_ _b"> </span>na<span class="_ _1"></span> <span class="_ _b"> </span>bieżąco <span class="_ _c"> </span>analizował <span class="_ _b"> </span>efe<span class="_ _1"></span>ktywność <span class="_ _b"> </span>i </div><div class="t m0 x1 h2 y7fe ff1 fs0 fc1 sc0 ls0 ws0">perspektywy <span class="_ _a"></span>wzros<span class="_ _1"></span>tu <span class="_ _a"></span>biznesu <span class="_ _4"> </span>w <span class="_ _4"> </span>zakresie <span class="_ _4"></span>obrotu <span class="_ _4"></span>oleju <span class="_ _4"></span>napędowego <span class="_ _4"></span>z <span class="_ _4"></span>wykorzystanie<span class="_ _1"></span>m <span class="_ _4"></span>terminala, <span class="_ _4"></span>o <span class="_ _4"></span>którym <span class="_ _4"></span>mowa </div><div class="t m0 x1 h2 y7ff ff1 fs0 fc1 sc0 ls0 ws0">powyżej <span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _1"></span>podjął <span class="_ _a"></span>decyzję <span class="_ _1"></span>o <span class="_ _a"></span>zakończeniu <span class="_ _6"></span>jego <span class="_ _1"></span>w<span class="_ _1"></span>ynajęcia <span class="_ _1"></span>z <span class="_ _a"></span>końcem <span class="_ _6"></span>maja <span class="_ _1"></span>2024<span class="_ _1"></span> <span class="_ _1"></span>r. <span class="_ _6"></span>T<span class="_ _1"></span>akie <span class="_ _1"></span>rozw<span class="_ _1"></span>iązanie <span class="_ _1"></span>było <span class="_ _6"></span>związane <span class="_ _a"></span>z </div><div class="t m0 x1 h2 y800 ff1 fs0 fc1 sc0 ls0 ws0">faktem, że Grupa podpisała z HES Wilhelmshaven Tank Terminal GmbH („HES”) umowę związaną z przeładunkiem i </div><div class="t m0 x1 h2 y1f2 ff2 fs0 fc1 sc0 ls0 ws0">magazynowani<span class="ff1">em <span class="_ _9"> </span>oleju  napędowego.  Mag<span class="_ _8"></span>azyny  i  infra<span class="_ _0"></span>struktura  należące  d<span class="_ _0"></span>o  HES <span class="_ _9"> </span>znajdują <span class="_ _9"> </span>się  w <span class="_ _9"> </span>Niemczec<span class="_ _1"></span>h. </span></div><div class="t m0 x1 h2 y363 ff1 fs0 fc1 sc0 ls0 ws0">Zagwarantowana <span class="_ _1"></span>pojemność <span class="_ _1"></span>magazynowa <span class="_ _1"></span>oleju <span class="_ _1"></span>napędowego <span class="_ _1"></span>wynosi <span class="_ _1"></span>78 <span class="_ _1"></span>tys. <span class="_ _1"></span>m³. <span class="_ _1"></span>Strony <span class="_ _1"></span>zawarły <span class="_ _1"></span>umowę <span class="_ _1"></span>dotyczącą </div><div class="t m0 x1 h2 y423 ff1 fs0 fc1 sc0 ls0 ws0">oleju <span class="_ _7"></span>napędowego <span class="_ _7"></span>na <span class="_ _7"></span>czas <span class="_ _7"></span>18 <span class="_ _8"></span>miesięcy, <span class="_ _7"></span>począwszy <span class="_ _7"></span>od <span class="_ _8"></span>1 <span class="_ _7"></span>lipca <span class="_ _8"></span>2024 <span class="_ _7"></span>r.<span class="_ _1"></span> <span class="_ _7"></span>z <span class="_ _7"></span>możliwością <span class="_ _7"></span>jej <span class="_ _8"></span>przedłużenia <span class="_ _7"></span>na <span class="_ _7"></span>okres<span class="_ _1"></span> <span class="_ _7"></span>kolejnych </div><div class="t m0 x1 h2 y3f ff1 fs0 fc1 sc0 ls0 ws0">12 <span class="_ _a"></span>miesię<span class="_ _1"></span>cy. <span class="_ _a"></span>Terminal <span class="_ _a"></span>w <span class="_ _a"></span>W<span class="_ _1"></span>ilhelmshaven <span class="_ _a"></span>jest <span class="_ _a"></span>alternatywą <span class="_ _4"></span>dla <span class="_ _a"></span>duńskiego <span class="_ _4"></span>terminala <span class="_ _a"></span>w <span class="_ _4"></span>Gulfhavn <span class="_ _4"></span>na <span class="_ _a"></span>olej <span class="_ _4"></span>napędowy. </div><div class="t m0 x1 h2 yf15 ff1 fs0 fc1 sc0 ls0 ws0">Terminal <span class="_ _1"></span>w <span class="_ _6"></span>Gulfhavn <span class="_ _1"></span>był <span class="_ _1"></span>idealnym <span class="_ _1"></span>rozwiązaniem <span class="_ _1"></span>na <span class="_ _6"></span>czas <span class="_ _1"></span>niepewno<span class="_ _1"></span>ści <span class="_ _1"></span>związany <span class="_ _1"></span>z <span class="_ _1"></span>atakiem <span class="_ _6"></span>Rosji <span class="_ _1"></span>na <span class="_ _6"></span>U<span class="_ _1"></span>krainę, <span class="_ _1"></span>jednak </div><div class="t m0 x1 h2 y3aa ff1 fs0 fc1 sc0 ls0 ws0">teraz <span class="_ _1"></span>Grup<span class="_ _1"></span>a <span class="_ _1"></span>będzie<span class="_ _1"></span> <span class="_ _1"></span>wykorzystywać <span class="_ _6"></span>terminal<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _6"></span>Wilhe<span class="_ _1"></span>lmshaven, <span class="_ _1"></span>który <span class="_ _6"></span>daje <span class="_ _6"></span>większą <span class="_ _6"></span>e<span class="_ _1"></span>lastyczność <span class="_ _6"></span>i <span class="_ _a"></span>–<span class="ff2"> <span class="_ _6"></span>podobnie <span class="_ _6"></span>jak <span class="_ _6"></span>w<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 yf16 ff2 fs0 fc1 sc0 ls0 ws0">przypadku <span class="_ _1"></span>LPG <span class="_ _1"></span><span class="ff1">–</span> <span class="_ _1"></span><span class="ff1">moż<span class="_ _1"></span>liwość <span class="_ _1"></span>transportowania <span class="_ _1"></span>oleju <span class="_ _6"></span>napędowego <span class="_ _1"></span>z <span class="_ _1"></span>Niemiec <span class="_ _6"></span>koleją <span class="_ _1"></span>i <span class="_ _1"></span>transportem <span class="_ _1"></span>samoc<span class="_ _1"></span>hodowym <span class="_ _1"></span>do </span></div><div class="t m0 x1 h2 y6c2 ff2 fs0 fc1 sc0 ls0 ws0">Polski. </div><div class="t m0 x1 h2 y19a ff1 fs0 fc1 sc0 ls0 ws0">W zak<span class="_ _0"></span>resie źródeł dostaw <span class="_ _8"></span>gazu LPG, Grupa <span class="_ _8"></span>UNIMOT kontynuowała prace <span class="_ _8"></span>nad przestawieniem logistyki <span class="_ _8"></span>zakupu LPG z </div><div class="t m0 x1 h2 y19b ff1 fs0 fc1 sc0 ls0 ws0">kierunku <span class="_ _7"></span>wschodniego <span class="_ _8"></span>na <span class="_ _7"></span>zachodni. <span class="_ _8"></span>Import <span class="_ _7"></span>gazu <span class="_ _7"></span>LPG, <span class="_ _8"></span>oprócz <span class="_ _8"></span>kierunku <span class="_ _7"></span>ws<span class="_ _1"></span>chodniego, <span class="_ _7"></span>realizowany <span class="_ _7"></span>był <span class="_ _7"></span>m.in. <span class="_ _7"></span>ze<span class="_ _1"></span> <span class="_ _7"></span>Szwecji, </div><div class="t m0 x1 h2 y19c ff2 fs0 fc1 sc0 ls0 ws0">Wielkiej <span class="_ _0"></span>Brytanii, <span class="_ _8"></span>H<span class="_ _1"></span>olandii <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>Nor<span class="_ _1"></span><span class="ff1">wegii. <span class="_ _8"></span>Pow<span class="_ _1"></span>yższe <span class="_ _8"></span>działania Grupa <span class="_ _8"></span>realizow<span class="_ _1"></span>ała <span class="_ _8"></span>jeszcze przed <span class="_ _8"></span>wp<span class="_ _1"></span>rowadzeniem <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>grudniu </span></div><div class="t m0 x1 h2 y1021 ff1 fs0 fc1 sc0 ls0 ws0">2023 <span class="_ _b"> </span>r. <span class="_ _c"> </span>kolejnego <span class="_ _b"> </span>pakietu <span class="_ _c"> </span>unijnych <span class="_ _b"> </span>s<span class="_ _1"></span>ankcji <span class="_ _b"> </span>na <span class="_ _b"> </span>R<span class="_ _1"></span>osję, <span class="_ _b"> </span>który <span class="_ _c"> </span>obejmuje <span class="_ _b"> </span>import <span class="_ _c"> </span>rosyjskiego <span class="_ _b"> </span>LPG. <span class="_ _b"> </span>Dl<span class="_ _1"></span>a <span class="_ _b"> </span>tych <span class="_ _c"> </span>sankcji </div><div class="t m0 x1 h2 y1022 ff1 fs0 fc1 sc0 ls0 ws0">przewidziany <span class="_ _0"></span>był <span class="_ _8"></span>roc<span class="_ _1"></span>zny <span class="_ _8"></span>o<span class="_ _1"></span>kres <span class="_ _8"></span>przejśc<span class="_ _1"></span>iowy, <span class="_ _8"></span>który zakończył <span class="_ _8"></span>si<span class="_ _1"></span>ę <span class="_ _8"></span>w<span class="_ _1"></span> grudniu <span class="_ _8"></span>2024 r. <span class="_ _8"></span>We<span class="_ _1"></span>dług <span class="_ _8"></span>oc<span class="_ _1"></span>eny <span class="_ _0"></span>Zarządu <span class="_ _8"></span>UNIMOT<span class="_ _1"></span> <span class="_ _8"></span>na </div><div class="t m0 x1 h2 yf18 ff1 fs0 fc1 sc0 ls0 ws0">rynkach <span class="_ _8"></span>światowych <span class="_ _0"></span>występuje <span class="_ _8"></span>dos<span class="_ _1"></span>tępność <span class="_ _8"></span>te<span class="_ _1"></span>go <span class="_ _8"></span>produktu, <span class="_ _8"></span>jednak zmiana <span class="_ _8"></span>kierunku <span class="_ _8"></span>importu wiąże <span class="_ _8"></span>się <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>koniecznośc<span class="_ _1"></span>ią </div><div class="t m0 x1 h2 y1023 ff1 fs0 fc1 sc0 ls0 ws0">zorganizowania <span class="_ _4"></span>nowych <span class="_ _4"> </span>rozwi<span class="_ _1"></span>ązań <span class="_ _4"></span>transportowych. <span class="_ _5"> </span>Grupa <span class="_ _4"> </span>na <span class="_ _5"> </span>bieżąco <span class="_ _4"></span>monitoruje<span class="_ _1"></span> <span class="_ _4"></span>i <span class="_ _4"> </span>analizuje <span class="_ _5"> </span>scenarius<span class="_ _6"></span><span class="ff2">ze <span class="_ _4"> </span>rozwo<span class="_ _1"></span>ju<span class="_ _8"></span> </span></div><div class="t m0 x1 h2 y1024 ff1 fs0 fc1 sc0 ls0 ws0">sytuacji <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>tym <span class="_ _8"></span>zakresie<span class="_ _1"></span> <span class="_ _7"></span>i <span class="_ _8"></span>podejmuje <span class="_ _8"></span>odpowiednie <span class="_ _8"></span>kroki <span class="_ _8"></span>zapewniające <span class="_ _8"></span>minimalizację <span class="_ _8"></span>potencjalnych <span class="_ _8"></span>utraconych <span class="_ _8"></span>korzyści </div><div class="t m0 x1 h2 y1025 ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _5"> </span>skupia <span class="_ _b"> </span>się <span class="_ _b"> </span>na <span class="_ _5"> </span>wykorzystaniu <span class="_ _b"> </span>szans <span class="_ _b"> </span>rynkowych. <span class="_ _5"> </span>W <span class="_ _b"> </span>ramach <span class="_ _b"> </span>prowadzonych <span class="_ _5"> </span>d<span class="_ _1"></span>ziałań <span class="_ _b"> </span>Grupa <span class="_ _5"> </span>UNIMOT <span class="_ _b"> </span>dokonała </div></div></div><div class="pi" ></div></div><div id="pf9d" class="pf w0 h0" ><div class="pc pc9d w0 h0"><img class="bi x7 y11 w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">157<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">uzupełnienia <span class="_ _8"></span>swojego <span class="_ _8"></span>taboru <span class="_ _8"></span>o <span class="_ _8"></span>c<span class="_ _1"></span>ysterny <span class="_ _8"></span>kolejowe. <span class="_ _8"></span>W <span class="_ _8"></span>związku <span class="_ _0"></span>z <span class="_ _8"></span>przewidywaną <span class="_ _8"></span>sytuacją <span class="_ _8"></span>na <span class="_ _8"></span>r<span class="_ _1"></span>ynku <span class="_ _8"></span>gazu <span class="_ _8"></span>LPG <span class="_ _8"></span>po g<span class="_ _0"></span>rudniu </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">2024 <span class="_ _5"> </span>r.,<span class="_ _1"></span> <span class="_ _5"> </span>Grupa <span class="_ _5"> </span>z<span class="_ _1"></span>awarła <span class="_ _5"> </span>ze <span class="_ _b"> </span>spółką <span class="_ _5"> </span>HES <span class="_ _b"> </span>umowę <span class="_ _b"> </span>na <span class="_ _b"> </span>przeładunek <span class="_ _5"> </span>i <span class="_ _b"> </span>magazynowane <span class="_ _5"> </span>gazu <span class="_ _b"> </span>LPG. <span class="_ _5"> </span>Umow<span class="_ _1"></span>a <span class="_ _5"> </span>przewiduje </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">możliwość <span class="_ _1"></span>przeładunku <span class="_ _1"></span>i <span class="_ _6"></span>magazynowania <span class="_ _1"></span>gazu <span class="_ _1"></span>L<span class="_ _1"></span>PG <span class="_ _1"></span>o <span class="_ _6"></span>wolumenie <span class="_ _6"></span>około <span class="_ _1"></span>8 <span class="_ _6"></span>tys. <span class="_ _1"></span>ton. <span class="_ _6"></span>Umowa <span class="_ _1"></span>została <span class="_ _1"></span>zawarta <span class="_ _6"></span>na <span class="_ _1"></span>czas<span class="_ _1"></span> </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">określony <span class="_ _6"></span>48 <span class="_ _a"></span>miesięcy, <span class="_ _6"></span>począwszy <span class="_ _1"></span>o<span class="_ _1"></span>d <span class="_ _1"></span>1 <span class="_ _a"></span>października <span class="_ _6"></span>2024 <span class="_ _6"></span>r.<span class="_ _1"></span> <span class="_ _6"></span>z <span class="_ _6"></span>możliwością <span class="_ _6"></span>je<span class="_ _1"></span>j <span class="_ _6"></span>przedłużenia <span class="_ _6"></span>na <span class="_ _6"></span>okres <span class="_ _a"></span>kolejnych <span class="_ _6"></span>24 </div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">miesięcy. <span class="_ _e"> </span>Magazy<span class="_ _0"></span>ny <span class="_ _e"> </span>i  infrastruktura <span class="_ _e"> </span>należące <span class="_ _e"> </span>do  HES <span class="_ _e"> </span>znajdują  się <span class="_ _e"> </span>w <span class="_ _e"> </span>Niemczech. <span class="_ _e"> </span>Tak<span class="_ _1"></span>ie  położe<span class="_ _1"></span>nie  terminala </div><div class="t m0 x1 h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">przeładunkowego <span class="_ _b"> </span>gazu <span class="_ _b"> </span>LPG <span class="_ _b"> </span>jest <span class="_ _b"> </span>o<span class="_ _1"></span>ptymalne <span class="_ _5"> </span>z <span class="_ _b"> </span>punktu <span class="_ _b"> </span>widze<span class="_ _1"></span>nia <span class="_ _5"> </span>proce<span class="_ _1"></span>su <span class="_ _b"> </span>logistycznego <span class="_ _b"> </span>dostaw <span class="_ _b"> </span>tego <span class="_ _b"> </span>produktu, <span class="_ _b"> </span>w </div><div class="t m0 x1 h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">szczególności w sytuacji, gdy zacznie obowiązywa<span class="_ _0"></span>ć embargo na import gazu LPG z Rosji do UE.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT zaangażowała się w <span class="_ _1"></span>zaspakaja<span class="_ _8"></span>nie<span class="_ _1"></span> potrzeb gospodarki ukraińskiej i ludnośc<span class="_ _1"></span>i Ukrainy<span class="_ _8"></span> <span class="_ _1"></span>w zakresie paliw </div><div class="t m0 x1 h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">zaraz po <span class="_ _1"></span>wybuchu <span class="_ _1"></span>wo<span class="_ _1"></span>jny i <span class="_ _1"></span>stale<span class="_ _1"></span> <span class="_ _1"></span>realizuje dos<span class="_ _1"></span>tawy ole<span class="_ _1"></span>ju napędowe<span class="_ _1"></span>go i <span class="_ _1"></span>gazu <span class="_ _1"></span>LPG <span class="_ _1"></span>na <span class="_ _1"></span>terytorium <span class="_ _1"></span>tego <span class="_ _1"></span>kraju. <span class="_ _1"></span>Dostawy </div><div class="t m0 x1 h2 y149 ff1 fs0 fc1 sc0 ls0 ws0">paliw <span class="_ _b"> </span>zarówno<span class="_ _1"></span> <span class="_ _b"> </span>do <span class="_ _c"> </span>Ukrainy <span class="_ _b"> </span>j<span class="_ _1"></span>ak <span class="_ _b"> </span>i <span class="_ _c"> </span>na<span class="ff2"> <span class="_ _c"> </span></span>potrzeby <span class="_ _c"> </span>krajowe <span class="_ _c"> </span>są <span class="_ _c"> </span>realizowane <span class="_ _b"> </span>przez <span class="_ _c"> </span>wspólny <span class="_ _c"> </span>łańcuch <span class="_ _c"> </span>logistyczny, <span class="_ _b"> </span>co <span class="_ _c"> </span>w </div><div class="t m0 x1 h2 y14a ff1 fs0 fc1 sc0 ls0 ws0">konsekwencji p<span class="_ _8"></span>o<span class="_ _1"></span>woduje, <span class="_ _0"></span>że <span class="_ _0"></span>precyzyjne oszacowanie <span class="_ _8"></span>wpływu sprzedaży <span class="_ _8"></span>paliw na <span class="_ _8"></span>ryne<span class="_ _1"></span>k <span class="_ _8"></span>ukra<span class="_ _1"></span>iński na <span class="_ _8"></span>wyniki finansowe </div><div class="t m0 x1 h2 y14b ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>jes<span class="_ _1"></span>t <span class="_ _1"></span>niemo<span class="_ _1"></span>żliwe. <span class="_ _6"></span>Ponadto, <span class="_ _1"></span>je<span class="_ _1"></span>st <span class="_ _1"></span>w<span class="_ _1"></span>ysoce <span class="_ _6"></span>prawdopodobne, <span class="_ _6"></span>że <span class="_ _6"></span>wol<span class="_ _1"></span><span class="ff2">umen <span class="_ _6"></span>paliw<span class="_ _1"></span> <span class="_ _1"></span>dostarczany <span class="_ _a"></span>do <span class="_ _1"></span>Ukrain<span class="_ _1"></span>y </span></div><div class="t m0 x1 h2 y14c ff1 fs0 fc1 sc0 ls0 ws0">mógłby <span class="_ _6"></span>b<span class="_ _1"></span>yć <span class="_ _a"></span>alokowany <span class="_ _a"></span>na <span class="_ _a"></span>rynek <span class="_ _a"></span>krajowy <span class="_ _a"></span>i <span class="_ _a"></span>tym <span class="_ _a"></span>s<span class="_ _1"></span>amym <span class="_ _6"></span>mó<span class="_ _1"></span>głby <span class="_ _a"></span>generować <span class="_ _a"></span>dodatkowy <span class="_ _a"></span>wynik <span class="_ _a"></span>finansowy. <span class="_ _a"></span>Do<span class="_ _1"></span>stawy<span class="_ _8"></span> </div><div class="t m0 x1 h2 y14d ff1 fs0 fc1 sc0 ls0 ws0">paliw <span class="_ _6"></span>na <span class="_ _a"></span>terytorium <span class="_ _a"></span>Ukrainy <span class="_ _a"></span>s<span class="_ _1"></span>ą <span class="_ _a"></span>realizowane <span class="_ _a"></span>między <span class="_ _6"></span>innymi <span class="_ _4"></span>przy <span class="_ _6"></span>wy<span class="_ _1"></span>korzystaniu <span class="_ _6"></span>posiadany<span class="_ _1"></span>ch <span class="_ _a"></span>przez <span class="_ _a"></span>Grupę <span class="_ _a"></span>terminali </div><div class="t m0 x1 h2 y14e ff2 fs0 fc1 sc0 ls0 ws0">magazynowy<span class="ff1">ch oleju napędowego i LPG w Jaśle i w P<span class="_ _0"></span>iotrkowie Trybunalskim.  <span class="ff2"> </span></span></div><div class="t m0 x1 h2 yf3d ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>prowa<span class="_ _1"></span>dzi <span class="_ _a"></span>działalność <span class="_ _a"></span>w <span class="_ _a"></span>zakresie <span class="_ _a"></span>obrotu, <span class="_ _a"></span>sprzedaży<span class="_ _0"></span> <span class="_ _a"></span>i <span class="_ _a"></span>dystrybucji <span class="_ _a"></span>gazu <span class="_ _a"></span>ziemnego <span class="_ _a"></span>z <span class="_ _a"></span>wykorzystaniem </div><div class="t m0 x1 h2 ye77 ff1 fs0 fc1 sc0 ls0 ws0">własnej <span class="_ _a"></span>infrastruktury <span class="_ _a"></span>(<span class="_ _1"></span>sieć <span class="_ _a"></span>gazowa, <span class="_ _a"></span>s<span class="_ _1"></span>tacje <span class="_ _a"></span>regazyfikacji <span class="_ _a"></span>LNG), <span class="_ _4"></span>zewnętrznej <span class="_ _a"></span>infrastruktury, <span class="_ _4"></span>na <span class="_ _a"></span>Towarow<span class="_ _1"></span>ej <span class="_ _a"></span>Giełdzie </div><div class="t m0 x1 h2 yf2b ff1 fs0 fc1 sc0 ls0 ws0">Energii <span class="_ _1"></span>oraz z <span class="_ _6"></span>zagranicą. R<span class="_ _1"></span>ynek <span class="_ _1"></span>gazu <span class="_ _1"></span>ziemnego <span class="_ _1"></span>dostosowywał <span class="_ _1"></span>się <span class="_ _1"></span>do <span class="_ _1"></span>warunków, <span class="_ _1"></span>które <span class="_ _1"></span>powstały <span class="_ _1"></span>po <span class="_ _1"></span>wybuchu <span class="_ _1"></span>wojny </div><div class="t m0 x1 h2 y1026 ff1 fs0 fc1 sc0 ls0 ws0">w Ukrainie, jednak dalsze działania <span class="_ _0"></span>wojenne mogą wpływać na zmienność cen na rynku gazu ziemnego. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf2c ff1 fs0 fc1 sc0 ls0 ws0">Przed <span class="_ _5"> </span>wybuchem <span class="_ _5"> </span>w<span class="_ _1"></span>ojny <span class="_ _5"> </span>na <span class="_ _5"> </span>t<span class="_ _1"></span>erytorium <span class="_ _5"> </span>Ukrainy <span class="_ _5"> </span>Grupa <span class="_ _b"> </span>UNIMOT <span class="_ _5"> </span>rozwijała <span class="_ _b"> </span>sieć <span class="_ _5"> </span>stacji <span class="_ _5"> </span>pali<span class="_ _1"></span>w <span class="_ _5"> </span>AVIA, <span class="_ _5"> </span>która <span class="_ _b"> </span>liczyła <span class="_ _5"> </span>14 </div><div class="t m0 x1 h2 y76c ff1 fs0 fc1 sc0 ls0 ws0">placówek  franczyzowych.  Konflikt  zbrojny  miał  bezpośredni  wpływ  na  ich  funkcjonowanie.  Był  on  przyczyną </div><div class="t m0 x1 h2 y76d ff1 fs0 fc1 sc0 ls0 ws0">czasowego <span class="_ _4"> </span>wyłączenia <span class="_ _5"> </span>niektórych <span class="_ _4"></span>stacji <span class="_ _4"> </span>z<span class="_ _1"></span> <span class="_ _4"></span>obsł<span class="_ _1"></span>ugi <span class="_ _4"> </span>klientów <span class="_ _5"> </span>i <span class="_ _4"> </span>s<span class="_ _1"></span>przedaży <span class="_ _4"></span>paliw. <span class="_ _4"></span>Stacje <span class="_ _5"> </span>borykały <span class="_ _4"> </span>s<span class="_ _1"></span>ię <span class="_ _4"></span>z <span class="_ _5"> </span>przerwami <span class="_ _4"> </span>w </div><div class="t m0 x1 h2 y76e ff1 fs0 fc1 sc0 ls0 ws0">dostawach paliw oraz energii elektrycznej, a także wymagały remontów po dzia<span class="_ _8"></span>ł<span class="_ _1"></span>aniach zbrojnych. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yd0f ff1 fs0 fc1 sc0 ls0 ws0">Trwająca wojna na te<span class="_ _1"></span>rytorium Ukrainy miała pośre<span class="_ _1"></span>dni wpływ na pozostałe <span class="_ _1"></span>segmenty działalności Grupy UNIMOT, <span class="_ _1"></span>w </div><div class="t m0 x1 h2 yf2f ff1 fs0 fc1 sc0 ls0 ws0">tym <span class="_ _8"></span>na<span class="_ _1"></span> <span class="_ _8"></span>se<span class="_ _1"></span>gmenty: <span class="_ _8"></span>Bitume<span class="_ _1"></span>ny <span class="_ _8"></span>(j<span class="_ _1"></span>edynie <span class="_ _8"></span>sprzedaż okazjonalna do <span class="_ _8"></span>klientów z <span class="_ _8"></span>Ukrainy), Infrastruktura <span class="_ _8"></span>i<span class="_ _1"></span> L<span class="_ _8"></span>o<span class="_ _1"></span>gistyka <span class="_ _8"></span>(oprócz </div><div class="t m0 x1 h2 yf30 ff1 fs0 fc1 sc0 ls0 ws0">działalności  w  zakresie <span class="_ _e"> </span>wydawania  paliw, <span class="_ _e"> </span>o  którym  mow<span class="_ _1"></span>a  powyżej),  Energia  Elektryc<span class="_ _1"></span>zna,  Paliwa  Stałe <span class="_ _e"> </span>oraz </div><div class="t m0 x1 h2 y1027 ff1 fs0 fc1 sc0 ls0 ws0">Fotowoltaika, co wynikało ze zmienionych warunków prowadzenia <span class="_ _0"></span>biznesu w Polsce.   <span class="ff2"> </span></div><div class="t m0 x1 h2 y7fa ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>zależności <span class="_ _4"></span>od <span class="_ _a"></span>dalszego <span class="_ _4"></span>przebiegu <span class="_ _4"></span>wojny <span class="_ _a"></span>w <span class="_ _4"></span>Ukrainie, <span class="_ _a"></span>Gru<span class="_ _1"></span>pa <span class="_ _a"></span>U<span class="_ _1"></span><span class="ff2">NIMOT <span class="_ _a"></span>-<span class="_ _1"></span> <span class="_ _a"></span></span>na <span class="_ _4"></span>bieżąco <span class="_ _4"></span><span class="ff2">- <span class="_ _a"></span></span>bę<span class="_ _1"></span>dzie <span class="_ _a"></span>dokonywać <span class="_ _4"></span>analiz <span class="_ _a"></span>i </div><div class="t m0 x1 h2 y7fb ff1 fs0 fc1 sc0 ls0 ws0">podejmować sto<span class="_ _1"></span>sowne decyzje <span class="_ _1"></span>operacyjne <span class="_ _1"></span>i handlowe,<span class="_ _1"></span> które <span class="_ _1"></span>mogą <span class="_ _1"></span>odbiegać od<span class="_ _1"></span> przyjętyc<span class="_ _1"></span>h założeń <span class="_ _1"></span>strategicznych <span class="_ _1"></span>i </div><div class="t m0 x1 h2 y1020 ff1 fs0 fc1 sc0 ls0 ws0">budżetowych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">Gaz ziemny </div><div class="t m0 x1 h2 yf35 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>Syste<span class="_ _1"></span>m <span class="_ _5"> </span>sprzedaje <span class="_ _5"> </span>i <span class="_ _b"> </span>dystrybuuje <span class="_ _5"> </span>gaz <span class="_ _5"> </span>ziem<span class="_ _1"></span>ny <span class="_ _5"> </span>do <span class="_ _5"> </span>s<span class="_ _1"></span>woich <span class="_ _5"> </span>odbiorców <span class="_ _5"> </span>w <span class="_ _b"> </span>oparciu <span class="_ _5"> </span>o<span class="_ _1"></span> <span class="_ _5"> </span>własny <span class="_ _5"> </span>majątek </div><div class="t m0 x1 h2 y50a ff1 fs0 fc1 sc0 ls0 ws0">sieciowy. W tym celu wykorzystuje gaz z<span class="_ _0"></span>iemny jako podstawowy zasób swojej działalności. <span class="ff2"> </span></div><div class="t m0 x1 h2 y7d0 ff1 fs0 fc1 sc0 ls0 ws0">Gaz <span class="_ _e"> </span>ziemny <span class="_ _e"> </span>jest <span class="_ _e"> </span>również <span class="_ _e"> </span>gł<span class="_ _1"></span>ównym <span class="_ _e"> </span>medium <span class="_ _e"> </span>wykorzystywanym <span class="_ _e"> </span>w <span class="_ _d"> </span>procesie <span class="_ _e"> </span>produkcji <span class="_ _e"> </span>do <span class="_ _e"> </span>podgrzewania <span class="_ _e"> </span>ole<span class="_ _1"></span>ju </div><div class="t m0 x1 h2 y7d1 ff1 fs0 fc1 sc0 ls0 ws0">grzewczego przez Spółkę UNIMOT Bitumen. <span class="ff2"> </span></div><div class="t m0 x1 h2 y1028 ff1 fs0 fc1 sc0 ls0 ws0">Gaz ziemny <span class="_ _1"></span>jes<span class="_ _1"></span>t kluczow<span class="_ _1"></span>ym suro<span class="_ _1"></span>wcem <span class="_ _1"></span>energetycznym, o<span class="_ _1"></span>dgrywającym znaczącą <span class="_ _1"></span>rolę <span class="_ _1"></span>w <span class="_ _1"></span>go<span class="_ _1"></span>spodarce <span class="_ _1"></span>oraz w <span class="_ _1"></span>proce<span class="_ _1"></span>sie<span class="_ _0"></span> </div><div class="t m0 x1 h2 y78c ff1 fs0 fc1 sc0 ls0 ws0">transformacji <span class="_ _a"></span>ene<span class="_ _1"></span>rgetycznej. <span class="_ _a"></span>Jego <span class="_ _a"></span>wykorzystanie <span class="_ _a"></span>wiąże <span class="_ _4"></span>się <span class="_ _a"></span>z <span class="_ _4"></span>różnorodnymi <span class="_ _a"></span>aspektami, <span class="_ _4"></span>zarówno <span class="_ _a"></span>korzyściami, <span class="_ _4"></span>jak <span class="_ _a"></span>i </div><div class="t m0 x1 h2 y1029 ff1 fs0 fc1 sc0 ls0 ws0">wyzwaniami w zakresie zarządzania<span class="_ _0"></span> zasob<span class="ff2">ami naturalnymi oraz ich ochrony. Gaz ziemny, jako element korzystania <span class="_ _8"></span>z </span></div><div class="t m0 x1 h2 y139 ff1 fs0 fc1 sc0 ls0 ws0">zasobów naturalnych, jest zarówno szansą, jak i <span class="_ _0"></span>wyzwaniem dla zrównoważonego rozwoju.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y805 ff1 fs0 fc5 sc0 ls0 ws0">Ryzyka związane z gazem ziemnym i <span class="_ _8"></span>s<span class="_ _1"></span>posoby ich mitygacji: <span class="ff2"> </span></div><div class="t m0 x1 h2 y102a ff1 fs0 fc5 sc0 ls0 ws0">1. Wyczerpywalność zasobów:<span class="ff2"> </span></div><div class="t m0 x1 h2 yf38 ff1 fs0 fc1 sc0 ls0 ws0">Gaz <span class="_ _1"></span>ziemny <span class="_ _6"></span>jest <span class="_ _1"></span>zasobem<span class="_ _1"></span> <span class="_ _1"></span>nieodnawialnym, <span class="_ _6"></span>którego <span class="_ _6"></span>nadmierna <span class="_ _1"></span>eksploatacja<span class="_ _1"></span> <span class="_ _1"></span>prowadzi <span class="_ _1"></span>do<span class="_ _1"></span> <span class="_ _1"></span>szybkiego <span class="_ _1"></span>wycze<span class="_ _1"></span>rpywania </div><div class="t m0 x1 h2 yf39 ff1 fs0 fc1 sc0 ls0 ws0">złóż. <span class="_ _1"></span>Ceny <span class="_ _1"></span>za<span class="_ _1"></span>kupu <span class="_ _1"></span>gazu <span class="_ _1"></span>uz<span class="_ _1"></span>ależnione <span class="_ _1"></span>s<span class="_ _1"></span>ą <span class="_ _1"></span>od <span class="_ _1"></span>aktualnych <span class="_ _6"></span>i <span class="_ _1"></span>termi<span class="_ _1"></span>nowych <span class="_ _1"></span>notowań <span class="_ _6"></span> <span class="_ _1"></span>(TGE, <span class="_ _6"></span>TTF), <span class="_ _1"></span>na<span class="_ _1"></span> <span class="_ _1"></span>które <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _1"></span>kolei <span class="_ _6"></span>wpływ </div><div class="t m0 x1 h2 y4f6 ff1 fs0 fc1 sc0 ls0 ws0">mają warunki popytu i podaży (pora roku<span class="ff2">, sytuacja geopolityczna, kierunki d<span class="_ _8"></span>o<span class="_ _1"></span>staw LNG, stany magazynowe). <span class="_ _1"></span> </span></div></div></div><div class="pi" ></div></div><div id="pf9e" class="pf w0 h0" ><div class="pc pc9e w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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rfOeQLakKJ6ow6k12rhiploRd1KgvcrraNjlXdl/dQJ2cRUZJfYK7mqjUmNnURFVQfnyWXEvtsEGpZq1DfrV7VAJueW2zf/4f+x78gsSwGCavSezFC1TdnWCRSJA/kAF5BHQ6/rYwJoTBakQDS0iRrl2rgxGQxjMq8Eg4g4g4Hl8PE5Nd/EbGnEcFODhpuUJSqWhvGvPvQpMBRs4JViEME5HDg6e/f99y8MS8l7Uf2gDJBOMB+NF0dVtBVl5xtCEPGwSh/46+vf9Eu/tf2uR0a1K1u0yYF77PpGvRjzqpZOf8PiMA5qHgX59Oe+8vo3/fbnPn+PAsYYtY3zzmdeTUajAOuITGpyZlBDgktwAVlLWUAW4BNcHOvUlkfLk+UJmVqWzIVkSvAeJCfl5qfiW2IrBtq2hSBqbLGM4fLRxx8rEGFtQu0KKiUtdLjsyDC1IsQaN6Hrji3GnfuLhjdEmmiQ0I0uv/rHfmxuVOXc6UKyOmUhOVWfkEdks8vpwZ3RGvWEpE4BQiuaEd33lx86i3PPIbUhaTKzDJwbI6E/tTY/fVsDZOioAQZaLI/s2Lm2pumWqC3zZK5JWTBnPCjr/pYtGzaeDle0IgD30Vvcf6A6fNyF1Cu6RBRVATreo0cnaVc/zHZ1tquzWcpE+JHDfHyphSYgqq5SzzNKBW28uAIwBBqCGjzQDQGP7n3gHX/aeWjvpKaZOpzVoLv74M73fABt8tqOxypG0oh4ctziU2wrALJMfFYENSVhl8dgyUicJ3JPK8fC86gsfZ4lSxAmoe5EJ8ZGGP0JD0oAQqs+6xJnBEeSEeVtxOTUOp9NfO2WW2sd1ylbILIgpWZyqg82EBmbMRmRy2R5UPrxHEiGkZGjZMllokjsBEx5p8/iU4JzzMQEGgzKzBcGR5w1kaJJrz81GLXiuiD/lRtvrmqMmmBA1dQgxKgK3L/zgWhKQgYjobwoDAoxEn7s8UeNYUmhqm2rNo566P965399yx++rW61rEIyVxQ9VTPDaDRSjSlFn8lgMNiwYUu7XCb4JtLc/Oj3/re3PPDAMREW9gCaphGhXq9DhnK4TBT7fe88Qqqb2CrUmFRIvAsawOYLpm8AREZEeZGnBFW0bQRARM+ErQSgXJIz0WZLyPa9/9Pb5uuZtl0X01kDO2/RiuCOMy2SZ9/RRj2IYH3ozKHl4ce/6gaEBgaXKMOVV2x43hXLjgsu8sisTuEUnAW3pcb9n/hbV49KNGBCbVEwBPPRuXjHg+vqpqEhOReda8mFClRKkN5Bos0vuAZadIGOAgmzX9/Z2zN7rnbyqtzgpxB1yvXz4BEz2bClueziTPoo0Yuy3nj9qB7e+shpyzoV0QnotNRrpQMJ1FnO8+i7LkpIsfU02cbnHUO44YF16rohdVeHNDwzsADiFJIUwICTchuX5todD9/+pv91+VM3nB3QW24nFGsUm9sUvnzbo7/9Fj5wOKXRMoY1mwvWTUGfhnvG6R0pOEHIVjgDxk+tLdlT/BQUgGQryeE4P0o2LpCNx3aYjOtaRmZkiSwvumUVl4ftBz/8mZRgqWHHTWrVYla4JpTjBHCl5ZRaUKscjACKoARSUAIlozTOjPDkMr+tlPlFsuXh0ECJjTwZISUUeU+VzNzi4mjnzkdz780gIoCyUATuuvt+531eFCG1nKFJNZyJ42ixLKulQWpDBSGII3JlbR/9+Oc++rHrF+Yb7/tRyQzVcLBmatJSNTXhU1gqskar+V6HDx58Ynrjplhbr7u2DjI7X/7Sv/vNx/YccY7blIjIUapH890i9oroZNg2x5MuEqo8h1F0jgFt2irLBWibZui5clQ5qR21wkEoaGw0KjMyL2rjWZrfvm7VTdoyarJOYhxcfOBDn35WHWvAQIGE2LWUBS5GrU6SRwiNwwKFYBxHgx2f+NvrfvSHh5N5AdLM4znPOuPVL7t15129SsikytAIwaQTZCLgwRu+evYddxfXvQSOUCICBMSH9vMj+1mrKm8DTwxdEMn74rV1cxNTj0xlV1zz3JKzLigZJMOJr+9Y06QJcIIOcwxABZOSL7Puviy7+KUvGWfvUdABMErLX75tKqSWtPaIzIGlTM63+XTbTMKy2MxboMJy8IzSoRu/vvWnXlqmaL63Klw9E7sVEUU4wgS4gdbUZG2NNtz1m3+wZvuuMyenBkuzmeUNUmltxrzm8JETH/jE8U0bNvzW64ucavg0rCf6U0nSU+RbGv/IyqYMNWMoA2ZG0HFKcbKUbitDYxm0oqEkgmOQrlTWCQSDEpQNwFihTKAIIzNt2iTOTfXW33ff7o9+/KZffvWLUmq9ZC1kOBr2u71RpaDENpZpEsGMyE4V8ldqVcYwNWIywIzieLYaATAhsEUbLo/AuVrgTNRCbGOv6LVl7Tlrm9H27fdf/dzzklruvAHEJMDNX71TuFAbWzhC0pR5ApkphdaqUrMZB7amSZ6dE/fev/zYiWOjXm89UZ5SI2KO2rlj+ycnei950WUXX3ThwsLCV2/62hMHDm9ev35hYeh8tx62k52JheXjfHTus5+58Rd/4TX9rlx8wXl/9sd/VDcE6po6J3Weh0Fpf/4XH9y1+4BQZ1AOiCh3BG3WrZ3+tV/95ZnpibH5hMzYDJTWzUx2cj7lW2B6RmyFGii0FXFqctu97aHZoejBPqJIEq8sKcpp01ubuaViWHnjiDhCS+J7Mcw/tgdLC+XUphlAiOCtuOJim+ymxRM9Q22kBDbKI3VM19fh8E23Puu6F4ITMiGggJa7j05HCQjwPBGpiupZuuaylkcJGy65GOvWdMDUroxbz3Y+ugnE5VIXPF8uu1zCqOmgaDVbqsPm885HhtphmW0G0WmcO7C/6+ICpWGhCZJAapzWzvjDx7owE07OzGnrYtJm/vATW5vSTXQq6Gp49QwghJDgHJCipWoqUwyrg3/y7vTw41tdUS7O1tSWyBrmFkmASWYJ7f6PfnLDCy/PXnAlYp1NT6Ey80+uNCmZGY0FZDVSgzlLbJSgjHQquFphKxrPvIYY2AjGbIxxIAaDsRlAY0cg2GhlUSGBIE7UlIjqOsaW/vI9H3zFC8/devpWBWDQRERCNl5nBrOV+Y7jOj4ExoCyMa38x/ENiSIjsZ3kMaCtalVlqFoLYjNYTFCDmRB7nz2++4lTx8+AmTYtHzm0oEnaNrksTxpozLxJiYSIUuSExkFABMZdO/Y/umtfUUwDrmlaNk2pWjc9efjwwbe8+fd/5mde3inQNLZnz7/6pV/6jaNzVa+TNY1OdqaqMFwzs75ulm++5bbf/I3XAJiamvrhH36JnEzQVaMTVwZ85GOfqsqBiTlyMSbOMgF3svw1r/rBfvENKwWvqGhgQkrGbGb2zdsjfGvrrUnJUCO55erBv/rMWYs00XAgVngfpKhFkW15+cu2Pe/K1jnAksShb+DDhrradmB2cOvtHmGyRhahEnDhaVsufVayJoOxWSIokCs8wplKs3//NTo6m9jGttHOIKVbHuiE1Aob6ZpGO9F8RF5SBrbe5Ate++q6W1CIGLWI5YFDu4YP7OyXpaCEhIGVyIiRuhCX6FkXXdY771xLtUqMaGi0uPy5L04cPN6NjXIgS0XSPIGA9Iprs8kpB67IQpcjmkUeHi/KhX2PYvvdvVALwir1PJNEMEICEiFkVDjog7vv/tlf3ffej26o60bLITfI/KE8H2a5F+9VEUY+DIt9++/8rbfNv+sj2ZLWmuaLU8XAk+xDCeNqIyVDSqRsiS2IRbbEFslO2hZWbiuRmCQhHd88zEMzrLjkWeHJAAObEbWghqgxVN4TgKpsOp3pPbuPvv3t75qbW44JZujmk1UZyByrsDIbWImMDR7ASqVeCSpkzOZYRcaPRAAi4Rubmhw/eiQTZ5ZArfggnDwUKTrm0LbeuXvvuWduvhov86hJYR9+/23lkGPjGDlBzIwFpqoKoU5s3PJC08ZaAV9kozK97W3vLCs2zWLLwq7o5N5ZvTz7v/zqm179b3+gcMEh5lKee9bUW9/yG6PFY81wgZOGOrLPBqMakEd27Xli7zwDuUCsJW0YDVlNVmsoC2cW29yxI+oWPe+8Rc19Eaqml8Gj8Qge0ZmKqZhpVAKYjABN+s27uXxrbBVCYF1GyQePDW558LyRnN7SaQM5d4nPG/C5Q+bc45XXuR+6+tBadyQL85NYmMKwp8TN2iYcvv9eQ4WEkYuLmcMkd684d1jwUHQpx2LHljoYejSI+aj0+08M9x2K4/OFgJaqB/eUcZm6uWoaWl0XXHf8iDQV3f6FZ3ef/+x5keABn0Zh7mO3Xz+y0YAr1+8f983SJJ3IYtvNYzdfdPbsl/2ArulTRLcupxFkfrDzfR89o2rXpjTTpHWVbhymTY2ui9AfeUFnzQzALdQ5KVLKxUiCO3gUN2zHkYV8VWV/ZohwgihYpgSk+/7sL/XW+88cRgnNyIWUZ3UMi9P9klkSCiMSzfsybUkeeGz729618PmbIDLHK+saT17fY1c2bKwyMdL4Rkh4inZlwDjnW8n6xJhMyBzMwVaMoycF2/GzxnuMRKLQ6WYhtm3b9vsT5Sioyvv/6sOP7jokAmG0rfaKPsAEIRAbMQjjv/ykMj7BsQopiwmZsAlofNX+hrB24sQJ55yZEqvPzHvy3gksd76uqhTTnt17jh45uuILMIXh3f/t/YKuJtftTqdomThSMwVMhLK61oW5UZb7YTMCsGfviTvuuMu7jpNCJNOk1WgYY33Wmaf9h9/5lU4uuQOjho26Bb7v6suefcl5U/0ug3LnQlKXZWXVlmV98823mQEGEWNqUlxEWnQSSBPD2qrUFDPvy+Gw4wsGIUFIQgtGw6gZDVMgUiIjxBRiaGvAvPdPW+77FjDdteTPh5u7886tNjSM5jruQN8fzXiIUYnZdmoCF1+BV/zoMe8vKjZuXYxc4oiXg718gGZ47/0z9eDxHkRlpulilLsrvu/xfm+uWxROzhnQ5bPo5hP7spKz+rTShtuP5MG1gpJbLNyvu289G9JtqElrlnudtombh7pR02HXbHzty+K66Q46y8hCRr39dt1bPr91cfHcKDa02XxybTOzdQ5n93vz5YF9m13nF/5NwoRFLYs+EvCVe/L7Hi8dP95xwfxmWT80299JR3th4szz5GXff1c3X8o6WRCwDEQnGr2ykoMf/gKS1RyBiEbRAAnBLEINAdoiAgm2ymZPh9IDBXLViPm46x7+1OeeMxz2mgXWRS9aZmlYGOpdPTpeUtinXLvT2+GWQ8WGvdN9C1q+/zPFY49vxHCAah6hTYTkWuRDCLUoSmNo6Yk0H1nRcC9wEeHtpAJCpzZjO2VSJE2cVEJ0jXGjUoMbAhwgCImR3FCtr2nS4A2uHhWkk50+LdZPuCJlxdr+xgs+fv0Ng4gAZN0wqo4TAhlgYuDxTFolVQAcTVqwKmJiNnIqZNIkGVGaNCtsZVfLaA4tZFBa0k7O0+VibEPSji7E4wNdKCbWLCxnals//ZkbmdUw8uIP7lveXc4Ns2h5OxgdzVxgMTgf2I+SJYmdLOzbey+s66ivwGN7H57ZvLaldqlegtOgsT8xLdz5iVe9lERdJmbcNnAyZdbLst613/9Dg7ZqpQ6+9tRq2/Q6PbH8C5+/kU4RCeXOr2e/yXQN5xOJku/kTta1deEzNZkzamLriZlyAJPABNAbd00C7Hwm3uVFl8iN73lGbMXIhBB16b77mmYU0KTYZuOQzXWCdNedeRaEMTWxZvOmwajsBFkX/VSp/SatN9c8vBePHibAKcEIebHhwmflp21iJbfUpCYO2UbVoENZ1dYpxdEjjyJAGIXGfTfeHGNISKqJCRyaXidfqpcNebZ2/Yarr2yco6Q5oJzmP/spN79ERgokMlEjwEOGg5Kkt/ni89k5J0KTXbOEtt3+mb8jmKVAKZCXYTVynKessC0bN2zZtuY5l3fWzHhlrs1aBVFjKQB75w/v/btPO40A4BgCBca9qifXhK70R63imys2gBIero9nDe77g/ecvpT2xcH+abRFXtWVnGMAACAASURBVARMNrQuZufWPbXi2GRn6Yy19UuvoDe/6rJ3/vq//i9v/pE/+f01r7h2cfaw07pIbT42D6ST5+hJFZ0MrP+0E8roScYuxyxt0zhhcShHw7Ksb/jSVw4dPGFAXbVFp39yWf0PXa9iDOMSvqoyM0AE8t4zk4h471PSL3z+S8tlqaCYbMeOezWEGIIT6RSFaooxmiXAmNkMRhgOR2bmvRhw+PCx+fl54hUGYOaUkqpefvnlnQ4DRDR+ohGBGBdffGGeexZWiyAa/yqmuLS0VNffLRnhW3lQ5eCgGJQH79zhJLBTtbYAsVLtO3OdzvQlF6Kbo19MX3DufAoZsg2NWz/CmoipECcOHccH/24akGQIEWb+7G3bfuD5gGxBNzNe6tgojTpkrtvR0CzcfT9GI4qNX1p+5OOftxRHSMkCQYvYeqjBL0GnLrkEZ58VuduFdKC+Gt3+sY9OLSx65SFQO/MKNhQqbRWXi3ztC65ApwNC5SCq/vHDu++8iy140kxVCS2ok08sQdZdd03Rm8KVl8q2zaRStOQpMzNFGom2Pm6//nOyOIgpKqnJSu1yZZPC8VpZZat/HG0KW7tr+0fn9ZaHJiLE5+p8ybQsUPJrGuo2U83kltNf9sPX/vf3nvOzr3rixK73vvs/v+8//u4n3vJ7X/7Iexe/fEv38eVOEhcaEYIiBjXwuLffaOyYtO/A8mADqqoyS5dddmmnk5GlTpFNTqzZt//wW9/6zhixft3W0SgA4yvm/xCqqmRmZk6anHOm0NYy8Uw2JjLHbueDux57dB+Qichtd9yTUjJVITBBGNBEUIM5z2ZGzMePn2BmJhBw7NhCVVVOZNyLx8yq2ul0zjnnLACq48YolXGTk9nllz/be2EyszRmbQApphMnThw9uvg9xFY1gdvQ3HQbDh501NZSgkORlBMtgI7leXbReanjKhfpigtO9PIWIolcJFIaYXmDk/s/9Dfu4BFuWpgqU+343Ff9qzrPcyu8onTKAg7Rcm7T0D9x0B7ayakMjzyW3/e4MA0KJCgsEjVcVt3+9BHn9bprGvYJHmpclYuPPGT798+0lUu80KHaIU/GCgdWyuem+2uufg6MYooDSwXcE1/ZcbrraCgtVgVSk6LLu7Bs6IqpV768cYZnbZh+yVXB55l5VhGIT2i13lD4zoOP645HhDgBNa1MSUYa+x7VSJV0dfzo02eCkopI9Lmv+72zT8ho4LChobWzkdU1/f7AuVKKh668ctsf/58L3/+S29/57nve+Hv4+NdeuHvxpUfClceqTY8dPv7ODx3+F28c3fFglxzFBEHuOMGUCQIysK1sX/RPATtpqF75mjQR0ZrpiZ/48VdWo2Wkuqpjnk184XM33XLzXSFlMYxdl2akRmr0DK9ai4vLKySS1DnnWGC0ft26badtEVYvbEZ5MXHrrXcbspiwfccDjskLa4qhKc8+83QWU1WsjGFQIjly9KipNW0CMBqNRCSpikhKycxUdWpqanJyMimcnNrFfKV8MTmZOSdqiQgwExFVBWEwGCwvL38PsVUCZHn48Ic/NbU8Iq4rGhHHLKp32Yjccrc7cfEFA8ZiIb2LzzmxvrvA0oAq1qUsLZI2qaKl+Qff82EC0OUorgL7Z188cfGFQUOBzGzsf9NB0+SgybmF3Z/5W5TLC7fccdZCYGhZmDIEWqOeMBrUbXnmaWte9H0N5TnARER64sZbTkspQynEyzk1TvOkzkCQxnf9JeevufwikDCzI0ad0ld39JbLrme2kJkZoTYb1nVvw1Y89zkDz/Wk2/KyF8ZuQWALmqkrlLxpb3n4rKOj8sbtVNXEVANxxaI91kktwRS6Glr9I5mg4YnZu/7gXYuHDutzz1z2msEF53LK150INgiL//qay7d/il/18uKMLbXz0wO7aL68ZD5OtQvTcTQ1GmwbVL39T+z/m79Dm8i+sStkAEGIADbjfyLV8FSIPCYdIxSdDijNnjj6pjf83JnbNiHVqmbmJvprP/DBL3Ty6YnJ9WNHwcm9Kemba1vfCpaWhmYruZiIWIKGuGn9+vPPO0skxdSomnO9HXfuBPDgQ4f3HzyeiyOoafCOn/+Cq01XvK8iZGZENDs7ZzBmVkNd1c65cZpJROPYynvf7+Xjw1VLznmDqSUmChG9fg+wMa8R0fiFhRBijN9DbCUABqO5+x7spSgOnLEhsZoIJ5GYZTw9xQgFXH96os1c6RCEWsNQYt13y1Kvm5k89qWvo62DszhukxBfXHTuIijz3UIpwZD5um17WaeTmkP33oXhUvP43vUJptoyjI0NQ0aPsoVYllvXydlbC+aOrpyo9ti+aaUGLcBBkAhOjQwJbpB5OX2LTk8hqDIXiJido4PH2rnZbpY75ywpi1ShHaHtTU+hkzNigHW2bIAIjxMMVYNlmeO63qSshw5jYRGqQWN6krShhAS11d1T/1E9RvHo/vj4gROH91/woiuHsHm22Q4xuR782s76zi+98hGSY5BzXvyia1/3U7Mzrucmk7Ugj3W96BM8EgwHj+PEHAQwhFFgcDppTBDDd+pSYcSMFJOmuO309Wefua3fzbMsq+u2auyeu3dOTW1oGz2ZCerJEt8zeTlNE05NcyIiJhbiNdPTmzdtKArnBSxSle0T+4+OKuzcubuqWuKxeUPz3J9+2taUIlkiGBEZAOO2jcLiHZmtyGGE8SSpFbZKKY0tAGor3wMWYwQhhJTnORGpruQNZsb0XT3Nn/6f2UmMf5zQavGuu3tH5/tJy7apNBLENFq0qPHZl1zCkk0O6jV12DSxcZ3LnDDAuc9IpEXMicv5uTUP7A47H2gQFehZrir+2qv3Zm4I7taWMQ8sMnsh63NcevCB6vNfoAd2emuY0JopszOkLrcx+ZmtW370B4frpm2g3IAZOLif73jIDwdDp2DH3sNUUnKgZSdHJzvX/tq/b5CDHSfthlIffKjctXujFKmuWihApGSOi6y38azTUTaTc6OJpoErzjltawYqJIvEtedlCpZBOT6+/U5UiWNbsNNTLj0jXRngCFqtCT79uRX2fPJjZ1dY/syNz37Ji/TaC/dOWS3MyZVZb/O/f217zQs2ttjasFWQl14784Yf39WNQ7K5TjreLOcplHEw56u5e3airceXI++8Aw21SYRcvLZhTA/jbKXX66kqgJSefHoDQEopy7KU0ngRAogxtm1LhJRWHnTKCm9gIwopsmA4WKxH1Rt//tWpGZTNKO8UzO7EicHf/92XiqJnAEiVVAkKfmax1XBYikiWZc65qqocCyum+p0XX3vpcHDc5xZCy1IcPDi7d//sF2/4ajQXm4ZJgXTZxReevm2DpprZgBRCawZ27vjxE6oaogljampqzFJt24YQxm9X27ZLy6M8ywjMLABSVCdeFaPhaLA8AIhZRKSqqqIoQgy9Xm/t2rXfnXPn6b3s42LEKcJyo+Xjt92xpmpzw6yhmCrytnC1KCgzXdq9e9/b3rFgBIvbIL19xzshZWnc2wAAPpkYztH66O23z1xzgTifJSHfW//8K29a399SUrGwZDkNyQod+1Pi2jY+8L4Pdx45sh7GxqyqRKIWEg3Jj7ZuvOLnf/oQbDJjNOCiPfLlm7pPHOnCzfYoHzmuW0rJsTDJgYwv/bmfxLbTDBlEEBVzc7s+9nFZnO8wBlXjcg9yLnFkq6ldum/H3G//rlUeM/m6NhYHDhFiSrFxaNxYv7BWrF5YWPz4Z6Z//XWSOcCnlBgEIgUrmMbzm1bjq28mK6+33HfrtfXC1B1z+z/wt5f+2s9++fffHh86MmocvfTyNb/xKrhspgZOtNiYLedh4+tefv173j1ROd+mHMgjL+W6mGu2NNLBYhLzBhicouDCQG1dF+KR1Dk3zlCY2aKFgOxpNom0pmkAXpn9xmRmnU5nfPLTU9pq2U617VgyS73C/eD3X3PdC6/+/O23p9ASd5n83/z1x6fWTAFQSgCt2LyeUcFlNBqpqp609bVNM9kvNq6fuerKy4jqblfqUfQ+Hw6X/p/3/vWOex6Ixp7JERPp61//c50uvGewwU41IVJIWrd1nk8YMDU95ZxLSswrlUdVXVpaWlwcTE/2AGZygDJ7ZseGgwePLC4OiDpNG51zY7VLmKenp884YwrflW2i+GkDq1OctUJYITYP7+qmSCDOOMEvDYYKYmEfmsH+/Y9/4UuzX7zp0Cc/t+/TX8hGSz1yALyiE6iIyBPyiI621UMP95RyGMZtU5s2rbniov1tyXASAZKMMiStrF4j0j62N2/bGkrGTlkBNprg7qLnrS+8Ev0uj/UKZ2jKA7dt56p0rqhBAZRF82AGNKVBL9t43feh12MVEIsBj+078cADHQcxZUMgGYbowd1uQYUNjux/6BOfXvj8Vw5/8nOP/u3nBrPHIpL3ooTGjYN7Lh3H0By4dTuq1kMB1ZU3jRI4jaWKtEpNT3chDCE4XULsxbj3Q9ePDs/+wOte3T97W7527WFJmO73TZoOsClLuT6hS9WmNTPPe3blMh85j6SMOqNhps5Sa3Fl50cF0ngSMjiZEOtJxYeYx8JKVT3lYvwUHmIGrSg7MUbnXErgldK+PmXsJZDneUqp18lTDLD251/3WpLEnnq9TkoKlqqqjFYibSPYylCXb79y2rbjiC9pYmZhErLpye7atdOnbdtYVUvihMlFtdtv23H8xBwxk6nGsHHjxquee0WRswgBSuOeRyIzi1HrumYCgG5HxlRIJ4+diEIIR48cB6BqmsbvjYSQLOHw4aNNE5hk7JIXETODYWZm5n9+Jnjqm5QSdj02evjRHpAMvj/dBEx1ZoSzOtQTrGeCNi4tnlmOrkh8TtVuQTbQcuS1ZWKjLDEZKzGkGt1zPw7OU1lGQUxQX1z9cz99sCuRc9catyzqiKTxmLC0aanuMy9mIKM8iEHEaG3VmV0/dfabfqoqyxkd76vVxr17l2/ZkZtZlretVbCJQH2SRClZlPO24bkXBOJcXQoJRuX7Phj3POa9moXcFa3zXExIpKYezdVzU1a9IOo5qT1/2GwajsjHEUKkRGZkPFPTuop8ol5Mw7vut927HSIjOSYQgSgCCoES4io1PW3JhjoZ6bbJRvTioX/0f3/XIwtL1/zOr639mZ+cmlyXHjk4EzsHMVzGsoV4TlrTG+HiH/qhhX4vUD5iP9uV0iFLykhaUDUWhRRsxIAp1q5Zw9AEHde5RCTG6L0/cWIuJajquEXQDKordbExMY0nl8QYO52OKphhavwknhrPV4kxOuGUQttWjvkl153/O7/364amqkrnM1NiFoOC1GhlZwU8Q92qIaKxB0pEhLkaDc468zRP9trX/tuqXmbWaCqSHzh4GBASSTHC7BUv/5cb1qMociYlJGKMi3em1LbtaDgaH87mzZtjjCvZLtHYlEBEO3bcEyOYVrZ7MBMiUcV99z7I5FVJxONk4myw5z//+Sn9z2OrJ09qH8dWJ/76Y9nScgZEUBMJyAZlU2kkR5NMk2W5gdKM6ExqszQQh+U+zXexnKNlikytUOWoyWrdexA33Io6VYTEYMjUC64+47rnl5ljsw48tZqitTmH4eA0dRrCUgEC5YkBYXAvaP/yi3Dp2SwuD0hOWwlHtu+YPjFklcXQZMgjcz86n6CWMs7OeN7l9cx0zSxK4mV44sSBz1w/E2IbR44dQxqTxsCwfr/LXZqwdmtMGep1SGv72airo5411oqhGzATeG2UdSWtTdSdXzp65w5GUkQet74SpbHIa1iNrf6R4Mpefu11/sTAO55F011q5v/8Y7e85b+Mdt5/wc+8Rjaf6U7oluUTkxXcbft6b/v43Nv+Zsul17RFL1HWsGuE1w/tooU0Mdnrblp/KrZyJIpAhnPOOEuIx3MTiEhPalK33377yTIfmSGEWFXtsWPHx4wAM+ecmjLzunXrmJHSN4vjNBa2iKApptgIiyX8whteecVzL23aaixFY6X2f3LSwzeadr89LPy/7Z1psGVXdd//a6299zl3elOPUqtbU7cEGpAEktAACGwDdkAG4TAYD2CXcdmu2AY7cVwUVUnsVCUeMhIbJ3El2C6cOMEYBxs7HgLGAmPADBKa0IimbvXwpjudc/bea+XDuU9DS0kKVTuVlM/vU78P7/V9+92z7pr2/7+x0aY8wsLMOaX5bLp37y6D3vz6bz33vAMpN6pKxCBHLEYkTMNB/zvf/jYmrK4sq+b2RZvZzovXal6lDAIuv/xy55y2/4VI+6QT0Uc/+tHHHj1JBGaGCYwJ/PjjJz75yT9zzuXFZig3TWNmwYdbbrnl/9oltP+zBoOZ3f3FL620txaIqqbulaOVwUimdYZqSpbnkaRW81kdVANPUSdHAJUJnBG5dYpQm81O3HXvHtUGCO3fsSjOv/SF2x+/lWClL9HUyapo2WIufQmqkiykUlsvZQOtnXvQBEVvhBmaIiakU48/vkSizqYxhqJvRhKR1BRW+lCdc3YNYnjUBk8njh1Lm9sru1bmG9MQwjw2Uc35ItfzlFKVKoVXaG1Omxg5TDkt9wrPVmv2CgcC0FcyRZF18+jRs4CUG6jbWbt62oCw47necUvnXbBaJRF7tJzvs/6+Ld04uXFP/tqHf+Z9OHTO5buPDC7q4baja7c+ku9/YvkVL8Kb+w4sxqJw2XZFEGxltILlgbYnHQFFjomoaJvHzExONOecswKzenbXXXcxv66VTDKzGFPT5Mlk3FYP4iEiOTciMhwORZBj5ucKMiGENJ8Vhc85Eyd2XoGrr776ztsfH4+bPXv2bE1PsXzDY/dnM5vNVJWlVU8gEXZl0SsDYPvP2nfhhecffeS+OpqZcRtD2ZxI2SsPX7BEhH6vp5qe0kklMrV2Xyzn7ET279/nvY+VERMR5ayAEdtXvnz7448fPXBgt+f2fgbVVVw/tX7//Q+IXzZTMmaiKkYnwXl35Mjw/5qKLsOAiASrEQ0NcuJMDbCNGG3u6u17P/RrV33mrgPj8brXcSED7nGTt3Q66aVIDffKkxxqL0mqcUmb4rTWQxN/6JTtnQNm0RVNKoPtnlLviIb5r390/slPrNiWj9YYb6wu7fn+t2/sXUuIUm0bae1CEYfo7bvHFTWW945LNtdDsTL1cy3+4GAYXXMtVf0N4if66M3D6IF573c/PZxvguuVIrgmDvL0kdEk52kJ94mDvfI1r14eD0aP8VbPapr0fu8PB4UUW+OzM9fVpJFsgR7xzfHhMG1VV81Xh3Hw9dFgyPVWoTXThdPh2evsJxRZJh7HHdbJnfIlqezJsfnkF3BivAza9lIHIPNKxbtrCDe2PO9C07NRGuKNr3/g+95472DpcLXST7bht3Q4OevkA2/9wh3v+PCfXveBf3/Re35q5bf+3e6HPrcix+48PMdSdXAciIrZYHD2zG04/vQ5xe3ffzOalX1ZtsK03p2Sr1eySI1rrn7x3rN2VzyrLdfQ5GlKuSkGH/zwH//Aj//CZ297fJx6j56YffxPPv+Gt7xzvXENSt8fGTQ3E89NQc033XSdGTK7hKBwapJly2hm6jQPco4imqvQd3uFAD/pN/j+t7x2VG65cHLcPJ6oTlSqLnEuvFWFrRc5hei9toZglVLMZGqi6i15ZOFMOfHOImoybXLE9lYDGzKPGqVa61qahrG8erZTXnL6nW96OdxRGeQow5kOphlUzFxVv/KGazJZTQiDgshzMwjz1bJZcSrZbSd/qqnnvcCxSssDfM/bbimoQZwhN0wwJgMvlRf+6A/97K2furNRbM+tBu599LGff/+vivSclMFCSE4jr4xGVs9f9+qXUQWO4EwwASRDE5JSDUukHhpU5slVDfUbW1M4dRugGafnnVtxu1RFhIXRoRE84GPEePrpD/3nUWiTWh1GKxMXgAAOfgbSRvfS7mY+H0jfyFc5E0icsZuZNjlX6nIoylne3B5YE/NkFG//b//lVW+8aexzhngw7V32L7v02OP3H0hgahygBgEDcEacLYivUmXEmWl97/7d116RSzcDEmCY0sYjdzxx32Vr4cRkNvNJgw/znIc+at13BV9xUe/IuXBAQO3gkW6/6y/3F6gzyKyX8nJj/WiN1XtkOLXa5wJZBnUYymgzzzM4U18tLw/KWXPSODrLylnF1Wp50Hvw8Qdf+NXbwk03KukMDIdiMYFhhXXK7c+ZrGNl+Iof+8FP/Omne/MqzNb3gmeSpgGbZePMWHMKrja12cYy9hwkxvoTGzbepU05z0G57hexnl1106va/XLvCgOrRbAQsLpKP/zD7/qx9/1sjgkAkwVfCGwynnzkI7/38d/7w37h108d98557wVrJKY5sWWGplgfueDQW9/65qzmhIhMd8zvnpki0U7SRCAJHofO2ft3f/Ld7/0HP7c1mwyGqzGjLURhApBR0+pj0ZPf+4wF93ahNRsZUzt8FFBbcpIZCKyZBOS9WxoOACXw6173uvf9o18+vm0pNf1+P9YENeL84qsuDp6SKYiKomgq2EJBggEP0qZOZiTiWPCen/iR3/+DPzr6xCaY5rM4HC41OW/M6ifGj37Pu97z4pdcfvmLLnno4Qdvv/2OY0+sV5mFsnMlkViuirK/vTF581teGwpYfKYH19ONhUD2DFOwVjXsed41cItSvv3ZxjBOhmhaEIEZjzyu9z+kDFJ4RZFzARMQozwFnCz7xwchj/rbExfUZ2Y1X7IU8819hLJOPc0+RiGSmHnsKiJX1/Xn7+o/uj4/b+Qha9mgYXT48MR8LzcNZdYdJQ+ggJhlpJxROykpuEPnXYzlfZJ5IPAA1fnkn316sDkZkXAms5zglhvjOVkuNllf8tLrHXx77Xg1q9/eSHc/IAax9pPMPNQZlTI8Lmle7KHdy19vpmOx3bSyXlUQWXLFLqFTD997dl9GSb1lQ0aKkaTxBc9nX7v1s5e99Frp5xquAQpuO1aUwV20eo62FTNyhfPP2nv1Jc0f/eVy9A6pl6nJaRIwYwuJo+mQvUcoVocY9k9++YuQJGgsVdrb/wBmL7jpFWuHzmk9i5/SaNcMMTDdcP01q0uDrS1xzpmmHFuflcKJxJg2ZvOiXFPLKYNEoWCYd8JsTZWvv+Gas84aEpkQ1DLoGRM9eipDZCU2IjI3n1WhLN/4hpvf/4H/mI5tW85s0q4vWGvaarRzs4GsVZEB2tsPO/d62MjM1BgGhnGTEFNuFwuIRNUckw80HEkrg1WEYv/+fRvTsXeOiLz3lmrv8uHDB9tSV3ZmmjuLF2wQmB+Pq6bJvpCqsrVVuu6lV/7ux/5YTUeD/ryqvC94ONzV71fV7NbP3fa5r9yZUrOxsbW6slsRNaEchllVw6p63lz30iuPHH4hgJhS8HJ65UsLLa+ndSzbTyt+yiz6G45WBFBm2EIRCEiMaDYkRRMf+9StlyY+VYpXLVPOnGPOSrLdy3ezveinf/yVb745ro5yDqW5ZKaMoBGPPPQ7P/Cu8pHphcmV07nnKgU9MNWNUPj16XA9pz+7fencAwmKrYiChtdfcXxtdXrieOVTO8YggA1JFU6TSCzLsTbRxZe85bvQX1JFT62IEQ8++sUP/uZFya9Mtleo2ITEynZlchVmvnd0/+rad7wpGyuBBX5S6X/9HwfvO9YU0jAqsZnLvQRRm/XcXUP/Lf/4p8Irrj9/aWD9EcbmXWHe6Xwi483P/ot/9ehHP3buuEqcQZmMWD2Pty7Stcf+08cve+W39q67PPmgoLa/lsFzUOiC03NkVqS9nsX60Lu/7+tHj9IXJvtjnRFhBs1iVmbbO/Pm5WvcbPiTN15z2a2/9MsH6qqAn0M+v8qH3vG95/3gO7E0gjhlTiABOfGWamgi9gcPLb/zHW/+wPs/nOoJM3sSVev3B03TGIKxUwoxRSIizSzkhZtmShqvfvFlP/HudwFwDLXIi1YPw2ina54X7VPAjNUgJL0ezPLuZfnut33Hz/3zf1s10RVDPBWwSMmUVInJiEwMpKRKtvDwaVNxSWqJgKxgko3N2byuiXzKSYRSNAp5aVQOB8gNfMGxStdefc2X7/iYiKtmk34RUlOXpV15xaWm1qonF0Woa2uVVJWoVQQ8dWLLiZBBHFK2v/Oj33vXvXd+5St3l6U4CaSYs1pKTYZzw3mjpn5lbaVpmuHSyGDbkw0nUoZ408uv/3s/+e59+4qqzmXPPbkMTYu4xAAr2iVpayVRAIUR0Dbvn+dM0KwVsd/5fhIwC2lGnerPfH7ftKrFN+wTSybOTJlQATRY2XvJldh7qFk920b7Mdytu/bMdu+p9+7HkSP7XnRF7q805sz15uzmriAwDGXCWmPbn/mcJ6soa2FpIOV1Vz5+2aFjvV4loZaQ2CVyiUKtxP3RlCktDU7BeucfKt74mu2lsO4x9wSrHvj939k6cVQUBmITMhaE1lN6A+JefR0u2LtRuCcEpwSYbd75G7+1q06sQcnNPM8CNUJslqNiOAovewXOvYD2nZ9HZ+lZB+JgV+yvzPbuwwXnXv5t32bW8zk0Ukx8qMWz8mqW87bz/rtO4EMf91vzEsntyMNlonm3G/qcfStIlP624+ENV1328z91/BVX3LE6+vpoMPG9EMNw7pYrXsMacu/Execsf/e3zY6fxB2PVUwProRHLj6w+30/dMHPvBdr+8AEJ5lIdoIgBK3bQr/Aj/zg21/32hvPO2cNebo0YLJmNt0UNiJ4H+Z1zc6X/UFwkBzJatL6pde86D0//iNnn70SHAjQFPkp43oQMi3k/dJilY6w0FKhpDky8Lff+Pqlnu8HFsuMTLYw0zPK4LgjDe8WRl2UiCIhkSkZQlCzxX1TA584cTKmijiZNgJDMiE9+5xdIATvYFwW7poXXwaL0Lk1E9LkmW+55TVrqz3P5Ajeu927V4kSqDFKRmpgg5vPahHkBO8oCF188bkf+KVf/O63v8m7jFSxZeM0mY8VuZT2KAAAE9ZJREFU2sTcVEmonGzNS1dUk/F8fGp5SL1Qv/bV1/3Gr//CpZceEEHZk5iqhcBhq6AMahcqQWivojEyU2yVEdme/xTK4dlpri3eVvnYEw8/9NCuKr6w7gOJjAGObLXjhssp/ODgReCRpUXEdARpVRutf8WlL7/tD29bGec1M4XMYWOqTTkom8hjX717bTOPygRfACgHKy+44RXNXzy4Nl0MMNpxhAMJPCdv28P1yeTA4Rvh+oDRrBqURTp28rY//tQuGaS6UQwa+Fqcih9bWM5uknHOVddWkUfEDHUOk/sfHt/98D74I9s+Q8eimWLIEHBWv+vQhdh9lkZpmBlkbN4RGBCPKg0uv/Ec7Fmrm1SXkXhE5aafb3kMawrqvvSZz13y+DHZvZSQF58bBurmgs89YoYRB7e6ZfP+jddf9qtn3/HB39y+64HJ527vnxwH0trxfW6464JDL3jXt++6/IIv/vQ/W+Pd65fvWX3l1Udueln58puSDJ069bnVDV5cGjYj52A5Z4tZdi0VH/g37/2rL97+oQ/99p//+WcmNO73B/NqiyXEZEUZgtfZfL1E7R2fe+jgt3zzy25506svu+TCWKeycAQlYTMlQFNjuQpeQCnmKGBwSnHeDtliVm6m0hvGJh46uPzTf//dv/CL79+eVAoP4id3yL3n9jUysWkmS0G0zrN2J1MoKzdMUTMcgYDxeBzT3AAmhuaSFVofOmeP5tZy3cxw8eHDw4LmqYY30sqTveMdb80pgk0JvRBWloaEY0zVjntFNlhsFnlJTLVzrClefOTQP/0n77vqypd85Lf/5I477iOJVarZvOc+giDNlgumZtyXyhCvesH5b3jj37rlO76lmTf9XjBVkLE8aU9D2DHJWFwy1MiUyFSoTPW8cE4YbPr8vIMdFpayYAIJkOEAznm8sf3EXV97tKo1eOKlxCm6OPdxFrRytNkfhksuw/7V5BAdOCuAxBwBI4TSD264rv79P7ov3turDEU5A433TJfGqTezeti7Z3pi1yc+ffZrXotCFHBzvvTGb/qLj33m7ocf0YV0P9jAyk1s5kUIu1bjwb10/fU0w1KfUJRIevTuex8+cWKfD7y2ciLpzNMkuEZgs+acLZ8PHTj/sitLGqLmgrJS+uqdd94veWvFv3B7qXJ6qq/zENuP5eNB9l12GMuD5HoZmNUYOkUhCZgBrvC8PNw+72BTxUp0Yjr0w8dkcxrme2dFQ2E6wPDEY/tw0eJhBDlDr4tMz5nMEwUDA5F6U8DOO3LVP3wvxglf+Bo++ZmHHrhv6nP5qmuPvOjGrz949wd/7be/ac+RS779e/HO6/P+lYTiBHorc8EYusK60yPh9qlGBpk4IrACavnl119+w0sv39ycf/YLf/WJT3zq7nvu39gab21PfShX13b3er3XveqVN77s+oMH9y0vL8zqQ+EWzxwLgGqCINYveDqfKKgoBzHWQmnQW43NzPGQWIgL0+yLoIrvetvNmxvr//Jf/4og6Y5CqSv0xMmjS8NDhUhreaG5ds6SRhZ2RkxIcXs0CPU8lwOZTOLJE8egc2Zl8qKx8CxeR6Mwn83Kfp+EtLFDBw+88qZrv3zHPSeeOLVv9/IF5553+PAhJhNxs7oRwXXXXPXV2+5gkFLkhRsGqroyBTFIjQBhg8V+6b/vHTff8oabv3bP0V/7jV86dWrjnrvvO/HEuik7Dr0QXvjCC1//+m++5torL730/F7PJVqosDIbYK1CFnZuRBJAxABm8xgces40Nb1eUddJkKrpfHTOru0NlHufx66eGoBImWAOjMwgRIZXxdYmvnAbxhX2rIIzJIJT2yvLDclgF45chuDAaOoYWOFlKq4Bhsh+XtVf+nKRDIoUCre2VvsT4eicEqPHpwrsuuzFCcWmcxlYyXVxfEvvvYcLt0itsGP+Qaw51ZQwKMKBffWugwoAWsL45Il0//1BGU0EKQIQKAlYhI8pin66+uK6VwzqYJy2fZITTwwffhyBcSpBFCFDtH33gCStrLojLwD7HCEGcAU4sGwzMXTYRNzzME6toyfGROUgxy1JU8w8aksF5lccrlZ3OchyFo4Eh9qh6ILTc1SCYF188s48xoCg2l0bpoZZhTjFathaWVqOhMk8bs18swKP+mDOjkvzcyoGNbCJZl8GhBcTNYCUEA0GOIWznUZu++lhwPrWfGW51yTEDGKEVvW7RggAoanMB3KMnb7wjnyCuZMnquPrW4PRSlXnyXTe6xeq1Xy6+eIrD+cYLceytJwgrpeVQXjiifnG1tQgT3ZmqrjxossuEMCiOaIE3Pvo8WiIGQIJmSlTGszQpMsPH2pb0Se3qmOnNjI5mIh6l6XO62GULjr3vDxtQhEAKOPoqflotdeWrnGGYT/FmJwvVWGMr371QRd6BmfwZtJOrvYNqrPO3gUgWwJnAxGcgbOCGCmi8MgZmxtNM8tEXBTF7jXUDYqijUNWVZOi13vWXuGTw9PWcQwpZXbyyNFNH3rMRV2nGOPSoIDCUtq/LzwP+QYyNWRUThNygIUscabmRbyJAdtjxDTfN9SFx272UAa5JJQcVGCihSA1DIWTKL4iEExQizYKVS42jSIVEc3+VA0NM5+2IaMcnIWxczWwR1Oo6xSsEVIgAYp2879NpqWGKWSGtNYU7BmkZllyI1k9OxhUci1pBstQNds/94CM+70GumtiKGXmUg3tA9GSEC/aDjv3TWOdCldyFuZg2UBEOoP4zK59SYwkaU6Us/gxXAPvEFeRqDECwckWm8EV4KEyRYLApCsGnzNaGS/+xgSHSjBPuWQqkkIocp6xzgHXxCKMzPLSmBl5PEoDBc8EzqcANEi9RhDE2l4uwAZKimwQwBOgqRYRM6SUnPMxZWIhbs25CMymEDMQwSCsBoUpP2lnZwIgxsX1ZiMwkzFihPdtuzczqeYIBkGYfYpGxMKLhrPtzMWSppxz6QNnMCgDSVp/GwjgDJww5dhjTwmWMwtHUwrctoK8QjJqxAax50qnDAWiZa/mpTEwYGqctCgsZyNyZgQYMbXBun01C3tYTUyipuIo5eidz2ogUiUWMgMlFWEAmrXVhCEmEFQt50YEJPRMoRh6yv9sJ3zlrEwck7Lj9q4TC+pKy8C5id65mKwo+RuPVtmQMAtWofHQUWZEn2KmkU8A5RQYSA4ECKzdFDFojJmQnMxIZ0geNoAHXDuc9ABSJUJ5NpViAA4AnWTsiqCMHOqKeRAZlUDa20gZ9RyFR7toxe16CMgIrVirQmPD/QLtZodGAHB+8bnZzm2cZoqKNM9Y3hZE0rWCBZgZckawJDpPFOBDj0iBBjDAITk0hACgiS7IFDaFrUHHCAoMFKXCCI00DlkSwzyEI4OABDRQBRG0BAWAMrXqE5nQbTA810ywIUSAkT3ULf4EjAqIsJirgnipmY6935Ceh9ufYPO4PkrL2UItgKv6Mgf6qByCZF5M1cTAKUPbCMC2aGbFuvbeo91Tdw6AaXratWaXc8waU2p6ZUG0s1plrfEfZtubvV6PfNE+hjkbCaWUgkdVz4sgZkm5ZwZNOfiSnt75pYXiVoYBIuA0yc4JPLIgIRvUgcQcZSSXyLgZVz1XwhG8ZsqGTGAxj8yJkoqJEdXELFBkl8zZpJkNQj9nLblQNEw+J2pXnlJKPjhQROtO0catnQLaDDkrMxuglpzIvJqIY2c9ZiZuZ0XUCodWsVYj55xjB7BYwlPWEfzUb/xkWmo7kYugbeEJ5BxFGGa5qWCQcvi8uuy28Lp1UINRJiehAaZAEnGgtQQjaAYAaZc3nGcCkTmghBiQ4BzggdDKkDUZpZOyhxiRFNzrF6AIJBA5KgxxMYpEQOUEvvC1StQ2K1FWGEs2kEc0CDMVaACJEAIzwBoR5ygCFi4OmZwYAKY+CkKBaR114JdLw/oEJlqGYRmoxsRQZrimFUWFlohAAQg8ksLFCg0wbHVenQI1yKOiJJyGDQMMhUtMETIEOzbAm/CTyhyCSIvnpuNZpIQ6w7HAExAdMkCYQR3xmvRcDaS6710DB1WbQQrvIeuSR33tQTOM4QDj1r3mqUzm6c9M+64gX5RQaEziA1IEExGDDJpN1SjDNHgJvjBLqmAOT/8Z/aUBQKaNqbELIqQavSPAvIPmRpxTCEhJ/NOcChVQWAYZoAbeHk9K6RUS0N7pEWLkhAZw7dxsNp8My0Fv2G/lZy1F+ARkAsMM5ptcO3EpWcFl++qEKSMPgiOkQpzmRqHEJrKwXvXOweLiXpI6mAfYOG9uniL45eUVJ9x6jLI4IPXKAGRLRNxmCqbIURtm8T4oSIFKVVrhK+OdJtVzk5sG7R0oRylF59g01nVV9HsS+PkpzJCqNRmN04jaI/eNpBbjIjnaspwEAFZt4Xnd7lUuOv4MIzXBPNdOgkAYTxNwZAOrWjIShphSBny7xCdoAAe4CBCSwwQGWKHag7Sz4sU41MyBLGYSQTYwNU6zZSYByECyUyjzUzM4VWObZyllLmiAAhZiZO8iuG4wIGx7BKBsIzRBBUaQ1Ip8JHNaC8ocosCAEIEMOFRODblQY7hM1DRSWCusC3XI7XzY0P4rOcusBXwXnJ6dWyliAgNctGmVkXlUAAOFApXCKi2kccEpuQg0aTbibUQP6oPCYhk6CYT0ybmbgdvbta2BJkh3SpO2BCJ6pvXpQomBGICpZlokXPw0XSqgTQMXz8qTyYLmHL13gGmOJgNTZWbTDDMmEFHbvVnIYYENrtXHamYx9L2xGbIiM4iNYaRsZETaeie1v0tbLYNMoJJJwQQFqywcmJGTNuxYTR05Mm4tnQmkuf0FM0s7QsOTahCKzCwA5WwAt9IhIKglIssaHfWtdZEg48XpWmrdq8m1NkMB+lT1R08FHnra54apEVNM0TkhQs6pLTABQ6txgW94H5HMLAEZGWgAZbCDj5V6duQZ1CStHbvuMTuNGmJwLqljlxgnNfbZDwCpDZrhzRyoi1YdHWeOdmkEEIXEDE0QgnPGnICmQTVBjhj1u5N6Vru4hmaMG4QBhOuSrdd3YNfmaA4NI3QLoh0dZw4HLIZwAItIDa5Ul4x4fftLv/Krx//7n54VUx274dbpeEyWOZbRn4x6cti78N0/cOgtNyN4FWfiGkL9PDLdjo6O/120ovapYhBnIAGTlJayQmn3I8f7X7nv3Nm4ki5anc5mMZ1hRk1BVGB5kCbrkKYB1SQCcBeqOjrOeLRSoHIoFxZoIGA5BJpHgEdZy9gAsxk6qabTGRc0CYyKE/nYk5oaiM6hEdoDQmvA2RWCHR1nNlq1Rqs9AwMemBmUIag3QpqGJkTk0HXZT2d15s+ahDKHpL3QuOGkRON6oY1RmZ6vL1NHR8f/MloRUADBQAlkCA6VIRfOu+reff6RA+54HhQnumj1rIOrsRaLXShrhPUqjbQHLT24AJcwsgwFullqR8eZg9TMFJwM2QCCp5kgkpaYz49+XY99vVdPPS7oTuo0tnxuWJcb7fvRZqrqCw7Y7j0KXoYNEhZX1vpdtOroOHPRarHBAAUyCBCec6vSmyjOXJ6J6Myf053U6dEKU0VeARAz+eE60MrfrBmKuNMC7DrtHR1nsKAB2i11gNWgGcKmRXaMACVkgea+dl320+nHGgAaRmb01TnVwnN78YiQPSrCoDumjo4zGK2M0Hg0sIgMqIcNyVNjGKeHPnnr0Xvu1sn2SCbdSZ2elLJU6+P+8u6poun5819904FrrwEWq6HbhA109XNHxxmNVm29EoyJyhnYKahCKqKTrfGff3T3f/iIz2Pp7uc+O1ppNs+Itpb98X7Z7C3xsksyemw8JwzNVuuEsrt509Fxxug2gjo6Orpo1dHR0dFFq46Oji5adXR0dHTRqqOjo6OLVh0dHV206ujo6OiiVUdHR0cXrTo6Orpo1dHR0dFFq46Ojo7nwsGMaoMyiPoOc48TfV2xBusbPZvNy2bPRjIsPSvIPSPMGcyel53h/78cW9ne0I0LafnkLK2v9qnvG1hC7OfQrwkFTUvfaTB0dJzJaGUEDWAFAcpQIIAtKqhAA8qOEY4Nt7uTOo2cmrNjGEYw+jmXYZqCQYixI3UcuzPq6DjD0QqYsBbMfkdCzgMMgRs06jcihpBRMz7t27S1xd1hx+f2b1IJLb09fi/qTOjHzaZMBZKIIxiBkbmLVh0dfw3RavH4GZQgQAbMGOKbpdFs967pNI/G9enRyp4ZrUD0N8w0YSvJNDYD8Az0RE6DogAxwJ13REfHX1e0YmBgkGykJAA5ZIC8B1eDG65ZdZKmzbZLp2cWz/zS8DesawUkAiunmThz5y31ly69IInLRIFBGc7Q78JWR8cZhUwVMSMLlNo6cCtr9nkgUlhCHZFyHPafFa3+pnfZWeeiDWaE7NDz04JqKgUYKTgBDEjn0dXRcUZzq6eXc23gGZQ8BzcAyBUF4FyDzrvldDIXwtRfYjIxkgaSAXkyxzRA0UmudnScydxKTZOpKLEt5lkqiw6xAKJGauBuLet0asqZLIAYpKAaZIAHgoIyQDveHB0dHWcqWiWzLWgAAliefL5sJzvIgAFlN+B6juQKKouclJ5W9NniS6OuEOzoOPOVIBtUoQzoooNOMFo8igZY6k7qdNQhy6J99/SWHQO8CPJd/dzRcWYrQUsGgjEUMCIzwEAGWQQsg0PuTupZ0YqMOO/kUKIgBQATZF6cV9GdUkfHGcytyODjToLFBoICEZZhSqZgEIquAfNsGArUOzlUX+BoUQZqdzgdHX8duZWZdafQ0dHx/z7/E6fRgQwYX0jqAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">158<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _7"></span><span class="ff1">nie <span class="_ _8"></span>p<span class="_ _1"></span>rzewiduje <span class="_ _7"></span>nie<span class="_ _1"></span>doboru <span class="_ _7"></span>suro<span class="_ _1"></span>wca <span class="_ _8"></span>w <span class="_ _8"></span>krótkim <span class="_ _7"></span>horyzoncie<span class="_ _1"></span> <span class="_ _7"></span>c<span class="_ _1"></span>zasowym <span class="_ _7"></span>ze <span class="_ _8"></span>względu <span class="_ _8"></span>na <span class="_ _8"></span>(wciąż) <span class="_ _8"></span>dość <span class="_ _8"></span>spory <span class="_ _8"></span>wolume<span class="_ _1"></span>n </span></div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">gazu <span class="_ _c"> </span>zgromadzonego <span class="_ _b"> </span>w <span class="_ _c"> </span>polskich <span class="_ _c"> </span>magazynach. <span class="_ _c"> </span>Ponadto <span class="_ _b"> </span>z<span class="_ _1"></span>dywersyfikowane <span class="_ _c"> </span>źródła <span class="_ _b"> </span>dostaw <span class="_ _c"> </span>gazu <span class="_ _b"> </span>m.<span class="_ _1"></span>in. <span class="_ _b"> </span>w <span class="_ _c"> </span>postaci </div><div class="t m0 x1 h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">skroplonej <span class="_ _0"></span>(LNG) <span class="_ _0"></span>z <span class="_ _8"></span>USA i <span class="_ _8"></span>Ka<span class="_ _1"></span>taru czy<span class="_ _0"></span> pop<span class="_ _0"></span>rzez Bali<span class="_ _8"></span>t<span class="_ _1"></span><span class="ff1">c Pipe <span class="_ _8"></span>z norweskiego szelfu, <span class="_ _8"></span>zapewniają <span class="_ _0"></span>bezpieczeństwo poda<span class="_ _8"></span>żow<span class="_ _1"></span>e. </span></div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">Podobnie <span class="_ _1"></span>połączenia <span class="_ _1"></span>gazociągami <span class="_ _1"></span>z <span class="_ _1"></span>Niemcami <span class="_ _1"></span>czy <span class="_ _1"></span>Czechami, <span class="_ _1"></span>zapewniają <span class="_ _1"></span>Polsce<span class="_ _1"></span> dos<span class="_ _1"></span>tęp <span class="_ _1"></span>do <span class="_ _1"></span>szerszego <span class="_ _1"></span>europejskiego </div><div class="t m0 x1 h2 y1a3 ff2 fs0 fc1 sc0 ls0 ws0">rynku. </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">Po <span class="_ _a"></span>to, <span class="_ _4"></span>by <span class="_ _a"></span>monitorować <span class="_ _4"></span>zużycie <span class="_ _4"></span>gazu <span class="_ _a"></span>ziemnego <span class="_ _4"></span>w <span class="_ _a"></span>proce<span class="_ _1"></span>sach <span class="_ _a"></span>produkcji <span class="_ _a"></span>do <span class="_ _4"></span>podgrzewania <span class="_ _4"></span>oleju <span class="_ _a"></span>grzewczego <span class="_ _4"></span>Spółka </div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _b"> </span>Bitumen <span class="_ _c"> </span>prowadzi <span class="_ _5"> </span>p<span class="_ _1"></span>omiary <span class="_ _b"> </span>instalacji. <span class="_ _b"> </span>Dzięki <span class="_ _b"> </span>z<span class="_ _1"></span>astosowaniu <span class="_ _b"> </span>liczników, <span class="_ _c"> </span>można <span class="_ _b"> </span>kontrolować, <span class="_ _b"> </span>ile <span class="_ _c"> </span>gazu <span class="_ _b"> </span>jest </div><div class="t m0 x1 h2 y147 ff2 fs0 fc1 sc0 ls0 ws0">wykorzystywane <span class="_ _8"></span>w <span class="_ _8"></span>danej instala<span class="_ _8"></span>c<span class="_ _1"></span>ji, <span class="_ _8"></span>co <span class="_ _0"></span>poma<span class="ff1">ga <span class="_ _8"></span>w <span class="_ _8"></span>optymalizacji zuży<span class="_ _8"></span>c<span class="_ _1"></span>ia <span class="_ _8"></span>i <span class="_ _8"></span>wykrywaniu <span class="_ _8"></span>e<span class="_ _1"></span>wentualnych <span class="_ _8"></span>nieprawidłowości, </span></div><div class="t m0 x1 h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">takich <span class="_ _c"> </span>jak <span class="_ _9"> </span>wycieki <span class="_ _9"> </span>lub <span class="_ _9"> </span>niepotrzebne <span class="_ _9"> </span>straty. <span class="_ _c"> </span>Do<span class="_ _1"></span>datkowo, <span class="_ _c"> </span>re<span class="_ _1"></span>gularne <span class="_ _c"> </span>przeglądy <span class="_ _9"> </span>i <span class="_ _9"> </span>remonty <span class="_ _9"> </span>izolacji <span class="_ _c"> </span>na <span class="_ _9"> </span>rurociągach </div><div class="t m0 x1 h2 y149 ff1 fs0 fc1 sc0 ls0 ws0">przesyłowych <span class="_ _1"></span>mają <span class="_ _1"></span>istotne<span class="_ _1"></span> <span class="_ _1"></span>znaczenie <span class="_ _1"></span>w <span class="_ _6"></span>utrzymaniu <span class="_ _1"></span>efektywności <span class="_ _1"></span>energetycznej.<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>Izolacja <span class="_ _1"></span>c<span class="_ _1"></span>hroni <span class="_ _1"></span>przed <span class="_ _1"></span>utratą <span class="_ _1"></span>c<span class="_ _1"></span>iepła </div><div class="t m0 x1 h2 y14a ff1 fs0 fc1 sc0 ls0 ws0">podczas <span class="_ _a"></span>przesyłania <span class="_ _a"></span>gazu, <span class="_ _a"></span>co <span class="_ _a"></span>pomaga <span class="_ _a"></span>w <span class="_ _a"></span>zmniejszeniu <span class="_ _a"></span>strat <span class="_ _4"></span>energii. <span class="_ _a"></span>Utrzymanie <span class="_ _a"></span>izolacji <span class="_ _a"></span>w <span class="_ _a"></span>dobrym <span class="_ _a"></span>stanie <span class="_ _a"></span>to <span class="_ _a"></span>także </div><div class="t m0 x1 h2 y14b ff1 fs0 fc1 sc0 ls0 ws0">środek <span class="_ _7"></span>zapobiegawczy, <span class="_ _7"></span>który <span class="_ _8"></span>zmnie<span class="_ _1"></span>jsza <span class="_ _7"></span>ryzyko <span class="_ _7"></span>powstawania <span class="_ _8"></span>uszkodzeń <span class="_ _7"></span>na <span class="_ _8"></span>rurociągach <span class="_ _7"></span>oraz<span class="_ _1"></span> <span class="_ _7"></span>poprawia <span class="_ _8"></span>bezpieczeńst<span class="_ _1"></span><span class="ff2 ls13">wo </span></div><div class="t m0 x1 h2 y14c ff1 fs0 fc1 sc0 ls0 ws0">całej instalacji.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf3b ff1 fs0 fc5 sc0 ls0 ws0">2. Wpływ na środowisko naturalne:<span class="ff2"> </span></div><div class="t m0 x1 h2 y759 ff1 fs0 fc1 sc0 ls0 ws0">Wydobycie <span class="_ _8"></span>i <span class="_ _0"></span>transport <span class="_ _8"></span>gazu ziemnego <span class="_ _8"></span>wiążą <span class="_ _8"></span>s<span class="_ _1"></span>ię <span class="_ _8"></span>z ry<span class="_ _8"></span>z<span class="_ _1"></span>ykiem <span class="_ _8"></span>zanie<span class="_ _1"></span>czyszczeń <span class="_ _8"></span>środowiska, <span class="_ _8"></span>takich jak <span class="_ _7"></span>e<span class="_ _1"></span>misje <span class="_ _8"></span>metanu ora<span class="_ _0"></span>z </div><div class="t m0 x1 h2 y75a ff1 fs0 fc1 sc0 ls0 ws0">wycieki. <span class="_ _4"></span>Aby <span class="_ _4"></span>zapobiec <span class="_ _4"> </span>materi<span class="_ _1"></span>alizacji <span class="_ _a"></span>r<span class="_ _1"></span>yzyka <span class="_ _a"></span>S<span class="_ _1"></span>półka<span class="ff2"> <span class="_ _5"> </span>UNIMOT <span class="_ _4"> </span>Sys<span class="_ _1"></span>tem <span class="_ _4"></span>stosuje <span class="_ _5"> </span>regularny <span class="_ _4"></span>monitoring <span class="_ _4"></span>oraz <span class="_ _4"></span>konieczne </span></div><div class="t m0 x1 h2 y75b ff2 fs0 fc1 sc0 ls0 ws0">modernizacje sieci. </div><div class="t m0 x1 h2 yf3e ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _e"> </span>Bitumen <span class="_ _d"> </span>prowadzi <span class="_ _e"> </span>monitoring <span class="_ _d"> </span>emisji <span class="_ _e"> </span>zgodnie <span class="_ _e"> </span>z<span class="_ _1"></span> <span class="_ _e"> </span>wydanym <span class="_ _e"> </span>Pozwo<span class="_ _1"></span>leniem <span class="_ _e"> </span>Zintegrowanym, <span class="_ _d"> </span>a <span class="_ _e"> </span>pomiary </div><div class="t m0 x1 h2 yf75 ff1 fs0 fc1 sc0 ls0 ws0">realizowane są przez laboratoria p<span class="_ _0"></span>osiadające akredytację.<span class="ff2"> </span></div><div class="t m0 x1 h2 ydae ff2 fs0 fc5 sc0 ls0 ws0">3.Emisje metanu: </div><div class="t m0 x1 h2 y102b ff1 fs0 fc1 sc0 ls0 ws0">Emisje me<span class="_ _1"></span>tanu (główne<span class="_ _1"></span>go składnika <span class="_ _1"></span>gazu ziemnego) <span class="_ _1"></span>podczas <span class="_ _1"></span>wydobycia <span class="_ _1"></span>i trans<span class="_ _1"></span>portu maj<span class="_ _1"></span>ą znaczny <span class="_ _1"></span>wpływ <span class="_ _1"></span>na efe<span class="_ _1"></span>kt </div><div class="t m0 x1 h2 yf3f ff2 fs0 fc1 sc0 ls0 ws0">cieplarniany. <span class="_ _9"> </span>Stosowane<span class="_ _1"></span>  w <span class="_ _9"> </span><span class="ff1">Spółce  technologie <span class="_ _9"> </span>minimalizują  emisje <span class="_ _9"> </span>metanu  pod<span class="_ _0"></span>czas  jego <span class="_ _9"> </span>transportu,  a <span class="_ _9"> </span>także </span></div><div class="t m0 x1 h2 yf40 ff1 fs0 fc1 sc0 ls0 ws0">pozwalają utrzymać ciągłość dostaw i parametry jakościowe pa<span class="_ _0"></span>liwa gazowego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ya3b ff2 fs0 fc0 sc0 ls0 ws0">W<span class="ff1">ęgiel kamienny</span>, woda </div><div class="t m0 x1 h2 y12c ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="ff2">RCEkoenergia, </span>w związku <span class="_ _0"></span>z eksploatacją instalacji d<span class="_ _0"></span>o spalania paliw (elektrociepłownia)<span class="ff2">, wykorzystuje paliwo </span></div><div class="t m0 x1 h2 y217 ff1 fs0 fc1 sc0 ls0 ws0">kopalne <span class="_ _6"></span>jakim <span class="_ _6"></span>jes<span class="_ _1"></span>t <span class="_ _6"></span>węgiel <span class="_ _6"></span>k<span class="_ _1"></span>amienny. <span class="_ _a"></span>W <span class="_ _6"></span>proces<span class="_ _1"></span>ach <span class="_ _6"></span>technologicznych <span class="_ _6"></span>(produkcja <span class="_ _a"></span>pary, <span class="_ _6"></span>dz<span class="_ _1"></span>iałanie <span class="_ _6"></span>układu <span class="_ _6"></span>chł<span class="_ _1"></span>odzenia)<span class="_ _8"></span> </div><div class="t m0 x1 h2 y218 ff1 fs0 fc1 sc0 ls0 ws0">Spółka wykorzystuje również wodę z ujęcia na stawie Kopalniok (gdzie jest przepomp<span class="_ _0"></span>owywana z rzeki Wisły).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ybdd ff1 fs0 fc5 sc0 ls0 ws0">Ryzyka związane z działalnością Spółki <span class="_ _0"></span>w kontekście<span class="_ _1"></span> wykorzystania<span class="_ _0"></span> zasobów<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y7ff ff1 fs0 fc5 sc0 ls0 ws0">1. Wyczerpywalność zasobów:<span class="ff2"> </span></div><div class="t m0 x1 h2 yf46 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _8"></span>ma <span class="_ _8"></span>świadomość<span class="_ _1"></span> <span class="_ _8"></span>ryzyka <span class="_ _8"></span>związanego <span class="_ _8"></span>z dostępnością <span class="_ _8"></span>surowca <span class="_ _0"></span>oraz <span class="_ _8"></span>wahaniami <span class="_ _8"></span>jego <span class="_ _8"></span>c<span class="_ _1"></span>en <span class="_ _8"></span>spowodowanymi <span class="_ _0"></span>przede </div><div class="t m0 x1 h2 yf47 ff1 fs0 fc1 sc0 ls0 ws0">wszystkim  sytuacją  geopolityc<span class="_ _1"></span>zną.  Sukce<span class="_ _1"></span>sywnie  zwiększa  produkcję  energii  e<span class="_ _1"></span>lektrycznej  z  OZE <span class="_ _e"> </span>–<span class="ff2"> <span class="_ _e"> </span>w  2024 <span class="_ _e"> </span>r. </span></div><div class="t m0 x1 h2 y377 ff1 fs0 fc1 sc0 ls0 ws0">wybudowała <span class="_ _5"> </span><span class="ff2">trzy <span class="_ _5"> </span>ins<span class="_ _1"></span>talacje <span class="_ _5"> </span>fotowoltaiczne.<span class="_ _1"></span> <span class="_ _5"> </span></span>Powyższe <span class="_ _5"> </span>działa<span class="_ _1"></span>nia <span class="_ _4"> </span>o<span class="_ _1"></span>raz <span class="_ _5"> </span>plany <span class="_ _b"> </span>ich <span class="_ _5"> </span>rozwoju<span class="_ _1"></span><span class="ff2"> <span class="_ _5"> </span>z<span class="_ _1"></span>mniejsza</span><span class="ls18">ją</span><span class="ff2"> <span class="_ _5"> </span></span>zależność<span class="_ _1"></span> <span class="_ _5"> </span>od </div><div class="t m0 x1 h2 y21f ff2 fs0 fc1 sc0 ls0 ws0">tradycyjnych paliw kopalnych. </div><div class="t m0 x1 h2 y80f ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>2024 <span class="_ _4"></span>r. <span class="_ _a"></span>Spółka <span class="_ _a"></span>ro<span class="_ _1"></span>zpoczęła <span class="_ _a"></span>proces <span class="_ _a"></span>inwestycyjny <span class="_ _a"></span>w <span class="_ _4"></span>celu <span class="_ _a"></span>zastąpienia <span class="_ _a"></span>węglowego <span class="_ _4"></span>źródła <span class="_ _a"></span>ciepła <span class="_ _a"></span>źródłe<span class="_ _1"></span>m <span class="_ _a"></span>gazowym </div><div class="t m0 x1 h2 y42 ff1 fs0 fc1 sc0 ls0 ws0">produkującym ciepło <span class="_ _8"></span>i<span class="_ _1"></span> energie <span class="_ _0"></span>elektryczną w <span class="_ _8"></span>w<span class="_ _1"></span>ysokosprawnej kog<span class="_ _0"></span>eneracji (etap: złożenie wniosku <span class="_ _8"></span>o<span class="_ _1"></span> d<span class="_ _0"></span>ofinansowanie </div><div class="t m0 x1 h2 y3c4 ff1 fs0 fc1 sc0 ls0 ws0">budowy nowego źródła).<span class="ff2"> </span></div><div class="t m0 x1 h2 yf4a ff1 fs0 fc1 sc0 ls0 ws0">Woda <span class="_ _7"></span>do<span class="_ _1"></span> <span class="_ _7"></span>produ<span class="_ _1"></span>kcji <span class="_ _8"></span>pary <span class="_ _8"></span>jest <span class="_ _8"></span>uzdatniana. <span class="_ _8"></span>Część<span class="_ _1"></span> <span class="_ _7"></span>wody <span class="_ _0"></span>przefiltrowanej <span class="_ _8"></span>zawracana <span class="_ _8"></span>jest <span class="_ _8"></span>do<span class="_ _1"></span> <span class="_ _7"></span>zbior<span class="_ _1"></span>nika <span class="_ _7"></span>wody p<span class="_ _8"></span>ł<span class="_ _1"></span>ucznej, <span class="_ _8"></span>skąd </div><div class="t m0 x1 h2 y7d6 ff1 fs0 fc1 sc0 ls0 ws0">pobierana jest przez pompy do płukania filtrów.<span class="ff2"> </span></div><div class="t m0 x1 h2 y24d ff1 fs0 fc5 sc0 ls0 ws0">2. Wpływ na środowisko naturalne:<span class="ff2"> </span></div><div class="t m0 x1 h2 yb61 ff1 fs0 fc1 sc0 ls0 ws0">Realizowany <span class="_ _5"> </span>w <span class="_ _b"> </span>Spółce <span class="_ _b"> </span>proces <span class="_ _5"> </span>oc<span class="_ _1"></span>zyszczania <span class="_ _4"> </span>ś<span class="_ _1"></span>cieków <span class="_ _b"> </span>może <span class="_ _5"> </span>stanow<span class="_ _1"></span>ić <span class="_ _5"> </span>potencjalne <span class="_ _b"> </span>ryzyko <span class="_ _b"> </span>zanieczyszczenia <span class="_ _5"> </span>gruntu, </div><div class="t m0 x1 h2 y33e ff1 fs0 fc1 sc0 ls0 ws0">jednakże <span class="_ _7"></span>ryzyko <span class="_ _8"></span>to <span class="_ _8"></span>niwelow<span class="_ _1"></span>ane <span class="_ _7"></span>jest <span class="_ _8"></span>m.in.<span class="_ _1"></span> <span class="_ _7"></span>szc<span class="_ _1"></span>zelnymi <span class="_ _7"></span>betonowymi <span class="_ _7"></span>komorami, <span class="_ _8"></span>wybetonow<span class="_ _1"></span>anym <span class="_ _7"></span>pomies<span class="_ _1"></span>zczeniem <span class="_ _8"></span>prasy </div><div class="t m0 x1 h2 y102c ff2 fs0 fc1 sc0 ls0 ws0">filtracyjnej <span class="_ _9"> </span>i <span class="_ _9"> </span>tere<span class="_ _1"></span>nem <span class="_ _9"> </span>magazynowania <span class="_ _9"> </span>odpa<span class="_ _1"></span><span class="ff1">du <span class="_ _9"> </span>z <span class="_ _9"> </span>oczyszcz<span class="_ _1"></span>alni <span class="_ _9"> </span>ścieków.  Ścieki <span class="_ _c"> </span>budzące  zastrzeżenia <span class="_ _9"> </span>jakościowe </span></div><div class="t m0 x1 h2 y80c ff1 fs0 fc1 sc0 ls0 ws0">kierowane <span class="_ _1"></span>są do <span class="_ _1"></span> <span class="_ _1"></span>zbiornika re<span class="_ _1"></span>tencyjnego <span class="_ _1"></span>w <span class="_ _1"></span>celu ich <span class="_ _1"></span>podczyszc<span class="_ _1"></span>zenia i <span class="_ _1"></span>następnie <span class="_ _1"></span>skierowania na <span class="_ _1"></span>komory <span class="_ _1"></span>oczyszczalni </div><div class="t m0 x1 h2 y80d ff1 fs0 fc1 sc0 ls0 ws0">ścieków. <span class="_ _8"></span>Ponadto <span class="_ _8"></span>w<span class="_ _1"></span>szystkie <span class="_ _8"></span>odpady <span class="_ _8"></span>powstające <span class="_ _8"></span>na terenie <span class="_ _8"></span>Spółki <span class="_ _8"></span>są ma<span class="_ _8"></span>g<span class="_ _1"></span>azynowan<span class="ff2">e w <span class="_ _7"></span>odpo<span class="_ _1"></span>wiednio <span class="_ _8"></span>zabezpieczonych </span></div></div></div><div class="pi" ></div></div><div id="pf9f" class="pf w0 h0" ><div class="pc pc9f w0 h0"><img class="bi x9 y102d w9 h1b9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">159<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">szczelnych <span class="_ _8"></span>pojemnikach w <span class="_ _7"></span>wyznaczonych <span class="_ _8"></span>do <span class="_ _0"></span>tego <span class="_ _8"></span>miejscach o<span class="_ _8"></span>kreś<span class="_ _1"></span>lonych <span class="_ _8"></span>w <span class="_ _0"></span>pozwoleniu <span class="_ _8"></span>zintegrowanym. <span class="_ _8"></span>Powierzchnie </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">po których odbywa się transport są szczelne.<span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _a"></span><span class="ff2">UNIMOT <span class="_ _4"></span>Commodities <span class="_ _4"></span></span>opiera <span class="_ _a"></span>s<span class="_ _1"></span>woją <span class="_ _a"></span>działalność <span class="_ _a"></span>o<span class="_ _1"></span> <span class="_ _a"></span>trading <span class="_ _a"></span>w<span class="_ _1"></span>ęglem <span class="_ _a"></span>kamiennym <span class="_ _5"> </span><span class="ff2">- <span class="_ _a"></span>n<span class="_ _1"></span>ieodnawialnym <span class="_ _a"></span>zasobem </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">naturalnym. <span class="_ _1"></span>Handel <span class="_ _6"></span>węglem <span class="_ _6"></span>kamiennym <span class="_ _6"></span>wiąże <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>z <span class="_ _6"></span>szeregiem <span class="_ _6"></span>ryzyk, <span class="_ _1"></span>do <span class="_ _6"></span>których <span class="_ _6"></span>Spółka <span class="_ _1"></span>z<span class="_ _1"></span>alicza<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span>prze<span class="_ _1"></span>de <span class="_ _1"></span>wszystkim<span class="_ _1"></span>: </span></div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">ryzyka <span class="_ _1"></span>regulacyjne <span class="_ _1"></span>związane<span class="_ _1"></span> <span class="_ _1"></span>z <span class="_ _1"></span>zaostrzaniem <span class="_ _6"></span>się <span class="_ _1"></span>polityki <span class="_ _6"></span>klimatycznej, <span class="_ _1"></span>s<span class="_ _1"></span>padek <span class="_ _1"></span>zapotrzebowania <span class="_ _1"></span>na <span class="_ _1"></span>w<span class="_ _1"></span>ęgiel <span class="_ _1"></span>kamienny </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _7"></span>związku <span class="_ _8"></span>z <span class="_ _7"></span>trans<span class="_ _1"></span>formacją <span class="_ _7"></span>energetyczną <span class="_ _8"></span>i <span class="_ _7"></span>dekarbonizacją, <span class="_ _8"></span>problemy <span class="_ _8"></span>logistyczne, <span class="_ _7"></span>np. <span class="_ _8"></span>opóźnienia <span class="_ _8"></span>w <span class="_ _7"></span>dos<span class="_ _1"></span>tawach, <span class="_ _7"></span>awarie, </div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">zakłócenia w łańcuchu dostaw<span class="ff2 ls2">, <span class="ls0">ryzyko cenowe, </span></span>a także ryzyka środowiskowe.<span class="ff2"> </span></div><div class="t m0 x1 h2 y753 ff1 fs0 fc5 sc0 ls0 ws0">Ryzyka związane z handlem węglem kamiennym i <span class="_ _0"></span>sposoby ich mitygacji: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y11f ff1 fs0 fc5 sc0 ls0 ws0">1. Wyczerpywalność zasobów:<span class="ff2"> </span></div><div class="t m0 x1 h2 y102e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>średnioterminowym <span class="_ _b"> </span>horyzoncie <span class="_ _b"> </span>czasow<span class="_ _1"></span>ym, <span class="_ _5"> </span>S<span class="_ _1"></span>półka <span class="_ _5"> </span>nie <span class="_ _b"> </span>identyfikuje <span class="_ _b"> </span>zagrożeń <span class="_ _b"> </span>związan<span class="_ _1"></span>ych <span class="_ _b"> </span>z <span class="_ _b"> </span>dostępnością <span class="_ _b"> </span>tego </div><div class="t m0 x1 h2 yf0a ff1 fs0 fc1 sc0 ls0 ws0">surowca na globa<span class="_ _0"></span>lnych rynkach, ma jednak świadomość możliwości występowania lokalnych ograniczeń d<span class="_ _0"></span>ostępności </div><div class="t m0 x1 h2 y7dd ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _9"> </span>niektórych  k<span class="_ _0"></span>rajach <span class="_ _9"> </span>lub <span class="_ _9"> </span>regionach, <span class="_ _9"> </span>a <span class="_ _9"> </span>także <span class="_ _9"> </span>faktu, <span class="_ _9"> </span>że <span class="_ _9"> </span>intensywne  wydob<span class="_ _0"></span>ycie <span class="_ _9"> </span>będzie <span class="_ _9"> </span>wymuszało  eksploata<span class="_ _8"></span>c<span class="_ _1"></span>ję </div><div class="t m0 x1 h2 y123 ff1 fs0 fc1 sc0 ls0 ws0">trudniejszych złóż<span class="ff2"> </span>lub konieczność dywersyfikacji dostaw<span class="ff2 ls2">. <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y7f0 ff1 fs0 fc5 sc0 ls0 ws0">2. Wpływ na środowisko naturalne:<span class="ff2"> </span></div><div class="t m0 x1 h2 y152 ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko zanieczyszczenia <span class="_ _1"></span>środowis<span class="_ _1"></span>ka wynika <span class="_ _1"></span>z <span class="_ _1"></span>wydobycia, <span class="_ _1"></span>transportu <span class="_ _1"></span>i <span class="_ _6"></span>–<span class="ff2"> <span class="_ _1"></span>w <span class="_ _1"></span>mniejszym s<span class="_ _1"></span>topniu - <span class="_ _1"></span></span>składowania <span class="_ _1"></span>węgla. </div><div class="t m0 x1 h2 y153 ff1 fs0 fc1 sc0 ls0 ws0">Aby  minimaliz<span class="_ _0"></span>ować  ryzyko,  Spółka  za<span class="_ _8"></span>r<span class="_ _1"></span>ządza  swoim  łańcuchem  wartości <span class="_ _9"> </span>poprzez  podejmowanie  ws<span class="_ _1"></span>półpra<span class="_ _0"></span>c<span class="ff2">y  <span class="ls12">z </span></span></div><div class="t m0 x1 h2 y154 ff2 fs0 fc1 sc0 ls0 ws0">wiarygodnymi <span class="_ _c"> </span>dostawcami <span class="_ _c"> </span>i  op<span class="_ _0"></span>tymali<span class="ff1">zację</span> <span class="_ _c"> </span>proce<span class="_ _1"></span>s<span class="ff1 ls2">ów</span> <span class="_ _c"> </span>transportu<span class="ff1">. <span class="_ _9"> </span>W <span class="_ _c"> </span>zakresie <span class="_ _9"> </span>przeładunku <span class="_ _c"> </span>i <span class="_ _c"> </span>składowania <span class="_ _c"> </span>wę<span class="_ _1"></span>gla</span><span class="ls2">, </span></div><div class="t m0 x1 h2 yf0c ff1 fs0 fc1 sc0 ls0 ws0">wykonywanego <span class="_ _7"></span>na <span class="_ _8"></span>zlecenie <span class="_ _8"></span>Spółki <span class="_ _7"></span>pr<span class="_ _1"></span>zez <span class="_ _7"></span>zewnę<span class="_ _1"></span>trzne <span class="_ _7"></span>podmioty, <span class="_ _0"></span><span class="ff2"> <span class="_ _7"></span><span class="ff1">stos<span class="_ _1"></span>uje <span class="_ _7"></span>się <span class="_ _8"></span>zraszanie <span class="_ _8"></span>pryzm <span class="_ _8"></span>węgla <span class="_ _7"></span>wo<span class="_ _1"></span>dą, <span class="_ _7"></span>co <span class="_ _8"></span>powoduje </span></span></div><div class="t m0 x1 h2 yc51 ff1 fs0 fc1 sc0 ls0 ws0">mniejsze podnoszenie się cząstek pyłowych węgla d<span class="_ _8"></span>o<span class="_ _1"></span> powietrza. <span class="ff2"> </span></div><div class="t m0 x1 h2 y7ca ff1 fs0 fc0 sc0 ls0 ws0">Projekt ograniczenia marnowania ży<span class="_ _0"></span>wności na stacjach paliw<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf0d ff1 fs0 fc1 sc0 ls0 ws0">We wrześ<span class="_ _1"></span>niu 2024 roku Grupa rozs<span class="_ _1"></span>zerzyła aplikację Foodsi <span class="_ _1"></span>na 45 stacjach w<span class="_ _1"></span>łasnych (Codo). W<span class="_ _1"></span> sumie projekt <span class="_ _1"></span>działa </div><div class="t m0 x1 h2 yf0e ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _a"></span>48 <span class="_ _a"></span>z <span class="_ _a"></span>50 <span class="_ _a"></span>własnych <span class="_ _a"></span>stacji <span class="_ _a"></span>paliw. <span class="_ _a"></span>Foodsi <span class="_ _a"></span>ś<span class="_ _1"></span>wiadczy <span class="_ _6"></span> <span class="_ _a"></span>usł<span class="_ _1"></span>ugi <span class="_ _a"></span>drogą <span class="_ _a"></span>elektroniczną <span class="_ _a"></span>i <span class="_ _a"></span>posiada <span class="_ _a"></span>aplikację <span class="_ _a"></span>mobilną, <span class="_ _a"></span>której </div><div class="t m0 x1 h2 y215 ff2 fs0 fc1 sc0 ls0 ws0">celem <span class="_ _5"> </span> <span class="_ _5"> </span>jest <span class="_ _4"> </span>ograniczenie <span class="_ _5"> </span>marno<span class="ff1">wania <span class="_ _5"> </span>produktów <span class="_ _4"> </span>i <span class="_ _5"> </span>strat <span class="_ _5"> </span>na <span class="_ _5"> </span>towarach <span class="_ _5"> </span>z <span class="_ _5"> </span>krótkim <span class="_ _4"></span>terminem <span class="_ _5"> </span>ważnośc<span class="_ _1"></span>i <span class="_ _4"></span> <span class="_ _5"> </span>poprzez <span class="_ _4"></span>ich </span></div><div class="t m0 x1 h2 y216 ff1 fs0 fc1 sc0 ls0 ws0">wystawienie <span class="_ _1"></span>do <span class="_ _1"></span>sprzedaży <span class="_ _1"></span>w <span class="_ _1"></span>a<span class="_ _1"></span>plikacji w<span class="_ _1"></span> <span class="_ _1"></span>postaci <span class="_ _1"></span>paczek. <span class="_ _6"></span>Partnerzy <span class="_ _1"></span>Foodsi <span class="_ _6"></span>mogą <span class="_ _1"></span>wystawiać <span class="_ _1"></span>ofe<span class="_ _1"></span>rtę <span class="_ _1"></span>sprzedaży p<span class="_ _1"></span>aczek </div><div class="t m0 x1 h2 y12c ff1 fs0 fc1 sc0 ls0 ws0">w obniżonej <span class="_ _1"></span>cenie <span class="_ _1"></span>a uż<span class="_ _1"></span>ytkownicy aplikacji <span class="_ _1"></span>Foodsi <span class="_ _1"></span>nabywają paczki. <span class="_ _1"></span>Pł<span class="_ _1"></span>atność <span class="_ _1"></span>odbywa s<span class="_ _1"></span>ię w <span class="_ _1"></span>aplikacji <span class="_ _1"></span> <span class="_ _1"></span>a od<span class="_ _1"></span>biór paczki<span class="_ _1"></span> </div><div class="t m0 x1 h2 y217 ff1 fs0 fc1 sc0 ls0 ws0">odbywa się na stacji. <span class="ff2"> </span></div><div class="t m0 xa h11 ybdc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">W listopadzie z aplikacji skorzystało 14 stacji i wystawiło 83 paczk<span class="_ _0"></span>i.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ybdd ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">W grudniu z aplikacji skorzystało 18 stacji i <span class="_ _0"></span>wystawiło 110 paczek .<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y7ff ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>grudniu <span class="_ _b"> </span>2024 <span class="_ _b"> </span>roku <span class="_ _b"> </span>Spółka <span class="_ _b"> </span>zakupiła <span class="_ _b"> </span>ró<span class="_ _1"></span>wnież <span class="_ _b"> </span>49 <span class="_ _b"> </span>koszy <span class="_ _b"> </span>w<span class="_ _1"></span>yprzedaż<span class="_ _0"></span>owych <span class="_ _b"> </span>na <span class="_ _b"> </span>stacje<span class="_ _1"></span> <span class="_ _b"> </span>paliw <span class="_ _b"> </span>Codo <span class="_ _b"> </span>z <span class="_ _b"> </span>hasłe<span class="_ _1"></span>m <span class="_ _b"> </span>&quot;Nie </div><div class="t m0 x1 h2 y800 ff2 fs0 fc1 sc0 ls0 ws0">marnujemy - <span class="ff1">kup produkt w promocyjnej cenie i wspólnie działajmy<span class="_ _8"></span> <span class="_ _1"></span>przeciwko marnowaniu żywności”.<span class="ff2"> </span></span></div></div><div class="c x1 y102f w3a h177"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls1a ws0">E5<span class="ls0">-1<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1030 ff1 fs0 fc1 sc0 ls0 ws0">4 sierpnia 2024 r. <span class="_ _1"></span>weszło w <span class="_ _1"></span>życie Rozporządzenie Parlamentu Europejskiego i <span class="_ _1"></span>Rady (UE) 2024/1787 z 13.<span class="_ _1"></span>06.2024 r. </div><div class="t m0 x1 h2 y136 ff2 fs0 fc1 sc0 ls0 ws0">w <span class="_ _9"> </span>sprawie <span class="_ _c"> </span>re<span class="_ _1"></span>dukcji <span class="_ _c"> </span>emis<span class="_ _1"></span>ji <span class="_ _c"> </span>metanu <span class="_ _9"> </span>w <span class="_ _9"> </span>sektorze <span class="_ _c"> </span>ene<span class="_ _1"></span>rgetycznym <span class="_ _9"> </span><span class="ff1">–</span> <span class="_ _9"> </span><span class="ff1">dalej <span class="_ _c"> </span>Rozporz<span class="_ _1"></span>ądzenie <span class="_ _c"> </span>metanow<span class="_ _1"></span>e. <span class="_ _9"> </span>Celem <span class="_ _c"> </span>tego </span></div><div class="t m0 x1 h2 y137 ff1 fs0 fc1 sc0 ls0 ws0">rozporządzenia <span class="_ _1"></span>jest <span class="_ _6"></span>ogranicze<span class="_ _1"></span>nie <span class="_ _1"></span>e<span class="_ _1"></span>misji <span class="_ _1"></span>me<span class="_ _1"></span>tanu <span class="_ _6"></span>jako <span class="_ _1"></span>paliwa <span class="_ _6"></span>kopalnego, <span class="_ _6"></span>poc<span class="_ _1"></span>hodzącego <span class="_ _1"></span>z <span class="_ _6"></span>dowolnych <span class="_ _6"></span>komponentów, </div><div class="t m0 x1 h2 y9cd ff1 fs0 fc1 sc0 ls0 ws0">zarówno <span class="_ _7"></span>z <span class="_ _7"></span>zamierzonego <span class="_ _7"></span>uwaln<span class="_ _1"></span>iania <span class="_ _7"></span>do <span class="_ _7"></span>atmosfery, <span class="_ _7"></span>niec<span class="_ _1"></span>ałkowitego <span class="_ _7"></span>spalania <span class="_ _7"></span>gazu <span class="_ _7"></span>na <span class="_ _7"></span>pochodni, <span class="_ _7"></span>jak <span class="_ _7"></span>i <span class="_ _8"></span>niekontrolowanych </div><div class="t m0 x1 h2 y319 ff1 fs0 fc1 sc0 ls0 ws0">wycieków. Dzia<span class="_ _0"></span>łalności <span class="_ _8"></span>S<span class="_ _1"></span>półki <span class="_ _8"></span>dotyczą <span class="_ _8"></span>emisje<span class="_ _1"></span> <span class="_ _8"></span>metanu powstają<span class="_ _0"></span>ce w <span class="_ _8"></span>zakresie dy<span class="ff2">strybucji <span class="_ _8"></span>gazu ziemnego <span class="_ _8"></span>oraz operacji<span class="_ _8"></span> </span></div><div class="t m0 x1 h2 y1031 ff1 fs0 fc1 sc0 ls0 ws0">prowadzonych w<span class="_ _1"></span> <span class="_ _1"></span>instalacjach <span class="_ _1"></span>LNG. <span class="_ _1"></span>Rozporządzenie <span class="_ _1"></span>wprowadza <span class="_ _1"></span>obowiązki <span class="_ _6"></span>pomiarów, <span class="_ _1"></span>kwantyfikacji, <span class="_ _1"></span>monitorowania, </div><div class="t m0 x1 h2 yca3 ff1 fs0 fc1 sc0 ls0 ws0">raportowania <span class="_ _5"> </span>i <span class="_ _5"> </span>w<span class="_ _1"></span>eryfikacji <span class="_ _5"> </span>emis<span class="_ _1"></span>ji <span class="_ _5"> </span>metanu <span class="_ _b"> </span>oraz <span class="_ _5"> </span>wykrywania <span class="_ _b"> </span>i <span class="_ _b"> </span>naprawy <span class="_ _5"> </span>jego <span class="_ _b"> </span>wycieków. <span class="_ _b"> </span>Z <span class="_ _5"> </span>tego <span class="_ _b"> </span>powodu<span class="_ _1"></span><span class="ff2">  <span class="_ _b"> </span>polityki <span class="_ _5"> </span>i<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y426 ff2 fs0 fc1 sc0 lsc ws0">pr<span class="ff1 ls0">ocedury związane z powyższym zostaną wdrożone w Spółce w 2025 roku. <span class="ff2"> </span></span></div><div class="t m0 x1 h2 y3af ff1 fs0 fc5 sc0 ls0 ws0">Cele związane z wykorzystaniem zasobów oraz gospodarką o obiegu zamk<span class="_ _0"></span>niętym<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y809 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E5<span class="ls0">-3<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1032 ff1 fs0 fc1 sc0 ls0 ws0">2025  roku <span class="_ _9"> </span>przyniesie  istotne <span class="_ _9"> </span>zmiany <span class="_ _9"> </span>w  Spółce  UNIMOT <span class="_ _9"> </span>System  z <span class="_ _9"> </span>uwagi  na <span class="_ _9"> </span>dostosowanie  się  d<span class="_ _0"></span>o  wymog<span class="_ _0"></span>ów </div><div class="t m0 x1 h2 y1033 ff1 fs0 fc1 sc0 ls0 ws0">Rozporządzenia <span class="_ _a"></span>metanowego. <span class="_ _4"></span>Zos<span class="_ _1"></span>taną <span class="_ _a"></span>wtedy <span class="_ _4"></span>wdrożone <span class="_ _5"> </span>wymagane <span class="_ _a"></span>dokumenty, <span class="_ _4"></span>a <span class="_ _4"></span>także <span class="_ _4"> </span>us<span class="_ _1"></span>talone <span class="_ _a"></span>cele <span class="_ _4"></span>w <span class="_ _4"></span>zakresie </div><div class="t m0 x1 h2 y1034 ff2 fs0 fc1 sc0 ls0 ws0">gospodarki surowcem. </div></div></div><div class="pi" ></div></div><div id="pfa0" class="pf w0 h0" ><div class="pc pca0 w0 h0"><img class="bi x9 y1035 w9 h1ba" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">160<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>2025 <span class="ff1">rok<span class="_ _0"></span>u w <span class="_ _8"></span>ramach<span class="_ _1"></span> <span class="_ _8"></span>prog<span class="_ _1"></span>ramu <span class="_ _0"></span>ograniczenia <span class="_ _0"></span>marnowania żywności na <span class="_ _8"></span>stacjach pali<span class="_ _0"></span>w, Grupa <span class="_ _0"></span>będzie k<span class="_ _8"></span>o<span class="_ _1"></span>ntynuowała </span></div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">zakup koszy wyprzedażowych i rozwijała aplikację Foodsi.<span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">Z uwagi na to, <span class="_ _1"></span>że rok 2024<span class="_ _1"></span> jest bazowym, <span class="_ _1"></span>pozostałe cele <span class="_ _1"></span>w omawianym obszarze Grupa w<span class="_ _1"></span>yznaczy w 2025 <span class="_ _1"></span>roku, po </div><div class="t m0 x1 h2 y143 ff2 fs0 fc1 sc0 ls0 ws0">stworzeniu mapy drogowej GOZ.  </div><div class="t m0 xc hf y1036 ff2 fs1 fc7 sc0 ls0 ws0">2.5.1.<span class="ff5"> <span class="_ _d"> </span></span>Zasoby wprowadzone do<span class="_ _0"></span> organizacji </div></div><div class="c x1 y203 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E5<span class="ls0">-4<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1037 ff2 fs0 fc1 sc0 ls0 ws0">Do <span class="ff1">głównych <span class="_ _1"></span>zasobów wprowadzonych w <span class="_ _1"></span>2024 roku do <span class="_ _1"></span>Grupy UNIMOT zaliczają<span class="_ _1"></span> się <span class="_ _1"></span></span>produkty <span class="_ _1"></span><span class="ff1">zakupione, które były </span></div><div class="t m0 x1 h2 y1038 ff1 fs0 fc1 sc0 ls0 ws0">wykorzystane d<span class="_ _0"></span>o odsprzedaży (towary <span class="_ _8"></span>handlowe<span class="_ _1"></span><span class="ff2"> </span>–<span class="ff2"> <span class="_ _8"></span><span class="ff1">p<span class="_ _1"></span>aliwa <span class="_ _8"></span>c<span class="_ _1"></span>iekłe, w tym <span class="_ _8"></span>m. in. olej napędowy, <span class="ff2">benzy<span class="_ _0"></span>na, HVO, paliwo<span class="_ _0"></span> </span></span></span></div><div class="t m0 x1 h2 y1039 ff2 fs0 fc1 sc0 ls0 ws0">lotnicze <span class="_ _a"></span>oraz <span class="_ _4"></span><span class="ff1">węgiel <span class="_ _a"></span>kamienny, <span class="_ _4"></span>LPG, <span class="_ _4"></span>gaz <span class="_ _a"></span>ziemny</span> <span class="_ _4"></span>i <span class="_ _4"></span>oleje<span class="ff1">), <span class="_ _4"></span>a <span class="_ _a"></span>także <span class="_ _4"></span>materiały <span class="_ _a"></span>tec<span class="_ _1"></span>hniczne <span class="_ _a"></span>wykorzystane <span class="_ _a"></span>na <span class="_ _4"></span>potrzeby </span></div><div class="t m0 x1 h2 y103a ff1 fs0 fc1 sc0 ls0 ws0">produkcji asfaltów modyfikowanych<span class="ff2">.  </span></div><div class="t m0 x1 h2 yd08 ff1 fs0 fc1 sc0 ls0 ws0">Głównymi produktami wprowadzonymi <span class="ff2 lsc">do<span class="ls0"> Grupy </span></span>UNIMOT w okres<span class="_ _1"></span>ie objętym raportowaniem b<span class="_ _0"></span>yły towary handlowe<span class="_ _1"></span><span class="ff2 ls10">, </span></div><div class="t m0 x1 h2 y1ac ff1 fs0 fc1 sc0 ls0 ws0">które zaprezentowano w poniższej tab<span class="_ _0"></span>eli. Zakup tych towarów stanowił 97% wydatków poniesionych przez Grupę w </div><div class="t m0 x1 h2 yc4d ff1 fs0 fc1 sc0 ls0 ws0">2024 roku i był podstawą do obliczenia <span class="_ _0"></span>śladu węglowego w Zakresie 3 kategorii 1. <span class="ff2"> </span></div></div><div class="c x1 yd09 w25 h5c"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Zasoby wprowadzone do organizacji </div></div><div class="c xad yd09 wc0 h5c"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Wolumen zakupu </div></div><div class="c xd1 yd09 w39 h5c"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x1 yd6 w25 h52"><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Paliwa ciekłe<span class="ff2"> </span></div></div><div class="c xad yd6 wc0 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2 388 596,56 </div></div><div class="c xd1 yd6 w39 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d yd9a ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y103b w25 h5f"><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Węgiel kamienny<span class="ff2">* </span></div></div><div class="c xad y103b wc0 h5f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">364 029<span class="ls0">,66 </span></div></div><div class="c xd1 y103b w39 h5f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x1 y103c w25 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls5 ws0">LPG<span class="ls0"> </span></div></div><div class="c xad y103c wc0 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">552 031,14 </div></div><div class="c xd1 y103c w39 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d yd9a ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y156 w25 h5f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c xad y156 wc0 h5f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">1 904,91 </div></div><div class="c xd1 y156 w39 h5f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">GWh </div></div><div class="c x1 y103d w25 h5c"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Oleje </div></div><div class="c xad y103d wc0 h5c"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">317,98 </div></div><div class="c xd1 y103d w39 h5c"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d yd9a ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y103e ff2 fs0 fc1 sc0 ls1 ws0">* <span class="_ _b"> </span><span class="ls0">12386<span class="_ _1"></span>,3 <span class="_ _c"> </span><span class="ff1">Mg <span class="_ _b"> </span>węgla <span class="_ _c"> </span>kamiennego <span class="_ _c"> </span>zakupionego <span class="_ _b"> </span>przez <span class="_ _c"> </span>Grupę <span class="_ _c"> </span>UNIMOT <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>2024 <span class="_ _c"> </span>roku <span class="_ _c"> </span>został<span class="_ _1"></span></span>o <span class="_ _c"> </span>przeznaczonych <span class="_ _c"> </span>do </span></div><div class="t m0 x1 h2 y103f ff1 fs0 fc1 sc0 ls0 ws0">procesów <span class="_ _c"> </span>realizowanych <span class="_ _c"> </span>w <span class="_ _c"> </span>e<span class="_ _1"></span>lektrociepłowni <span class="_ _c"> </span>należącej <span class="_ _c"> </span>do <span class="_ _c"> </span>Spółki <span class="_ _9"> </span><span class="ff2">RCEkoenergia <span class="_ _c"> </span></span>i <span class="_ _9"> </span>została <span class="_ _c"> </span>wyłączona <span class="_ _c"> </span>z <span class="_ _c"> </span>kalkulacji </div><div class="t m0 x1 h2 ye0d ff1 fs0 fc1 sc0 ls0 ws0">dotyczącej śladu węglowego w zakresie 3 kategorii <span class="_ _0"></span>1<span class="ff2 ls2">. <span class="ls0"> </span></span></div><div class="t m2 x1 h1d ya1e ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _7"></span>2<span class="_ _1"></span>-28<span class="ff1">. <span class="_ _7"></span>Głó<span class="_ _1"></span>wne <span class="_ _8"></span>towary <span class="_ _7"></span>h<span class="_ _1"></span>andlowe <span class="_ _8"></span>wprowadzone <span class="_ _7"></span>do<span class="_ _1"></span> <span class="_ _7"></span>o<span class="_ _1"></span>rganizacji <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>2024 <span class="_ _8"></span>roku<span class="_ _1"></span> <span class="_ _7"></span>wraz<span class="_ _1"></span> <span class="_ _7"></span>z p<span class="_ _0"></span>odziałem <span class="_ _8"></span>na <span class="_ _8"></span>grupy <span class="_ _8"></span>towarów<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m2 x1 h1d ya1f ff2 fs5 fc1 sc0 ls0 ws0">i wolumenem zakupu. </div><div class="t m0 x1 h2 y240 ff2 fs0 fc1 sc0 ls0 ws0">Dane na temat <span class="_ _1"></span><span class="ff1">zasobów wpro<span class="_ _1"></span>wadzanych pochodzą z<span class="_ _1"></span></span> syste<span class="_ _1"></span>mu kontrolingowego<span class="ff1">. Grupa <span class="_ _1"></span>UNIMOT nie <span class="_ _1"></span>zidentyfikowała </span></div><div class="t m0 x1 h2 y1040 ff1 fs0 fc1 sc0 ls0 ws0">w 2024 roku ryzyka związanego z podwójnym liczeniem.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1041 ff1 fs0 fc1 sc0 ls0 ws0">Poniższa <span class="_ _0"></span>tabela przedstawia <span class="ff2">istotne zasoby wprowadzone do Grupy <span class="_ _8"></span>UNIMOT w 2024 roku w podziale <span class="_ _0"></span>na surowce (w </span></div><div class="t m0 x1 h2 y1018 ff1 fs0 fc1 sc0 ls0 ws0">tym <span class="_ _c"> </span>w<span class="_ _1"></span>ęgiel <span class="_ _c"> </span>kamienny, <span class="_ _9"> </span>który <span class="_ _9"> </span>został <span class="_ _c"> </span>uw<span class="_ _1"></span>zględniony <span class="_ _c"> </span>również <span class="_ _9"> </span>w <span class="_ _9"> </span>tabeli <span class="_ _c"> </span>powyżej), <span class="_ _9"> </span>materiały <span class="_ _9"> </span>techniczne <span class="_ _9"> </span>i <span class="_ _9"> </span>materiały </div><div class="t m0 x1 h2 y1042 ff2 fs0 fc1 sc0 ls0 ws0">biologiczne.  </div><div class="t m0 x1 h2 y1043 ff1 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT <span class="_ _6"></span>pełni <span class="_ _1"></span>rolę <span class="_ _1"></span>dystrybutora <span class="_ _1"></span>biopaliw, <span class="_ _1"></span>a <span class="_ _1"></span>nie <span class="_ _1"></span>ich <span class="_ _1"></span>producenta, <span class="_ _1"></span>co <span class="_ _1"></span>oznacza, <span class="_ _1"></span>że <span class="_ _1"></span>nie <span class="_ _1"></span>uczestniczy <span class="_ _1"></span>bezpośrednio </div><div class="t m0 x1 h2 y1019 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _6"></span>proces<span class="_ _1"></span>ie <span class="_ _1"></span>pozyskiwania <span class="_ _6"></span>materiałów<span class="_ _1"></span> <span class="_ _6"></span>biologicznych <span class="_ _6"></span>ani <span class="_ _6"></span>w <span class="_ _6"></span>ic<span class="_ _1"></span>h <span class="_ _6"></span>przetwarzaniu <span class="_ _6"></span>na <span class="_ _6"></span>paliwa. <span class="_ _a"></span>Biopaliwa, <span class="_ _1"></span>którymi <span class="_ _6"></span>handluje </div><div class="t m0 x1 h2 y101a ff1 fs0 fc1 sc0 ls0 ws0">Grupa, są <span class="_ _1"></span>wytwarzane <span class="_ _1"></span>przez <span class="_ _1"></span>zewnętrznych <span class="_ _1"></span>dostawców <span class="_ _1"></span>z suro<span class="_ _1"></span>wców pochodzenia <span class="_ _1"></span>roślinnego i <span class="_ _1"></span>rolnego, <span class="_ _1"></span>jednak Grup<span class="_ _1"></span>a </div><div class="t m0 x1 h2 y101b ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _8"></span>nie<span class="_ _1"></span> p<span class="_ _0"></span>osiada <span class="_ _0"></span>dostępu do <span class="_ _8"></span>danych dotyczących <span class="_ _0"></span>masy materiału <span class="_ _8"></span>biologicznego wykorzystanego <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _0"></span>ich produkcji.<span class="ff2"> </span></div><div class="t m0 x1 h2 y89b ff1 fs0 fc1 sc0 ls0 ws0">Z <span class="_ _a"></span>te<span class="_ _1"></span>go <span class="_ _a"></span>względu <span class="_ _4"> </span>w <span class="_ _4"> </span>ta<span class="_ _1"></span>beli <span class="_ _a"></span>nie <span class="_ _5"> </span>zamieszczono <span class="_ _4"></span>szczegółowych <span class="_ _4"></span>informacji <span class="_ _4"></span>dot<span class="_ _1"></span>yczących <span class="_ _a"></span>masy<span class="_ _1"></span> <span class="_ _4"></span>materiałów<span class="ff2"> <span class="_ _4"> </span>biologicznych </span></div><div class="t m0 x1 h2 y1044 ff2 fs0 fc1 sc0 ls0 ws0">zawartych w biopaliwach<span class="ls2">. </span> </div><div class="t m0 x1 h2 y1045 ff1 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _4"></span>materiałów <span class="_ _5"> </span>biologicznych <span class="_ _4"></span>Grupa <span class="_ _5"> </span>zaliczyła <span class="_ _4"></span>zakupione <span class="_ _4"> </span>w<span class="_ _1"></span> <span class="_ _4"></span>2024 <span class="_ _4"></span>roku <span class="_ _4"> </span>e<span class="_ _1"></span>stry <span class="_ _4"></span>do <span class="_ _4"> </span>blendingu <span class="_ _5"> </span>paliw<span class="_ _1"></span><span class="ff2">, <span class="_ _4"> </span>a<span class="_ _1"></span> <span class="_ _4"></span>d</span>o <span class="_ _4"></span>m<span class="_ _1"></span>ateriałów </div><div class="t m0 x1 h2 y1003 ff1 fs0 fc1 sc0 ls0 ws0">technicznych surowce do produkcji asfaltów modyfikowanych. <span class="ff2"> </span></div></div><div class="c x1 y1046 wc1 h188"><div class="t m0 xb h2 y51b ff2 fs0 fc5 sc0 ls0 ws0">Zasoby wprowadzane do organizacji </div></div><div class="c xd5 y1046 wc2 h188"><div class="t m0 xb h2 y51b ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c xf2 y1046 wc3 h188"><div class="t m0 xb h2 y51b ff2 fs0 fc5 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c x1 y13e wc1 h5f"><div class="t m0 xb h2 ycc8 ff1 fs0 fc5 sc0 ls0 ws0">Łączna masa surowców <span class="ff2">wprowadzonych do organizacji </span></div></div><div class="c xd5 y13e wc2 h5f"><div class="t m0 xb h2 ycc8 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y13e wc3 h5f"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">366 556,660* </div></div><div class="c x1 y1047 wc1 h1bb"><div class="t m0 xb h2 y1048 ff1 fs0 fc5 sc0 ls0 ws0">Łączna masa materiałów technicznych wprowadzonych do <span class="ff2"> </span></div><div class="t m0 xb h2 y1049 ff2 fs0 fc5 sc0 ls0 ws0">organizacji, </div></div><div class="c xd5 y1047 wc2 h1bb"><div class="t m0 xb h2 y1048 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y1047 wc3 h1bb"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">2 <span class="ls1">527**</span><span class="fc1"> </span></div><div class="t m0 xb h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfa1" class="pf w0 h0" ><div class="pc pca1 w0 h0"><img class="bi x9 y686 w15 hbc" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">161<span class="ls0"> </span></div></div><div class="c x1 y42c wc1 h1bc"><div class="t m0 xb h2 y104a ff1 fs0 fc1 sc0 ls0 ws0">w tym całkowita masa wtórnie wykorzystanych lub użytych <span class="ff2"> </span></div><div class="t m0 xb h2 y104b ff1 fs0 fc1 sc0 ls0 ws0">komponentów, ponownie użytych półproduktów i <span class="_ _0"></span>surowców<span class="_ _1"></span> <span class="ff2"> </span></div><div class="t m0 xb h2 y605 ff1 fs0 fc1 sc0 ls0 ws0">wtórnych użytych do wytwarzania produktów i usług <span class="ff2"> </span></div><div class="t m0 xb h2 ye65 ff1 fs0 fc1 sc0 ls0 ws0">przedsiębiorstwa<span class="ff2"> </span></div></div><div class="c xd5 y42c wc2 h1bc"><div class="t m0 xb h2 y104a ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y42c wc3 h1bc"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 ye50 wc1 h196"><div class="t m0 xb h2 y104c ff1 fs0 fc5 sc0 ls0 ws0">Łączna masa materiałów biologicznych wprowad<span class="_ _0"></span>zonych do <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h2 y104d ff2 fs0 fc5 sc0 ls0 ws0">organizacji, </div></div><div class="c xd5 ye50 wc2 h196"><div class="t m0 xb h2 y104c ff2 fs0 fc5 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 ye50 wc3 h196"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">34 848,31<span class="ls1">***</span> </div><div class="t m0 xb h2 y0 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 ya2 wc1 h5f"><div class="t m0 xb h2 yd46 ff1 fs0 fc1 sc0 ls0 ws0">w tym pochodzących ze zrównoważonych źródeł<span class="ff2"> </span></div></div><div class="c xd5 ya2 wc2 h5f"><div class="t m0 xb h2 yd46 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 ya2 wc3 h5f"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y104e wc1 h196"><div class="t m0 xb h2 y104c ff1 fs0 fc5 sc0 ls0 ws0">Łączna masa materiałów technicznych i materiałów </div><div class="t m0 xb h2 y104f ff2 fs0 fc5 sc0 ls0 ws0">biologicznych wprowadzonych do orga<span class="_ _0"></span>nizacji<span class="_ _1"></span> </div></div><div class="c xd5 y104e wc2 h196"><div class="t m0 xb h2 y104c ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y104f ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y104e wc3 h196"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">37 375,31 </div></div><div class="c x1 y1aa wc1 h196"><div class="t m0 xb h2 y104c ff1 fs0 fc5 sc0 ls0 ws0">Łączna masa produktów, materiałów technicznych i materiałów <span class="ff2"> </span></div><div class="t m0 xb h2 y104f ff2 fs0 fc5 sc0 ls0 ws0">biologicznych wytworzonych w organizacji </div></div><div class="c xd5 y1aa wc2 h196"><div class="t m0 xb h2 y104c ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y1aa wc3 h196"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1 ws0">611<span class="ls0"> 549,98 </span></div></div><div class="c x1 y1050 wc1 h196"><div class="t m0 xb h2 y104c ff1 fs0 fc1 sc0 ls0 ws0">Wartość procentowa materiałów biologicznych pochodzących ze <span class="ff2"> </span></div><div class="t m0 xb h2 y104f ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonych źródeł<span class="ff2 fc5"> </span></div></div><div class="c xd5 y1050 wc2 h196"><div class="t m0 xb h2 y104c ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xf2 y1050 wc3 h196"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">0 </div></div><div class="c x1 y1051 wc1 h60"><div class="t m0 xb h2 y339 ff1 fs0 fc1 sc0 ls0 ws0">Wartość procentowa materiałów wtórnie wykorzystanych<span class="ff2"> </span></div></div><div class="c xd5 y1051 wc2 h60"><div class="t m0 xb h2 y339 ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xf2 y1051 wc3 h60"><div class="t m0 xb h2 yb6c ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1052 ff1 fs0 fc1 sc0 ls0 ws0">*Zaraportowano węgiel kamienny<span class="ff2"> </span>w ujęciu całościowym, tj. będący zarówno produktem handlowym, jak i </div><div class="t m0 x1 h2 y17f ff1 fs0 fc1 sc0 ls0 ws0">surowcem wykorzystywanym w działalności Grupy UNIMOT, a także będące równocześnie materiałem technicznym </div><div class="t m0 x1 h2 yb5a ff1 fs0 fc1 sc0 ls0 ws0">surowce do produkcji asfaltów modyfikowanych.</div><div class="t m2 xf h1d yb5a ff2 fs5 fc1 sc0 ls0 ws0">  </div><div class="t m0 x1 h2 y1053 ff1 fs0 fc1 sc0 ls0 ws0">**Zaraportowano surowce do produkcji asfaltów modyfikowanych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1054 ff2 fs0 fc1 sc0 ls0 ws0">***Zaraportowano estry do blendingu paliw. </div><div class="t m2 x1 h1d y1055 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-29. Zasoby wprowadzone do Grup<span class="_ _0"></span>y UNIMOT w 2024 roku.  </div><div class="t m0 xc hf y1056 ff2 fs1 fc7 sc0 ls0 ws0">2.5.2.<span class="ff5"> <span class="_ _d"> </span></span>Zasoby wyprowadzone z organ<span class="_ _8"></span>izacji </div><div class="t m0 x1 h2 y1057 ff1 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _6"></span>zasobów <span class="_ _6"></span>w<span class="_ _1"></span>yprowadza<span class="_ _0"></span>nych <span class="_ _a"></span>z <span class="_ _1"></span>o<span class="_ _1"></span>rganizacji <span class="_ _1"></span>z<span class="_ _1"></span>akwalifikowano <span class="_ _6"></span>produkty, <span class="_ _6"></span>które <span class="_ _6"></span>zos<span class="_ _1"></span>tały <span class="_ _a"></span>nabyte <span class="_ _6"></span>i <span class="_ _a"></span>które <span class="_ _6"></span>opuściły <span class="_ _6"></span>Grupę </div><div class="t m0 x1 h2 y213 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="ff1">w ramach procesów sprzedażowych. </span> </div><div class="t m0 x1 h2 y707 ff1 fs0 fc1 sc0 ls0 ws0">Są one różne,<span class="_ _1"></span> w zale<span class="_ _1"></span>żności od profilu <span class="_ _1"></span>działalności w <span class="_ _1"></span>danej Spółc<span class="_ _1"></span>e. Zaliczyć do nic<span class="_ _1"></span>h należy <span class="_ _6"></span><span class="ff2">przede <span class="_ _1"></span>wszystkim paliwa, </span></div><div class="t m0 x1 h2 y723 ff1 fs0 fc1 sc0 ls0 ws0">ale <span class="_ _6"></span>rów<span class="_ _1"></span>nież <span class="_ _6"></span>wyprodukowany <span class="_ _a"></span>asfalt <span class="_ _a"></span>oraz <span class="_ _6"></span>produk<span class="_ _1"></span>ty <span class="_ _6"></span>i <span class="_ _a"></span>opakowania <span class="_ _a"></span>produktów <span class="_ _a"></span>wprowadzanych <span class="_ _a"></span>do <span class="_ _6"></span>obrotu<span class="_ _1"></span> <span class="_ _a"></span><span class="ff2">na <span class="_ _a"></span>stacjach </span></div><div class="t m0 x1 h2 y1058 ff2 fs0 fc1 sc0 ls0 ws0">paliw AVIA<span class="ls2">. </span> </div></div><div class="c x1 y1059 w8 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1a ws0">E5<span class="ls0">-5<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y105a ff1 fs0 fc1 sc0 ls0 ws0">Poniższa <span class="_ _0"></span>tabela przedstawia zestawienie zasobów <span class="_ _8"></span>w<span class="_ _1"></span>yprowadzonych z Grupy UN<span class="_ _0"></span>IMOT w <span class="_ _8"></span>r<span class="_ _1"></span>amach transakcji sprzeda<span class="_ _0"></span>ży </div><div class="t m0 x1 h2 y446 ff2 fs0 fc1 sc0 ls0 ws0">w 2024 roku. <span class="ff1">Z tabeli wyłączono transakcje odbywające się w ramach Spółek Grupy<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></span></div></div><div class="c x1 yf02 w31 h5b"><div class="t m0 xd h2 y51e ff2 fs0 fc5 sc0 ls0 ws0">Zasoby wyprowadzone z </div><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">organizacji </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 yf02 w32 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Wolumen </div><div class="t m0 xd h2 y0 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x44 yf02 w33 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div><div class="t m0 xd h2 y0 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 y350 w31 h52"><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Paliwa ciekłe<span class="ff2"> </span></div></div><div class="c x16 y350 w32 h52"><div class="t m0 xd h2 y400 ff2 fs0 fc1 sc0 ls0 ws0">2 <span class="ls1">337</span> 049,44* </div></div><div class="c x44 y350 w33 h52"><div class="t m0 xd h2 y400 ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d y264 ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 y400 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ya41 w31 h5c"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Gaz LPG </div></div><div class="c x16 ya41 w32 h5c"><div class="t m0 xd h2 y17c ff2 fs0 fc1 sc0 ls0 ws0">521 638,84 </div></div><div class="c x44 ya41 w33 h5c"><div class="t m0 xd h2 y17c ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d y638 ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 y17c ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y105b w31 h15f"><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Węgiel kamienny<span class="ff2"> </span></div></div><div class="c x16 y105b w32 h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">350 386,18 </div></div><div class="c x44 y105b w33 h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x1 yfc6 w31 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c x16 yfc6 w32 h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">1 847 070,00<span class="ls1">**</span> </div></div><div class="c x44 yfc6 w33 h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y7ed ff2 fs0 fc1 sc0 ls0 ws0">*W <span class="ff1">wolumenie uwzględniono sprzeda<span class="_ _0"></span>ż paliw ciekłych na stacjach własnych AVIA.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 y3ac ff1 fs0 fc1 sc0 ls0 ws0">** Z wolumenu wyłączono wartość obrotu gazem z<span class="_ _0"></span>iemnym na Towarowej Giełdzie Energii.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m2 x1 h1d y105c ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-<span class="ls1f">30</span>. Zasoby wyprowadzone z <span class="_ _0"></span>Grupy UNIMOT w 2024 roku w ramach <span class="ff1">transakcji sprzedaży</span><span class="ls1d">. </span> </div><div class="t m0 x1 h2 yfe5 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>poniższej <span class="_ _6"></span>t<span class="_ _1"></span>abeli <span class="_ _6"></span>zaprezentowano <span class="_ _a"></span>całkowitą <span class="_ _6"></span>w<span class="_ _1"></span>agę <span class="_ _6"></span>paliw <span class="_ _a"></span><span class="ff2">sprzedanych <span class="_ _a"></span></span>przez <span class="_ _6"></span>Grupę <span class="_ _a"></span>UNIMOT <span class="_ _6"></span>w <span class="_ _a"></span>2024 <span class="_ _6"></span>roku, <span class="_ _a"></span><span class="ff2">asfaltu </span></div><div class="t m0 x1 h2 yfe6 ff2 fs0 fc1 sc0 ls0 ws0">oraz produkt<span class="ff1 ls2">ów</span> i opakowa<span class="ff1">ń</span> <span class="ff1">produktów </span>wprowadzonych do obrotu na stacjach paliw <span class="_ _0"></span>AVIA.  </div></div><div class="c x1 y105d wc1 h188"><div class="t m0 xb h2 y105e ff2 fs0 fc5 sc0 ls0 ws0">Zasoby wyprowadzane z organizacji </div></div><div class="c xd5 y105d wc4 h188"><div class="t m0 xb h2 y105e ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x44 y105d wc5 h188"><div class="t m0 xb h2 y105e ff2 fs0 fc5 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c x1 yc2b wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Całkowita waga zasobów <span class="ff2">- </span>produktów<span class="ff2 fc1"> </span></div></div><div class="c xd5 yc2b wc4 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x44 yc2b wc5 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">3 281 401,13<span class="fc1"> </span></div></div></div><div class="pi" ></div></div><div id="pfa2" class="pf w0 h0" ><div class="pc pca2 w0 h0"><img class="bi x9 y11e w9 h1bd" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">162<span class="ls0"> </span></div></div><div class="c x1 y105f wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowita zawartość produktu, która <span class="_ _0"></span>nadaje się do recyklingu<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xd5 y105f wc4 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x44 y105f wc5 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">6,83 </div></div><div class="c x1 y1060 wc1 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowita waga opakowania<span class="ff2"> </span></div></div><div class="c xd5 y1060 wc4 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x44 y1060 wc5 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">28,76 </div></div><div class="c x1 y1d5 wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowita waga opakowania nada<span class="_ _0"></span>jąca się do recyklingu<span class="ff2"> </span></div></div><div class="c xd5 y1d5 wc4 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x44 y1d5 wc5 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">13,80 </div></div><div class="c x1 y1061 wc1 h1bf"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik zawartości materiałów nadających się do recyklingu w </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">produktach </div></div><div class="c xd5 y1061 wc4 h1bf"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x44 y1061 wc5 h1bf"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">35<span class="ls0"> </span></div></div><div class="c x1 y1062 wc1 h1bf"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik zawartości materiałów nadających się do recyklingu w </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">opakowaniach </div></div><div class="c xd5 y1062 wc4 h1bf"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x44 y1062 wc5 h1bf"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">48<span class="ls0"> </span></div></div><div class="c x1 y1063 wc1 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Produkty uboczne<span class="fc5"> </span></div></div><div class="c xd5 y1063 wc4 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x44 y1063 wc5 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y755 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-<span class="ls1f">31</span>. Zasoby wyprowadzone z <span class="_ _0"></span>Grupy UNIMOT w 2024 roku.  </div><div class="t m0 x1 h2 y121 ff2 fs0 fc5 sc0 ls0 ws0">Metodologia prezentacji danych </div><div class="t m0 x1 h2 y7dd ff2 fs0 fc1 sc0 ls0 ws0">Dane przedstawione <span class="_ _8"></span>w<span class="_ _1"></span> tabelach 2-29, <span class="_ _0"></span>2-30 oraz 2-<span class="ls1">31</span> <span class="ff1">dotyczące całkowitej masy <span class="_ _0"></span><span class="ff2">wprowadzonych do Grupy UNIMOT </span></span></div><div class="t m0 x1 h2 y123 ff2 fs0 fc1 sc0 ls0 ws0">oraz wyprowadzanych z <span class="_ _8"></span>Grupy UNIMOT na rynek <span class="ff1">paliw, asfaltu oraz produkt<span class="_ _0"></span>ów i opakowań p<span class="_ _0"></span>roduktów oferowanych </span></div><div class="t m0 x1 h2 y1064 ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _a"></span>stacjach <span class="_ _a"></span>paliw <span class="_ _a"></span>AVIA<span class="_ _1"></span> <span class="_ _a"></span>w <span class="_ _a"></span>2024 <span class="_ _a"></span>roku <span class="_ _a"></span>zostały <span class="_ _4"></span>zgromadzone <span class="_ _a"></span>na <span class="_ _4"></span>podstawie <span class="_ _a"></span>wewnętrznych <span class="_ _a"></span>systemów <span class="_ _a"></span>operacyjnych <span class="_ _a"></span>i </div><div class="t m0 x1 h2 y1065 ff1 fs0 fc1 sc0 ls0 ws0">raportowych spółek wchodzących w skład <span class="_ _0"></span>Grupy UNIMOT.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y126 ff1 fs0 fc1 sc0 ls0 ws0">W szczególności:<span class="ff2"> </span></div><div class="t m0 xa h193 y1066 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Sprzedaż p<span class="_ _1"></span>aliw (w <span class="_ _1"></span>tym <span class="_ _1"></span>benzyny, oleju <span class="_ _1"></span>napędowego, <span class="_ _1"></span>LPG) zo<span class="_ _1"></span>stała obliczona w<span class="_ _1"></span> <span class="_ _1"></span>oparciu o <span class="_ _1"></span>dane<span class="_ _1"></span> ilościowe <span class="_ _1"></span>(w </span></span></div><div class="t m0 xc h2 y1067 ff1 fs0 fc1 sc0 ls0 ws0">litrach lub <span class="_ _1"></span>metrach <span class="_ _1"></span>sześciennych) <span class="_ _1"></span>z systemó<span class="_ _1"></span>w kontrolingowych, <span class="_ _1"></span>a nastę<span class="_ _1"></span>pnie przeliczona <span class="_ _1"></span>na <span class="_ _1"></span>jednostki masy </div><div class="t m0 xc h2 y1068 ff1 fs0 fc1 sc0 ls0 ws0">(tony) z wykorzystaniem standardowych w<span class="_ _1"></span>spółczynników <span class="_ _1"></span>gęstości poszczególnych rodzajów paliw, zgodnie </div><div class="t m0 xc h2 y185 ff1 fs0 fc1 sc0 ls0 ws0">z obowiązującymi normami technicznymi.<span class="ff2"> </span></div><div class="t m0 xa h193 y2d ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff2 fs0 fc1">Asfalt <span class="_ _a"></span><span class="ff1">–</span> <span class="_ _4"></span><span class="ff1">dane <span class="_ _a"></span>dotyczące<span class="_ _1"></span> <span class="_ _a"></span>masy <span class="_ _a"></span>asfaltu <span class="_ _a"></span>s<span class="_ _1"></span>przedanego <span class="_ _a"></span>w <span class="_ _a"></span>2024 <span class="_ _4"></span>roku <span class="_ _a"></span>poc<span class="_ _1"></span>hodzą <span class="_ _a"></span>bezpośrednio <span class="_ _a"></span>z <span class="_ _4"></span>dokumentacji </span></span></span></div><div class="t m0 xc h2 y1069 ff2 fs0 fc1 sc0 ls0 ws0">kontrolingowej.  </div><div class="t m0 xa h193 yc55 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Produkty <span class="_ _7"></span>i <span class="_ _7"></span>opakowania <span class="_ _8"></span>produktów <span class="_ _7"></span>na <span class="_ _7"></span>stacjach <span class="_ _7"></span>paliw <span class="_ _7"></span>AVIA<span class="_ _1"></span> <span class="_ _7"></span>–<span class="ff2"> <span class="_ _8"></span><span class="ff1">dane <span class="_ _7"></span>dotyczące <span class="_ _7"></span>ilości <span class="_ _7"></span>produktów <span class="_ _8"></span>wprowadzonych </span></span></span></span></div><div class="t m0 xc h2 yc56 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _6"></span>obrotu <span class="_ _a"></span>pochodziły <span class="_ _6"></span>z <span class="_ _a"></span>systemów <span class="_ _a"></span>sprzedaży <span class="_ _6"></span>detaliczne<span class="_ _1"></span>j <span class="_ _6"></span>oraz <span class="_ _a"></span>zamówień <span class="_ _a"></span>magazy<span class="_ _0"></span>nowych. <span class="_ _a"></span>Masa <span class="_ _6"></span>produktów </div><div class="t m0 xc h2 y32d ff1 fs0 fc1 sc0 ls0 ws0">oraz  odpowiadających  im<span class="_ _1"></span>  opakowań <span class="_ _e"> </span>została  oszacowana <span class="_ _e"> </span>na  p<span class="_ _1"></span>odstawie  spec<span class="_ _1"></span>yfikacji  dostawców <span class="_ _e"> </span>oraz </div><div class="t m0 xc h2 y106a ff1 fs0 fc1 sc0 ls0 ws0">przyjętych średnich wag jednostkowych dla poszczególnych grup towarowych.<span class="ff2"> </span></div><div class="t m0 x1 h2 ye60 ff1 fs0 fc1 sc0 ls0 ws0">Dla <span class="_ _5"> </span>zachowania <span class="_ _5"> </span>spójności <span class="_ _5"> </span>i <span class="_ _b"> </span>porównywalności <span class="_ _5"> </span>danych, <span class="_ _5"> </span>wszelkie <span class="_ _5"> </span>przeliczenia <span class="_ _5"> </span>zostały <span class="_ _5"> </span>dokonane<span class="_ _1"></span> <span class="_ _5"> </span>według <span class="_ _5"> </span>jednolitych </div><div class="t m0 x1 h2 y106b ff1 fs0 fc1 sc0 ls0 ws0">założeń przyjętych dla całej Grupy, a wszelkie da<span class="_ _0"></span>ne zagregowano w ujęciu rocznym.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xc hf y312 ff2 fs1 fc7 sc0 ls0 ws0">2.5.3.<span class="ff5"> <span class="_ _d"> </span></span>Gospodarka odpadami </div><div class="t m0 x1 h2 y332 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>przypadku <span class="_ _1"></span>działalności <span class="_ _6"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>ważnym <span class="_ _6"></span>aspektem <span class="_ _6"></span>oddziaływania <span class="_ _1"></span>na <span class="_ _1"></span>śro<span class="_ _1"></span>dowisko <span class="_ _1"></span>są <span class="_ _1"></span>genero<span class="_ _1"></span>wane <span class="_ _1"></span>odpady. </div><div class="t m0 x1 h2 y106c ff1 fs0 fc1 sc0 ls0 ws0">Główne ich strumienie pochodzą z działalności operacyjnej.<span class="ff2"> </span></div><div class="t m0 x1 h2 ye14 ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT System </div><div class="t m0 x1 h2 y106d ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>zakresie <span class="_ _1"></span>działalności <span class="_ _1"></span>gospodarczej UNIMOT <span class="_ _1"></span>System <span class="_ _1"></span>identyfikuje <span class="_ _1"></span>jedynie <span class="_ _1"></span>odpady <span class="_ _1"></span>komunalne, <span class="_ _1"></span>inne <span class="_ _1"></span>mogą <span class="_ _1"></span>wystąpić </div><div class="t m0 x1 h2 y106e ff1 fs0 fc1 sc0 ls0 ws0">jedynie w wartościach szczątkowych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y8e7 ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT Terminale </div><div class="t m0 x1 h2 yddb ff1 fs0 fc1 sc0 ls0 ws0">Kwestie gospodarki odpadami regulują w Sp<span class="_ _0"></span>ółce dokumenty:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 ybcc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">TER.46.01.00.00 <span class="_ _4"> </span>Gos<span class="_ _1"></span>podarka <span class="_ _8"></span>o<span class="_ _1"></span>dpadami, </span></span></div><div class="t m0 xa h11 yaaa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">TER.46.01.01.00 <span class="_ _4"> </span><span class="ff1">Zasady postępowania z odpadami pochodzącymi z elektroniki  oraz zużytymi bateriami.<span class="_ _1"></span></span> </span></span></div><div class="t m0 x1 h2 y106f ff1 fs0 fc1 sc0 ls0 ws0">Najważniejsze <span class="_ _7"></span>zasoby <span class="_ _7"></span>wprowadzane <span class="_ _7"></span>do <span class="_ _7"></span>S<span class="_ _1"></span>półki, <span class="_ _7"></span>które <span class="_ _7"></span>s<span class="_ _1"></span>ą <span class="_ _7"></span>wykorzystane <span class="_ _7"></span>do <span class="_ _7"></span>działalności <span class="_ _7"></span>operac<span class="_ _1"></span>yjnej <span class="_ _7"></span>to <span class="_ _7"></span>przede<span class="_ _1"></span> <span class="_ _7"></span>wszystkim </div><div class="t m0 x1 h2 y1070 ff1 fs0 fc1 sc0 ls0 ws0">materiały <span class="_ _a"></span>biurowe <span class="_ _4"> </span>oraz<span class="_ _1"></span> <span class="_ _a"></span>sprzęt <span class="_ _4"></span>IT. <span class="_ _4"></span>Ponadto, <span class="_ _4"></span>ze <span class="_ _4"></span>względu <span class="_ _4"></span>na <span class="_ _4"> </span>prow<span class="_ _1"></span>adzenie <span class="_ _a"></span>zakładów <span class="_ _4"></span>zwiększonego <span class="_ _4"></span>i <span class="_ _4"></span>dużego <span class="_ _4"></span>ryzyka </div><div class="t m0 x1 h2 yac5 ff1 fs0 fc1 sc0 ls0 ws0">poważnej awarii, zasobem wprowadzanym do Spółki jest woda do celów ppoż.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfa3" class="pf w0 h0" ><div class="pc pca3 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">163<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Odpady, <span class="_ _b"> </span>z<span class="_ _1"></span> <span class="_ _b"> </span>uw<span class="_ _1"></span>zględnieniem <span class="_ _b"> </span>hi<span class="_ _1"></span>erarchii <span class="_ _c"> </span>sposobów <span class="_ _c"> </span>postępowania <span class="_ _b"> </span>z <span class="_ _c"> </span>odpadami, <span class="_ _c"> </span>w <span class="_ _c"> </span>pierwszej <span class="_ _c"> </span>kolejności <span class="_ _c"> </span>poddaje <span class="_ _b"> </span>s<span class="_ _1"></span>ię </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">przetwarzaniu <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>miejscu <span class="_ _c"> </span>ich <span class="_ _c"> </span>powstania. <span class="_ _c"> </span>Odpady, <span class="_ _c"> </span>które <span class="_ _c"> </span>nie <span class="_ _9"> </span>mogą <span class="_ _b"> </span>być <span class="_ _c"> </span>prze<span class="_ _1"></span>tworzone <span class="_ _c"> </span>w <span class="_ _c"> </span>miejscu <span class="_ _c"> </span>ich <span class="_ _c"> </span>powstania, </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">przekazuje się<span class="_ _1"></span>, uwzględniając <span class="_ _1"></span>hierarchię <span class="_ _1"></span>sposob<span class="_ _1"></span>ów <span class="_ _1"></span>postępowania z <span class="_ _1"></span>odpadami <span class="_ _1"></span>oraz naj<span class="_ _1"></span>lepszą dostę<span class="_ _1"></span>pną technikę, <span class="_ _1"></span>do </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">najbliżej położonych miejsc, w których mogą być p<span class="_ _0"></span>rzetworzone<span class="_ _1"></span>.<span class="ff2"> </span></div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">Magazynowanie odpadów odbywa się w wyzna<span class="_ _0"></span>czonych do tego miejs<span class="_ _1"></span>cach i w sposób uniemożliwiający prz<span class="_ _0"></span>edostanie </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">się substancji niebezpiecznych do środowiska g<span class="_ _0"></span>runtowo<span class="_ _1"></span><span class="ff2">-wodnego. </span></div><div class="t m0 x1 h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">Wytworzone <span class="_ _4"> </span>odpady, <span class="_ _4"></span>po <span class="_ _4"></span>zgromadzeniu <span class="_ _4"> </span>odpowiedniej <span class="_ _5"> </span>ilości, <span class="_ _4"></span>odbierane <span class="_ _4"></span>są <span class="_ _4"> </span>przez <span class="_ _4"> </span>podm<span class="_ _1"></span>ioty <span class="_ _4"></span>posiadające <span class="_ _4"></span>zezwole<span class="_ _1"></span>nia </div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">odpowiednich organów na dalsze gospoda<span class="_ _0"></span>rowanie odpadami.<span class="ff2"> </span></div><div class="t m0 x1 h2 y11f ff1 fs0 fc1 sc0 ls0 ws0">Transport odpadów odbywa się <span class="_ _1"></span>zgodnie z wymaganiami w z<span class="_ _1"></span>akresie ochrony środowis<span class="_ _1"></span>ka oraz bezpieczeństwa życia i </div><div class="t m0 x1 h2 y120 ff1 fs0 fc1 sc0 ls0 ws0">zdrowia <span class="_ _4"></span>ludzi, <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _4"></span>szczególności <span class="_ _4"></span>w <span class="_ _4"></span>sposó<span class="_ _1"></span>b <span class="_ _a"></span>uwzględniający <span class="_ _4"></span>właśc<span class="_ _1"></span>iwości <span class="_ _a"></span>c<span class="_ _1"></span>hemiczne <span class="_ _a"></span>i <span class="_ _4"></span>fizyczn<span class="_ _1"></span>e <span class="_ _4"></span>odpadów, <span class="_ _4"></span>w <span class="_ _4"></span>tym <span class="_ _4"></span>stan </div><div class="t m0 x1 h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">skupienia, oraz zagrożenia, które mogą powodować odpady.<span class="ff2"> </span></div><div class="t m0 x1 h2 y7dd ff2 fs0 fc5 sc0 ls0 ws0">RCEkoenergia </div><div class="t m0 x1 h2 y7c7 ff1 fs0 fc1 sc0 ls0 ws0">Sposób  postępowania  z  wytwarzanymi  odpadami  je<span class="_ _1"></span>st  zgodny  z <span class="_ _e"> </span><span class="ff2">krajowymi  regulacjami  prawnymi.  Pos<span class="_ _1"></span>iadane </span></div><div class="t m0 x1 h2 y7f0 ff2 fs0 fc1 sc0 ls0 ws0">pozwolenie zintegrowane z<span class="_ _0"></span>nak: WS.6222.2.2019<span class="_ _0"></span>.RJ z <span class="_ _8"></span>19.02.<span class="_ _1"></span>2020 <span class="_ _8"></span>r. zawiera m.in. <span class="_ _8"></span>mie<span class="_ _1"></span>jsca i <span class="_ _8"></span>sposoby magazy<span class="_ _0"></span>nowania </div><div class="t m0 x1 h2 y7f1 ff1 fs0 fc1 sc0 ls0 ws0">wytwarzanych odpadów i sposoby <span class="ff2">ich gospodarowania.  </span></div><div class="t m0 x1 h2 y153 ff1 fs0 fc1 sc0 ls0 ws0">Wszystkie <span class="_ _b"> </span>odpady <span class="_ _c"> </span>powstające <span class="_ _b"> </span>na <span class="_ _c"> </span>terenie <span class="_ _c"> </span>Spółki <span class="_ _b"> </span>są <span class="_ _b"> </span>m<span class="_ _1"></span>agazynowane <span class="_ _b"> </span>w <span class="_ _c"> </span>odpowiednio <span class="_ _b"> </span>zabe<span class="_ _1"></span>zpieczonych <span class="_ _b"> </span>szczelnych </div><div class="t m0 x1 h2 y154 ff1 fs0 fc1 sc0 ls0 ws0">pojemnikach <span class="_ _b"> </span>w <span class="_ _b"> </span>wyznaczonych <span class="_ _b"> </span>do <span class="_ _b"> </span>tego <span class="_ _b"> </span>miejscach <span class="_ _b"> </span>okreś<span class="_ _1"></span>lonych <span class="_ _5"> </span>w <span class="_ _c"> </span>pozwoleniu <span class="_ _b"> </span>zintegrowanym. <span class="_ _5"> </span>Spółka <span class="_ _b"> </span>przekazuje </div><div class="t m0 x1 h2 yf0c ff1 fs0 fc1 sc0 ls0 ws0">odpady uprawnionym odbiorcom odpadów, którzy p<span class="_ _0"></span>osiadają <span class="_ _1"></span>stosowne zezwolenia. <span class="ff2"> </span></div><div class="t m0 x1 h2 y2b ff1 fs0 fc1 sc0 ls0 ws0">Odpad <span class="_ _6"></span>z <span class="_ _a"></span>instalacji <span class="_ _a"></span>do <span class="_ _a"></span>spalania <span class="_ _6"></span>paliw <span class="_ _a"></span>(elektrocie<span class="_ _1"></span>płownia) <span class="_ _a"></span>–<span class="ff2"> <span class="_ _a"></span></span>mieszanki <span class="_ _6"></span>popiołowo<span class="_ _1"></span><span class="ff2">-</span>żużlowe <span class="_ _6"></span>(kod <span class="_ _a"></span>10 <span class="_ _a"></span>01 <span class="_ _a"></span>80) <span class="_ _6"></span>odbierają </div><div class="t m0 x1 h2 y7ca ff1 fs0 fc1 sc0 ls0 ws0">osoby <span class="_ _1"></span>fizyczne <span class="_ _1"></span>na<span class="_ _1"></span> <span class="_ _1"></span>potrzeby <span class="_ _6"></span>własne <span class="_ _6"></span>–<span class="ff2"> <span class="_ _6"></span></span>jest <span class="_ _6"></span>to <span class="_ _6"></span>proces <span class="_ _1"></span>o<span class="_ _1"></span>dzysku R<span class="_ _1"></span>5. <span class="_ _1"></span>Odbiór <span class="_ _6"></span>potwierdzają <span class="_ _1"></span>s<span class="_ _1"></span>tosownym <span class="_ _1"></span>oświadczeniem <span class="_ _6"></span>o </div><div class="t m0 x1 h2 y722 ff2 fs0 fc1 sc0 ls0 ws0">celu oraz sposo<span class="_ _1"></span>bie wykorzystania od<span class="_ _1"></span><span class="ff1">padu zgodnie z postanowie<span class="_ _1"></span>niami Rozporządzenia Ministra Środowiska z <span class="_ _1"></span>dnia 10 </span></div><div class="t m0 x1 h2 y7cb ff1 fs0 fc1 sc0 ls0 ws0">listopada <span class="_ _4"></span>2015r. <span class="_ _5"> </span>w <span class="_ _5"> </span>sprawie <span class="_ _4"> </span>li<span class="_ _1"></span>sty <span class="_ _4"> </span>rodzajów <span class="_ _5"> </span>odpadów, <span class="_ _5"> </span>które <span class="_ _5"> </span>osoby <span class="_ _5"> </span>fizyczne <span class="_ _4"> </span>lub <span class="_ _5"> </span>jednostki <span class="_ _5"> </span>organizacyjne <span class="_ _4"></span>niebędące </div><div class="t m0 x1 h2 y7cc ff1 fs0 fc1 sc0 ls0 ws0">przedsiębiorcami mogą poddawać odzyskowi na<span class="_ _0"></span> potrzeby własne, oraz dopu<span class="ff2">s<span class="_ _1"></span>zczalnych metod ich odzysku. </span></div><div class="t m0 x1 h2 y216 ff1 fs0 fc1 sc0 ls0 ws0">Odpady <span class="_ _a"></span>z <span class="_ _a"></span>procesu <span class="_ _a"></span>oczyszczania <span class="_ _a"></span>ścieków <span class="_ _a"></span>przemysłowych <span class="_ _a"></span>o <span class="_ _a"></span>kodzie <span class="_ _a"></span>19 <span class="_ _a"></span>12 <span class="_ _a"></span>11* <span class="_ _a"></span>odbiera <span class="_ _a"></span>uprawniony <span class="_ _a"></span>odbiorca <span class="_ _a"></span>w <span class="_ _a"></span>ce<span class="_ _1"></span>lu </div><div class="t m0 x1 h2 y12c ff2 fs0 fc1 sc0 ls0 ws0">poddania ich procesowi unieszkodliwia<span class="_ _0"></span>nia D13. </div><div class="t m0 x1 h2 yf0f ff2 fs0 fc1 sc0 ls0 ws0">Odpad <span class="_ _1"></span>o <span class="_ _1"></span>kod<span class="_ _1"></span>zie <span class="_ _1"></span>17 <span class="_ _1"></span>04<span class="_ _1"></span> <span class="_ _1"></span>05 <span class="_ _6"></span>- <span class="_ _1"></span><span class="ff1">żel<span class="_ _1"></span>azo <span class="_ _1"></span>i <span class="_ _1"></span>s<span class="_ _1"></span>tal <span class="_ _1"></span> <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>2024 <span class="_ _1"></span>r.<span class="_ _1"></span> <span class="_ _1"></span>odebrał <span class="_ _6"></span>uprawniony <span class="_ _1"></span>odbiorca <span class="_ _1"></span>do<span class="_ _1"></span> <span class="_ _1"></span>recyklingu <span class="_ _1"></span>proces<span class="_ _1"></span> <span class="_ _1"></span>R4. <span class="_ _1"></span>Odpady </span></div><div class="t m0 x1 h2 ybdc ff2 fs0 fc1 sc0 ls0 ws0">kod <span class="_ _8"></span>15 <span class="_ _8"></span>01<span class="_ _1"></span> <span class="_ _8"></span>02 - <span class="_ _7"></span><span class="ff1">opakowania z <span class="_ _8"></span>tworzyw <span class="_ _0"></span>sztucznych <span class="_ _8"></span>(po surowcach) <span class="_ _8"></span>odebrał <span class="_ _8"></span>uprawniony <span class="_ _8"></span>o<span class="_ _1"></span>dbiorca <span class="_ _8"></span>i p<span class="_ _0"></span>oddał <span class="_ _8"></span>je p<span class="_ _0"></span>rocesowi </span></div><div class="t m0 x1 h2 ybdd ff1 fs0 fc1 sc0 ls0 ws0">R12, <span class="_ _8"></span>a <span class="_ _0"></span>następne <span class="_ _8"></span>przekazał <span class="_ _8"></span>do proc<span class="ff2">esu <span class="_ _8"></span>R3. <span class="_ _0"></span>Odpad <span class="_ _7"></span>o k<span class="_ _0"></span>odzie <span class="_ _8"></span>16 02 <span class="_ _7"></span>14 - <span class="_ _7"></span><span class="ff1">zużyte<span class="_ _1"></span> <span class="_ _8"></span>urządzenia <span class="_ _8"></span>odebrał up<span class="_ _8"></span>rawnio<span class="_ _1"></span>ny <span class="_ _8"></span>odbiorca </span></span></div><div class="t m0 x1 h2 ybde ff2 fs0 fc1 sc0 ls0 ws0">do procesu R12. </div><div class="t m0 x1 h2 y800 ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT Bitumen </div><div class="t m0 x1 h2 yf47 ff1 fs0 fc1 sc0 ls0 ws0">Kwestie gospodarki odpadami w Spółce regulują dokumenty:<span class="ff2"> </span></div><div class="t m0 xa h11 y1071 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Procedura BIT.46.02.00.00 Gospodarka odpadami, </span></span></div><div class="t m0 xa h11 y1072 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Instrukcja BIT.46.02.01.00 Plan gospodarki odpadami, </span></span></div><div class="t m0 xa h11 y1073 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Pozwolenie Zintegrowane. </span></span></div><div class="t m0 x1 h2 y1074 ff1 fs0 fc1 sc0 ls0 ws0">Spółka  w <span class="_ _9"> </span>główne<span class="_ _1"></span>j  mierze <span class="_ _9"> </span>nabywa  surowce  do <span class="_ _9"> </span>produkcji  asfaltów.  Część  z <span class="_ _9"> </span>nich  przywożona  jest  cysternami<span class="_ _0"></span> </div><div class="t m0 x1 h2 y1075 ff1 fs0 fc1 sc0 ls0 ws0">samochodowymi <span class="_ _6"></span>lub <span class="_ _1"></span>kolejow<span class="_ _1"></span>ymi. <span class="_ _1"></span>Inn<span class="_ _1"></span>e <span class="_ _1"></span>s<span class="_ _1"></span>urowce, <span class="_ _6"></span>takie <span class="_ _1"></span>j<span class="_ _1"></span>ak <span class="_ _1"></span>S<span class="_ _1"></span>BS, <span class="_ _1"></span>trans<span class="_ _1"></span>portowane <span class="_ _1"></span>s<span class="_ _1"></span>ą <span class="_ _1"></span> <span class="_ _a"></span> <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>opakowaniach <span class="_ _6"></span>typu<span class="_ _1"></span> <span class="_ _1"></span>big<span class="_ _6"></span><span class="ff2">-bag </span></div><div class="t m0 x1 h2 y1076 ff2 fs0 fc1 sc0 ls0 ws0">posadowionych na paletach. Opakowania te w zale<span class="ff1">żności od rodzaju przekazywane są:</span> </div><div class="t m0 xa h11 y1077 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Palety <span class="_ _0"></span>drewniane <span class="ff1">–</span> <span class="_ _8"></span><span class="ff1">przekazywane są <span class="_ _8"></span>os<span class="_ _1"></span>obom <span class="_ _8"></span>fi<span class="_ _1"></span>zycznym do <span class="_ _8"></span>dalszego wykorzystania <span class="_ _8"></span>(ew<span class="_ _1"></span>idencja p<span class="_ _8"></span>ro<span class="_ _1"></span>wadzona </span></span></span></div><div class="t m0 xc h2 y1078 ff2 fs0 fc1 sc0 ls0 ws0">sjest w systemie BDO zgodnie z przepisami prawa); </div><div class="t m0 xa h11 y1079 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Opakowania <span class="_ _1"></span>big-bag <span class="_ _1"></span><span class="ff1">–<span class="_ _1"></span></span> <span class="_ _1"></span><span class="ff1">przekazywane <span class="_ _6"></span>są <span class="_ _1"></span>firm<span class="_ _1"></span>ie <span class="_ _1"></span>posiadającej <span class="_ _1"></span>odpowiednie <span class="_ _6"></span>pozwolenia <span class="_ _1"></span>(<span class="_ _1"></span>opakowania <span class="_ _1"></span>czyste, </span></span></span></div><div class="t m0 xc h2 y107a ff1 fs0 fc1 sc0 ls0 ws0">nieuszkodzone <span class="_ _9"> </span>przekazywane <span class="_ _9"> </span>są  w <span class="_ _c"> </span>c<span class="_ _1"></span>elu <span class="_ _9"> </span>dalszego <span class="_ _9"> </span>wykorzystania, <span class="_ _9"> </span>a  np. <span class="_ _9"> </span>zanieczyszczone <span class="_ _9"> </span>substancjami </div><div class="t m0 xc h2 yf4e ff1 fs0 fc1 sc0 ls0 ws0">ropopochodnymi lub uszkodzone przekazywane są do utylizacji)<span class="ff2">. </span></div></div></div><div class="pi" ></div></div><div id="pfa4" class="pf w0 h0" ><div class="pc pca4 w0 h0"><img class="bi x9 ye4c w9 h194" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">164<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Spółka ma <span class="_ _1"></span>podpisaną <span class="_ _1"></span>umowę <span class="_ _1"></span>z Organizacją O<span class="_ _1"></span>dzysku, która<span class="_ _1"></span> re<span class="_ _1"></span>alizuje w <span class="_ _1"></span>jej imie<span class="_ _1"></span>niu obowiązki <span class="_ _1"></span>wynikające z<span class="_ _1"></span> ustawy <span class="_ _1"></span>z </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">dnia <span class="_ _8"></span>11 <span class="_ _8"></span>maja <span class="_ _0"></span>2001 <span class="_ _8"></span>r. o <span class="_ _7"></span>obowiązkach <span class="_ _8"></span>przedsiębiorców<span class="_ _1"></span> <span class="_ _8"></span>w <span class="_ _8"></span>zakresie gospoda<span class="_ _8"></span>ro<span class="_ _1"></span>wania <span class="_ _8"></span>niektórymi <span class="_ _8"></span>odpadami <span class="_ _8"></span>oraz <span class="_ _8"></span>o<span class="_ _1"></span> <span class="_ _8"></span>opłacie </div><div class="t m0 x1 h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">produktowej. </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">Produkty <span class="_ _b"> </span>Spółki <span class="_ _b"> </span>nie<span class="_ _1"></span> <span class="_ _b"> </span>są <span class="_ _c"> </span>sprzedawane <span class="_ _b"> </span>w <span class="_ _b"> </span>o<span class="_ _1"></span>pakowaniach. <span class="_ _b"> </span>Transport <span class="_ _c"> </span>gotowego <span class="_ _b"> </span>produktu <span class="_ _c"> </span>do <span class="_ _b"> </span>klienta <span class="_ _c"> </span>odbywa <span class="_ _b"> </span>się <span class="_ _b"> </span>w<span class="_ _1"></span> </div><div class="t m0 x1 h2 y144 ff2 fs0 fc1 sc0 ls0 ws0">cysternach samochodowych. </div><div class="t m0 x1 h2 y794 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>ramach <span class="_ _1"></span>działań <span class="_ _1"></span>wpisujących <span class="_ _1"></span>się<span class="_ _1"></span> w<span class="_ _1"></span> <span class="_ _1"></span>gospodarkę <span class="_ _1"></span>o <span class="_ _1"></span>obiegu <span class="_ _6"></span>zamkniętym, w<span class="_ _1"></span> <span class="_ _1"></span>2024 <span class="_ _1"></span>roku <span class="_ _1"></span>Spół<span class="_ _1"></span>ka wykonała <span class="_ _1"></span>wyt<span class="_ _1"></span>apiarkę, </div><div class="t m0 x1 h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">która <span class="_ _1"></span>ma <span class="_ _6"></span>za <span class="_ _1"></span>zad<span class="_ _1"></span>anie <span class="_ _1"></span>przetwarzanie <span class="_ _1"></span>asfaltu<span class="_ _1"></span> <span class="_ _1"></span>pozaklasowego <span class="_ _6"></span>przez <span class="_ _1"></span>jego<span class="_ _1"></span> <span class="_ _1"></span>podgrzewanie <span class="_ _1"></span>z<span class="_ _1"></span>a <span class="_ _1"></span>pomoc<span class="_ _1"></span>ą <span class="_ _1"></span>oleju <span class="_ _1"></span>grzewcze<span class="_ _1"></span>go <span class="_ _1"></span>i </div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">transport <span class="_ _1"></span>ciekłego <span class="_ _1"></span>asfaltu <span class="_ _1"></span>do <span class="_ _1"></span>zbiorników<span class="ff2"> <span class="_ _1"></span></span>docelowych <span class="_ _1"></span>(surowcowych). <span class="_ _1"></span>Następnie <span class="_ _1"></span>odbywa się <span class="_ _1"></span>przerób <span class="_ _1"></span>tych <span class="_ _1"></span>surowców </div><div class="t m0 x1 h2 y754 ff1 fs0 fc1 sc0 ls0 ws0">na węzłach produkcyjnych w celu uzyskania gotowych wyrobów. <span class="ff2"> </span></div><div class="t m0 x1 h2 y120 ff2 fs0 fc5 sc0 ls0 ws0">Stacje paliw AVIA </div><div class="t m0 x1 h2 yf0a ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _8"></span>stacjach <span class="_ _8"></span>paliw <span class="_ _8"></span>AV<span class="_ _1"></span>IA <span class="_ _8"></span>zostały wd<span class="_ _0"></span>rożone <span class="_ _8"></span>ró<span class="_ _1"></span>wnież <span class="_ _7"></span>proc<span class="_ _1"></span>edury <span class="_ _8"></span>zarządzania <span class="_ _8"></span>odpadami <span class="_ _8"></span>niebezpiec<span class="_ _1"></span>znymi. <span class="_ _8"></span>Do <span class="_ _8"></span>składowania </div><div class="t m0 x1 h2 y7dd ff1 fs0 fc1 sc0 ls0 ws0">substancji <span class="_ _a"></span>niebezpiecznych <span class="_ _6"></span>wyznaczane <span class="_ _6"></span>s<span class="_ _1"></span>ą <span class="_ _6"></span>strefy <span class="_ _a"></span>ich <span class="_ _a"></span>składowania <span class="_ _6"></span>na <span class="_ _6"></span>każdej <span class="_ _a"></span>stacji. <span class="_ _a"></span>Spółka <span class="_ _6"></span>ws<span class="_ _1"></span>półpracuje <span class="_ _6"></span>z <span class="_ _a"></span>firmami </div><div class="t m0 x1 h2 y123 ff2 fs0 fc1 sc0 ls0 ws0">wyspecjalizowanymi <span class="_ _e"> </span>w <span class="_ _e"> </span>odbiorze <span class="_ _e"> </span>i <span class="_ _e"> </span>u<span class="ff1">tylizacji <span class="_ _e"> </span>o<span class="_ _1"></span>dpadów <span class="_ _e"> </span>niebezpiecznych. <span class="_ _e"> </span>Odpady <span class="_ _e"> </span>niebezpieczne <span class="_ _e"> </span>zbierane <span class="_ _e"> </span>są <span class="_ _e"> </span>w </span></div><div class="t m0 x1 h2 y124 ff1 fs0 fc1 sc0 ls0 ws0">oznaczonych pojemnikach i oddawane do <span class="_ _0"></span>utylizacji według potrzeb i wytworzenia. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y7f1 ff1 fs0 fc1 sc0 ls0 ws0">Spóła organizuje sposób magazynowania odpadów i <span class="_ _0"></span>ich odbiorów w zakresie:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y153 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">odpadów <span class="_ _8"></span>komunalnych <span class="ff2">- <span class="_ _8"></span><span class="ff1">ws<span class="_ _1"></span>półpracuje <span class="_ _8"></span>z lok<span class="_ _0"></span>alnymi <span class="_ _0"></span>odbiorcami <span class="_ _0"></span>odpadów <span class="_ _8"></span>komunalnych w <span class="_ _8"></span>każdej lokali<span class="_ _0"></span>zacji w </span></span></span></span></div><div class="t m0 xc h2 y154 ff1 fs0 fc1 sc0 ls0 ws0">tym <span class="_ _d"> </span>także <span class="_ _19"> </span>frakcji <span class="_ _d"> </span>se<span class="_ _1"></span>gregowanych <span class="_ _d"> </span>(plastik, <span class="_ _19"> </span>papier, <span class="_ _d"> </span>szkło)<span class="_ _1"></span>, <span class="_ _d"> </span>monitoruje <span class="_ _19"> </span>ilość <span class="_ _19"> </span>wytwarzanych <span class="_ _d"> </span>odpadów </div><div class="t m0 xc h2 yf0c ff2 fs0 fc1 sc0 ls0 ws0">komunalnych, </div><div class="t m0 xa h11 yc51 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">odpadów <span class="_ _4"></span>do <span class="_ _4"></span>utylizacji <span class="_ _5"> </span><span class="ff2">-<span class="ls3f">  </span></span>Spółka <span class="_ _4"></span>współpracuje <span class="_ _4"> </span>z <span class="_ _5"> </span>odbiorcami <span class="_ _4"> </span>odpadów <span class="_ _5"> </span>niebezpiecznych <span class="_ _4"></span>do <span class="_ _5"> </span>utylizacji <span class="_ _4"></span>oraz </span></span></div><div class="t m0 xc h2 yb4b ff1 fs0 fc1 sc0 ls0 ws0">organizuje <span class="_ _5"> </span>zbieranie <span class="_ _5"> </span>i <span class="_ _5"> </span>utylizację <span class="_ _5"> </span>tych <span class="_ _b"> </span>odpadów. <span class="_ _4"> </span> <span class="_ _b"> </span>Spółka <span class="_ _4"> </span>za<span class="_ _1"></span>rejestrowana <span class="_ _5"> </span>jest <span class="_ _5"> </span>w <span class="_ _5"> </span>BDO. <span class="_ _5"> </span> <span class="_ _b"> </span>W <span class="_ _4"> </span>s<span class="_ _1"></span>ystemie <span class="_ _5"> </span>BDO </div><div class="t m0 xc h2 y102b ff1 fs0 fc1 sc0 ls0 ws0">prowadzona jest ewidencja i sprawozdawczość w zakresie g<span class="_ _1"></span><span class="ff2">ospodarki odpadami. Odpady niebezpieczne do </span></div><div class="t m0 xc h2 yf3f ff1 fs0 fc1 sc0 ls0 ws0">utylizacji m<span class="_ _1"></span>agazynowane s<span class="_ _1"></span>ą w <span class="_ _1"></span>oznakowanych <span class="_ _1"></span>pojemnikach <span class="_ _1"></span>i <span class="_ _1"></span>przekazywane <span class="_ _1"></span>do utylizacji <span class="_ _1"></span>na <span class="_ _1"></span>podstawie <span class="_ _1"></span>Kart </div><div class="t m0 xc h2 yf40 ff1 fs0 fc1 sc0 ls0 ws0">przekazania odpadów.  <span class="ff2"> </span></div><div class="t m0 x1 h2 ya3b ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _9"> </span>zakresie <span class="_ _c"> </span>o<span class="_ _1"></span>graniczania <span class="_ _c"> </span>odp<span class="_ _1"></span>adów, <span class="_ _c"> </span>w <span class="_ _9"> </span>stacjach <span class="_ _9"> </span>AVIA <span class="_ _9"> </span>wprowadzono <span class="_ _9"> </span>torby <span class="_ _9"> </span>papierowe <span class="_ _9"> </span>jako <span class="_ _c"> </span>z<span class="_ _1"></span>amienniki <span class="_ _9"> </span>do <span class="_ _c"> </span>tore<span class="_ _1"></span>b </div><div class="t m0 x1 h2 yf42 ff1 fs0 fc1 sc0 ls0 ws0">wykonanych <span class="_ _6"></span>z <span class="_ _a"></span>tworzyw <span class="_ _6"></span>s<span class="_ _1"></span>ztucznych. <span class="_ _6"></span>W<span class="_ _1"></span> <span class="_ _6"></span>punktach <span class="_ _a"></span>kawowych <span class="_ _6"></span>wprowadzono <span class="_ _a"></span>dodatkowo <span class="_ _6"></span>kubki <span class="_ _6"></span>w<span class="_ _1"></span>ielokrotnego <span class="_ _a"></span>użytku,<span class="_ _0"></span> </div><div class="t m0 x1 h2 y7cf ff1 fs0 fc1 sc0 ls0 ws0">które klient może zakupić jako alternatywne opakowanie dla opakowań jednorazowych. <span class="ff2"> </span></div><div class="t m0 x1 h2 y218 ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT Commodities </div><div class="t m0 x1 h2 ybdd ff1 fs0 fc1 sc0 ls0 ws0">Spółka wp<span class="_ _0"></span>rowadzając węgiel do <span class="_ _8"></span>o<span class="_ _1"></span>brotu k<span class="_ _0"></span>upuje go i <span class="_ _8"></span>sprzedaje<span class="_ _1"></span> luz<span class="_ _0"></span>em, nie p<span class="_ _0"></span>rodukując przy <span class="_ _8"></span>t<span class="_ _1"></span>ym odpadów <span class="_ _0"></span>z opakowań.<span class="_ _0"></span> </div><div class="t m0 x1 h2 ybde ff1 fs0 fc1 sc0 ls0 ws0">Wszelkie <span class="_ _d"> </span>operacje <span class="_ _d"> </span>związane <span class="_ _d"> </span>z <span class="_ _19"> </span>powstaniem <span class="_ _d"> </span>odpadów <span class="_ _d"> </span>(np. <span class="_ _d"> </span>s<span class="_ _1"></span>erwis <span class="_ _d"> </span>ładowarek) <span class="_ _d"> </span>zlecane <span class="_ _d"> </span>są <span class="_ _d"> </span>do <span class="_ _d"> </span>us<span class="_ _1"></span>ługodawców </div><div class="t m0 x1 h2 ybdf ff1 fs0 fc1 sc0 ls0 ws0">zewnętrznych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1f2 ff1 fs0 fc1 sc0 ls0 ws0">Poniższa tabela przedstawia <span class="_ _1"></span>odpady niebezpieczne i<span class="_ _1"></span> inne niż <span class="_ _1"></span>niebezpieczne wg me<span class="_ _1"></span>tody zagospodarowania w<span class="_ _1"></span> Grupie </div><div class="t m0 x1 h2 y363 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT. </div></div><div class="c x1 y107b wc1 h188"><div class="t m0 xb h2 y651 ff2 fs0 fc5 sc0 ls0 ws0">Zasoby wyprowadzane z organizacji<span class="fc1"> </span></div></div><div class="c xd5 y107b wc2 h188"><div class="t m0 xb h2 y651 ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c xf2 y107b wc3 h188"><div class="t m0 xb h2 y651 ff2 fs0 fc5 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c x1 y107c w94 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Odpady skierowane do odzysku </div></div><div class="c x1 y107d w94 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Odpady niebezpieczne:<span class="fc1"> </span></div></div><div class="c x1 y3c6 wc1 h1c0"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Przygotowanie do ponownego użycia<span class="ff2"> </span></div></div><div class="c xd5 y3c6 wc2 h1c0"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y3c6 wc3 h1c0"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 ya45 wc1 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Recykling </div></div><div class="c xd5 ya45 wc2 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 ya45 wc3 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">573,82 </div></div><div class="c x1 y107e wc1 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Inne procesy odzysku </div></div><div class="c xd5 y107e wc2 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y107e wc3 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,10 </div></div><div class="c x1 y107f w94 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Odpady inne niż niebezpieczne:<span class="ff2"> </span></div></div><div class="c x1 y1080 wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Przygotowanie do ponownego użycia<span class="ff2"> </span></div></div><div class="c xd5 y1080 wc2 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y1080 wc3 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">7,30 </div></div><div class="c x1 y1081 wc1 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Recykling </div></div><div class="c xd5 y1081 wc2 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y1081 wc3 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">114,04 </div></div><div class="c x1 y1082 wc1 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Inne procesy odzysku </div></div><div class="c xd5 y1082 wc2 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y1082 wc3 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2095,45 </div></div></div><div class="pi" ></div></div><div id="pfa5" class="pf w0 h0" ><div class="pc pca5 w0 h0"><img class="bi x9 y1083 w9 h1c1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">165<span class="ls0"> </span></div></div><div class="c x1 y105f wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Całkowita ilość odpadów skierowanych do odz<span class="_ _0"></span>ysku<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xd5 y105f wc2 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y105f wc3 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">2481,13<span class="fc1"> </span></div></div><div class="c x1 y1060 w94 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Odpady skierowane do utylizacji </div></div><div class="c x1 y1d5 w94 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Odpady niebezpieczne:<span class="fc1"> </span></div></div><div class="c x1 y1084 wc1 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Spalanie </div></div><div class="c xd5 y1084 wc2 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y1084 wc3 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">157,11 </div></div><div class="c x1 y1085 wc1 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Składowanie<span class="ff2"> </span></div></div><div class="c xd5 y1085 wc2 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y1085 wc3 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y1086 wc1 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Inne procesy utylizacji </div></div><div class="c xd5 y1086 wc2 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y1086 wc3 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">228,64 </div></div><div class="c x1 y1087 w94 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Odpady inne niż niebezpieczne:<span class="ff2 fc1"> </span></div></div><div class="c x1 y1088 wc1 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Spalanie </div></div><div class="c xd5 y1088 wc2 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y1088 wc3 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">80,48 </div></div><div class="c x1 y1089 wc1 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Składowanie<span class="ff2"> </span></div></div><div class="c xd5 y1089 wc2 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y1089 wc3 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">3,00 </div></div><div class="c x1 y108a wc1 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Inne procesy utylizacji </div></div><div class="c xd5 y108a wc2 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y108a wc3 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">33,87 </div></div><div class="c x1 ydaa wc1 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Całkowita ilość odpadów skierowanych do utyli<span class="_ _0"></span>zacji<span class="_ _1"></span><span class="ff2 fc1"> </span></div></div><div class="c xd5 ydaa wc2 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 ydaa wc3 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">762,50 </div></div><div class="c x1 y738 wc1 h1c0"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Całkowita ilość odpadów promieniotwórczych<span class="ff2"> </span></div></div><div class="c xd5 y738 wc2 h1c0"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y738 wc3 h1c0"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y69 wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Całkowita ilość wytworzonych odpadów<span class="ff2"> </span></div></div><div class="c xd5 y69 wc2 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y69 wc3 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">3279,85 </div></div><div class="c x1 y108b wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Całkowita ilość odpadów niebezpiecznych<span class="ff2"> </span></div></div><div class="c xd5 y108b wc2 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y108b wc3 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">959,67 </div></div><div class="c x1 y27 wc1 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowita ilość odpadów niepodda<span class="_ _0"></span>nych recyklingowi<span class="ff2"> </span></div></div><div class="c xd5 y27 wc2 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y27 wc3 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2495,43 </div></div><div class="c x1 ye25 wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wartość procentowa odpadów niepoddanych recyklingowi<span class="ff2"> </span></div></div><div class="c xd5 ye25 wc2 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xf2 ye25 wc3 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">76,08 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y108c ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _b"> </span>2-32<span class="ff1">. <span class="_ _c"> </span>Odpady <span class="_ _b"> </span>nie<span class="_ _1"></span>bezpieczne <span class="_ _c"> </span>i <span class="_ _b"> </span>inne<span class="_ _1"></span> <span class="_ _b"> </span>niż <span class="_ _c"> </span>niebezpieczne <span class="_ _b"> </span>w<span class="_ _1"></span>g <span class="_ _b"> </span>metody <span class="_ _c"> </span>zagospodarowania <span class="_ _b"> </span>w <span class="_ _c"> </span>Grupie <span class="_ _b"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _1"></span></span> </div><div class="t m2 x1 h1d y108d ff2 fs5 fc1 sc0 ls0 ws0">w 2024 <span class="ls40">r.</span> </div><div class="t m0 xa hf y108e ff2 fs1 fc7 sc0 ls0 ws0">2.6.<span class="ff5"> <span class="_ _8"></span><span class="ff2">Taksonomia Unii Europejskie<span class="_ _0"></span>j </span></span></div><div class="t m0 x1 h2 y108f ff1 fs0 fc1 sc0 ls0 ws0">W Sprawozdaniu Grupa UN<span class="_ _0"></span>IMOT po raz pierwszy ujawnia informacje dotyczą<span class="_ _0"></span>ce zgodności z Taksonomią dzia<span class="_ _8"></span>ł<span class="_ _1"></span>alności </div><div class="t m0 x1 h2 y1090 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonej środowiskowo Unii Europejskiej (nazy<span class="_ _0"></span>wane dalej Taksonomią UE).<span class="ff2"> </span></div><div class="t m0 x1 h2 y1091 ff1 fs0 fc1 sc0 ls0 ws0">Ujawnienia <span class="_ _1"></span>taksonomiczne<span class="_ _1"></span> <span class="_ _1"></span>Grupy <span class="_ _1"></span>Kapitałowej <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>za <span class="_ _6"></span>rok <span class="_ _1"></span>2024 <span class="_ _6"></span>zos<span class="_ _1"></span>tały <span class="_ _1"></span>przygotowane, <span class="_ _6"></span>wraz <span class="_ _1"></span>z <span class="_ _6"></span>całym <span class="_ _6"></span>procese<span class="_ _1"></span>m </div><div class="t m0 x1 h2 y373 ff1 fs0 fc1 sc0 ls0 ws0">ich <span class="_ _0"></span>poprowadzenia <span class="_ _8"></span>kwalifikacyjne<span class="_ _1"></span>go, <span class="_ _8"></span>zgodnie z <span class="_ _8"></span>wytycznymi Rozporządzenia <span class="_ _8"></span>Parlamentu Europejskiego <span class="_ _8"></span>i Rady <span class="_ _8"></span>(UE) nr </div><div class="t m0 x1 h2 y1092 ff2 fs0 fc1 sc0 ls0 ws0">2020/852 <span class="_ _1"></span>z <span class="_ _6"></span>dnia <span class="_ _1"></span>18.06.<span class="_ _1"></span>2020 <span class="_ _1"></span>r. <span class="_ _1"></span>w <span class="_ _6"></span>sprawi<span class="_ _1"></span><span class="ff1">e <span class="_ _1"></span>ustanow<span class="_ _1"></span>ienia <span class="_ _1"></span>ram <span class="_ _6"></span>ułatwiających <span class="_ _1"></span>zrównow<span class="_ _1"></span>ażone <span class="_ _1"></span>inwestycje <span class="_ _1"></span>(nazywanego </span></div><div class="t m0 x1 h2 y1093 ff1 fs0 fc1 sc0 ls0 ws0">dalej <span class="_ _a"></span>Rozporządzeniem <span class="_ _4"></span>Taksonomii<span class="_ _1"></span><span class="ff2"> <span class="_ _a"></span><span class="ls41">UE<span class="_ _1"></span></span></span>), <span class="_ _a"></span>zmieniającego <span class="_ _4"></span>Rozporządzenie <span class="_ _4"></span>Parlamentu <span class="_ _a"></span>Euro<span class="_ _1"></span>pejskiego <span class="_ _a"></span>i <span class="_ _4"></span>Rady <span class="_ _4"></span>(UE) <span class="_ _a"></span>nr </div><div class="t m0 x1 h2 y1094 ff1 fs0 fc1 sc0 ls0 ws0">2019/2088. <span class="_ _6"></span>Ich <span class="_ _6"></span>celem <span class="_ _6"></span>było <span class="_ _6"></span>określenie <span class="_ _6"></span>i <span class="_ _1"></span>ze<span class="_ _1"></span>stawienie <span class="_ _6"></span>ujawnień <span class="_ _1"></span>dotyczących <span class="_ _a"></span>działalnoś<span class="_ _1"></span>ci <span class="_ _1"></span>zrów<span class="_ _1"></span>noważonej <span class="_ _1"></span>ś<span class="_ _1"></span>rodowisko,<span class="_ _8"></span> </div><div class="t m0 x1 h2 y1041 ff1 fs0 fc1 sc0 ls0 ws0">realizowanej <span class="_ _8"></span>przez Grupę <span class="_ _8"></span>Ka<span class="_ _1"></span>pitałową <span class="_ _8"></span>UNIMOT pomiędzy <span class="ff2">01.01.2024 <span class="_ _8"></span>r.<span class="_ _1"></span>, <span class="_ _8"></span>a 31.12.2024 <span class="_ _8"></span>roku, jako <span class="_ _8"></span>wnie<span class="_ _1"></span>sienie istotneg<span class="_ _8"></span>o </span></div><div class="t m0 x1 h2 y1018 ff1 fs0 fc1 sc0 ls0 ws0">wkładu w realizację co najmni<span class="_ _1"></span>ej jednego z ce<span class="_ _1"></span>lów środowiskowych, określonych w art. 9 <span class="_ _1"></span>Rozporządzenia Taksonomii<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y1095 ff2 fs0 fc1 sc0 ls41 ws0">UE<span class="ff1 ls0">, <span class="_ _a"></span>przy <span class="_ _a"></span>równoczesnym <span class="_ _a"></span>określeniu <span class="_ _a"></span>c<span class="_ _1"></span>harakteru <span class="_ _6"></span>i <span class="_ _a"></span>rod<span class="_ _1"></span>zaju <span class="_ _a"></span>kwalifikacji <span class="_ _a"></span>oraz <span class="_ _a"></span>zgodności <span class="_ _a"></span>z <span class="_ _a"></span>syste<span class="_ _1"></span>matyką, <span class="_ _6"></span>określonych <span class="_ _a"></span>w </span></div><div class="t m0 x1 h2 y1096 ff2 fs0 fc1 sc0 ls0 ws0">odniesieniu do przeprowadzanego procesu oceny.  </div><div class="t m0 x1 h2 y1019 ff1 fs0 fc0 sc0 ls0 ws0">Metodologia badania zgodności z Taksonomią Unii <span class="_ _0"></span>Europejskiej<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yca0 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>realizację <span class="_ _8"></span>proc<span class="_ _1"></span>esu <span class="_ _8"></span>zaangażowani <span class="_ _8"></span>byli <span class="_ _0"></span>kluczowi <span class="_ _8"></span>managerowie<span class="_ _1"></span> <span class="_ _8"></span>i <span class="_ _8"></span>członkow<span class="_ _1"></span>ie <span class="_ _8"></span>Zarządów <span class="_ _8"></span>Spółek <span class="_ _8"></span>zależnych, <span class="_ _0"></span>Dyrektor <span class="_ _0"></span>ds. </div><div class="t m0 x1 h2 yb41 ff1 fs0 fc1 sc0 ls0 ws0">Relacji Inwes<span class="_ _1"></span>torskich i ESG w <span class="_ _1"></span>UNIMOT S.A., <span class="_ _1"></span>Koordynator ds. Zrównow<span class="_ _1"></span>ażonego Rozwoju w <span class="_ _1"></span>UNIMOT S.A., Kierownik </div><div class="t m0 x1 h2 yb26 ff1 fs0 fc1 sc0 ls0 ws0">Zespołu <span class="_ _1"></span>Controllingu <span class="_ _1"></span>w <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>S.A. <span class="_ _1"></span>Z<span class="_ _1"></span>godnie z <span class="_ _6"></span>Procedurą <span class="_ _1"></span>Zarządzania <span class="_ _1"></span>Zrównoważonym <span class="_ _1"></span>R<span class="_ _1"></span>ozwojem <span class="_ _1"></span>i <span class="_ _1"></span>Raportowania<span class="_ _8"></span> </div><div class="t m0 x1 h2 ye46 ff1 fs0 fc1 sc0 ls0 ws0">Danych <span class="_ _5"> </span>ESG, <span class="_ _b"> </span>za <span class="_ _b"> </span>zagadnienie <span class="_ _b"> </span>Taksonomii <span class="_ _b"> </span>UE <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>Grupie <span class="_ _b"> </span>UNIMOT <span class="_ _b"> </span>oraz <span class="_ _b"> </span>nadzór <span class="_ _5"> </span>na<span class="_ _1"></span>d <span class="_ _5"> </span>proce<span class="_ _1"></span>sem <span class="_ _5"> </span>badania <span class="_ _b"> </span>odpowiada </div><div class="t m0 x1 h2 y1045 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes <span class="_ _8"></span>ds. <span class="_ _8"></span>Finansowych <span class="_ _8"></span>w <span class="_ _7"></span>UNIMOT <span class="_ _8"></span>S.<span class="_ _1"></span>A. <span class="_ _7"></span>Badanie <span class="_ _8"></span>zostało p<span class="_ _8"></span>rze<span class="_ _1"></span>prowadzone <span class="_ _7"></span>przy <span class="_ _8"></span>współprac<span class="_ _1"></span>y<span class="_ _1"></span><span class="ff2"> <span class="_ _7"></span><span class="ff1">z <span class="_ _8"></span>grupą <span class="_ _8"></span>ze<span class="_ _1"></span>wnętrznych </span></span></div><div class="t m0 x1 h2 y1003 ff1 fs0 fc1 sc0 ls0 ws0">doradców z Akademii Górniczo<span class="ff2">-Hutniczej w Krakowie.  </span></div><div class="t m0 x1 h2 y31c ff1 fs0 fc1 sc0 ls0 ws0">Proces ten był realizowany w oparciu o trzy następujące filtry:<span class="ff2"> </span></div><div class="t m0 xa h11 y1097 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Filtr 1 <span class="ff1">–</span> Potencjalna kwalifikacja taksonomiczna, </span></span></div><div class="t m0 xa h11 y6bc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Filtr 2 <span class="ff1">–</span> Kwalifikacja taksonomiczna (tak<span class="_ _0"></span>sonomia w grupie grupy A), </span></span></div><div class="t m0 xa h11 y1098 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Filtr <span class="_ _7"></span>3 <span class="_ _8"></span><span class="ff1">–<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span><span class="ff1">Kwalifikacja <span class="_ _8"></span>taksonomiczna <span class="_ _8"></span>i <span class="_ _8"></span>zgodność <span class="_ _8"></span>z <span class="_ _8"></span>systematyką <span class="_ _8"></span>(<span class="_ _1"></span>taksonomia <span class="_ _7"></span>w <span class="_ _8"></span>podgrupie <span class="_ _8"></span>A1) <span class="_ _8"></span>l<span class="_ _1"></span>ub <span class="_ _7"></span>niezgodność </span></span></span></span></span></div><div class="t m0 xc h2 y1099 ff1 fs0 fc1 sc0 ls0 ws0">z systematyką (taksonomia w podgrupie A2).<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfa6" class="pf w0 h0" ><div class="pc pca6 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">166<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Każdy <span class="_ _1"></span>z <span class="_ _1"></span>powyższych <span class="_ _1"></span>e<span class="_ _1"></span>tapów <span class="_ _1"></span>proc<span class="_ _1"></span>esu <span class="_ _1"></span>oceny <span class="_ _1"></span>był <span class="_ _1"></span>prowadzony <span class="_ _6"></span>w <span class="_ _6"></span>następstwie <span class="_ _6"></span>wyników <span class="_ _1"></span>poprzedniego, <span class="_ _1"></span>będąc <span class="_ _1"></span>o<span class="_ _1"></span>partym </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">na następującym procesie analizy zgodności ze wskaza<span class="_ _0"></span>niami metodycznymi: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff2 fs0 fc5 sc0 ls0 ws0">Filtr 1 <span class="ff1">–</span> <span class="ff1">Potencjalna kwalifikacja taksonomiczna: zgodność dzia<span class="_ _8"></span>ł<span class="_ _1"></span>ań z:<span class="ff2"> </span></span></div><div class="t m0 xa h11 y11a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">art. <span class="ls1">10</span>-<span class="ff1">16 <span class="_ _8"></span>Rozporządzenia Parlamentu Europejskiego <span class="_ _0"></span>i Rady<span class="_ _0"></span> (UE) <span class="_ _8"></span>nr 2020/852 z <span class="_ _8"></span>dnia 18.06.2020 w <span class="_ _0"></span>sprawie </span></span></span></div><div class="t m0 xc h2 y11b ff1 fs0 fc1 sc0 ls0 ws0">ustanowienia ram ułatwiających zrównoważone inwestycje,<span class="ff2"> </span></div><div class="t m0 xa h11 y794 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">nie <span class="_ _19"> </span>wyrządzaniem <span class="_ _19"> </span>poważnyc<span class="_ _1"></span>h <span class="_ _19"> </span>szkód <span class="_ _19"> </span>dla<span class="_ _1"></span> <span class="_ _19"> </span>żadnego <span class="_ _19"> </span>z<span class="_ _1"></span> <span class="_ _19"> </span>celów <span class="_ _17"> </span>środowiskowych <span class="_ _19"> </span>określonych <span class="_ _19"> </span>w <span class="_ _17"> </span>art. <span class="_ _d"> </span>9<span class="_ _1"></span> </span></span></div><div class="t m0 xc h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">Rozporządzenia <span class="_ _e"> </span>Parlamentu <span class="_ _d"> </span>Europejskiego <span class="_ _e"> </span>i <span class="_ _e"> </span>Rady <span class="_ _e"> </span>(<span class="_ _1"></span>UE) <span class="_ _e"> </span>nr <span class="_ _d"> </span>2020/852 <span class="_ _e"> </span>z <span class="_ _d"> </span>dnia <span class="_ _e"> </span>18.06.2020 <span class="_ _e"> </span>w <span class="_ _d"> </span>sprawie </div><div class="t m0 xc h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">ustanowienia ram ułatwiających zrównoważone inwestycje, zgod<span class="_ _0"></span>nie z art. 17 tego rozporządzenia<span class="ff2">, </span></div><div class="t m0 x1 h2 y11f ff2 fs0 fc5 sc0 ls0 ws0">Filtr <span class="_ _6"></span>2 <span class="_ _a"></span><span class="ff1">–</span> <span class="_ _a"></span>Kwalifikacja <span class="_ _6"></span>taksonomiczna <span class="_ _a"></span>(taksonomia <span class="_ _6"></span>w <span class="_ _a"></span>grupie <span class="_ _6"></span>grupy <span class="_ _a"></span>A): <span class="_ _a"></span><span class="ff1 fc1">zgodność <span class="_ _a"></span>działań <span class="_ _6"></span>p<span class="_ _1"></span>o <span class="_ _6"></span>przejściu <span class="_ _a"></span>przez <span class="_ _6"></span>Filtr <span class="_ _a"></span>1 <span class="_ _a"></span>z </span></div><div class="t m0 x1 h2 y120 ff1 fs0 fc1 sc0 ls0 ws0">minimalnymi <span class="_ _8"></span>gwarancjami <span class="_ _8"></span>okreś<span class="_ _1"></span>lonymi <span class="_ _8"></span>w <span class="_ _8"></span>art. <span class="_ _0"></span>18 <span class="_ _8"></span> <span class="_ _0"></span>Rozporządzenia <span class="_ _8"></span>Parlamentu Europejskiego <span class="_ _7"></span>i Rad<span class="_ _0"></span>y <span class="_ _8"></span>(UE) nr <span class="_ _7"></span>2020/<span class="_ _1"></span>852 </div><div class="t m0 x1 h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">z dnia 18.06.2020 r. w sprawie ustanowienia ram ułatwia<span class="_ _0"></span>jących zrównoważone inwestycje,<span class="ff2"> </span></div><div class="t m0 x1 h2 y7dd ff2 fs0 fc5 sc0 ls0 ws0">Filtr <span class="_ _5"> </span>3 <span class="_ _5"> </span><span class="ff1">–</span> <span class="_ _5"> </span><span class="ff1">Kwalifikacja <span class="_ _5"> </span>taksonomiczna <span class="_ _5"> </span>i <span class="_ _5"> </span>zgodność<span class="_ _1"></span> <span class="_ _5"> </span>z <span class="_ _5"> </span>systematyką <span class="_ _5"> </span>(taksonomia <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>podgrupie <span class="_ _5"> </span>A1) <span class="_ _5"> </span>lub <span class="_ _5"> </span>niezgodność <span class="_ _5"> </span>z </span></div><div class="t m0 x1 h2 y123 ff1 fs0 fc5 sc0 ls0 ws0">systematyką <span class="_ _a"></span>(taksonomia <span class="_ _a"></span>w <span class="_ _4"></span>podgrupie <span class="_ _a"></span>A2): <span class="_ _4"></span><span class="fc1">zgodność <span class="_ _a"></span>działań <span class="_ _a"></span>po <span class="_ _4"></span>przejściu <span class="_ _a"></span>przez <span class="_ _a"></span>Filtr <span class="_ _4"></span>2 <span class="_ _4"></span>z <span class="_ _a"></span>te<span class="_ _1"></span>chnicznymi <span class="_ _a"></span>kryteriami </span></div><div class="t m0 x1 h2 y124 ff1 fs0 fc1 sc0 ls0 ws0">kwalifikacji, k<span class="_ _0"></span>tóre zostały <span class="_ _0"></span>ustanowione przez Komisję <span class="_ _8"></span>Europejs<span class="_ _1"></span>ką, <span class="_ _8"></span>zgodnie z art. 10 <span class="_ _8"></span>us<span class="_ _1"></span>t. 3, <span class="_ _8"></span>art. 11, ust. 3, <span class="_ _8"></span>art. 12 ust.<span class="_ _8"></span> </div><div class="t m0 x1 h2 y125 ff1 fs0 fc1 sc0 ls0 ws0">2, <span class="_ _5"> </span>art. <span class="_ _b"> </span>13 <span class="_ _b"> </span>ust. <span class="_ _5"> </span>2 <span class="_ _b"> </span>lub <span class="_ _b"> </span>art. <span class="_ _b"> </span>15 <span class="_ _b"> </span>ust. <span class="_ _b"> </span>2 <span class="_ _5"> </span>R<span class="_ _1"></span>ozporządz<span class="_ _0"></span>enia <span class="_ _b"> </span>Parlamentu <span class="_ _b"> </span>E<span class="_ _1"></span><span class="ff2">uropejskiego <span class="_ _b"> </span>i <span class="_ _5"> </span>Rady <span class="_ _5"> </span>(U<span class="_ _1"></span>E) <span class="_ _5"> </span>nr <span class="_ _b"> </span>2020/852 <span class="_ _b"> </span>z <span class="_ _b"> </span>dnia </span></div><div class="t m0 x1 h2 y7de ff1 fs0 fc1 sc0 ls0 ws0">18.06.2020  w  sprawie  u<span class="_ _8"></span>s<span class="_ _1"></span>tanowienia <span class="_ _9"> </span>ram  ułatwiających  zrównoważon<span class="ff2">e  inwestycje,  a <span class="_ _9"> </span>zestawionych  w  ramach </span></div><div class="t m0 x1 h2 yf45 ff1 fs0 fc1 sc0 ls0 ws0">następujących dokumentów:<span class="ff2"> </span></div><div class="t m0 xa h11 y28 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozporządzenia <span class="_ _1d"> </span>Delegowanego <span class="_ _1d"> </span>Komisji <span class="_ _1d"> </span>(UE) <span class="_ _1d"> </span>2021/2139 <span class="_ _1f"> </span>z <span class="_ _1d"> </span>dnia <span class="_ _1d"> </span>04.06.2021 <span class="_ _1d"> </span>r., <span class="_ _1d"> </span>uzupeł<span class="_ _1"></span>niającego </span></span></div><div class="t m0 xc h2 y128 ff1 fs0 fc1 sc0 ls0 ws0">Rozporządzenie  Parlamentu  Europejskiego  i  Rady  (UE)  2020/852  poprzez  ustanowienie  technicznych </div><div class="t m0 xc h2 ydae ff1 fs0 fc1 sc0 ls0 ws0">kryteriów <span class="_ _6"></span>kwalifikacji <span class="_ _a"></span>służących <span class="_ _a"></span>określeniu <span class="_ _a"></span>warunków, <span class="_ _a"></span>na <span class="_ _6"></span>jakich <span class="_ _a"></span>dana <span class="_ _6"></span>dzi<span class="_ _1"></span>ałalność <span class="_ _a"></span>gospodarcza <span class="_ _6"></span>kwal<span class="_ _1"></span>ifikuje </div><div class="t m0 xc h2 y3e9 ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _a"></span>jako <span class="_ _a"></span>wnosząca <span class="_ _a"></span>istotny <span class="_ _a"></span>wkład <span class="_ _6"></span>w <span class="_ _a"></span>ł<span class="_ _1"></span>agodzenie <span class="_ _a"></span>zmian <span class="_ _a"></span>klimatu <span class="_ _a"></span>lub <span class="_ _a"></span>w <span class="_ _a"></span>adaptację <span class="_ _6"></span>do <span class="_ _4"></span>zmian <span class="_ _a"></span>klimatu, <span class="_ _a"></span>a <span class="_ _6"></span>ta<span class="_ _1"></span>kże </div><div class="t m0 xc h2 ydaf ff1 fs0 fc1 sc0 ls0 ws0">określeniu, <span class="_ _8"></span>czy <span class="_ _8"></span>t<span class="_ _1"></span>a <span class="_ _8"></span>działalnoś<span class="_ _1"></span>ć <span class="_ _8"></span>gospodarcza <span class="_ _8"></span>nie<span class="_ _1"></span> <span class="_ _8"></span>wyrządza poważnych <span class="_ _8"></span>szkód <span class="_ _8"></span>wzg<span class="_ _1"></span>lędem <span class="_ _8"></span>żadnego z <span class="_ _8"></span>pozostałych </div><div class="t m0 xc h2 y7f5 ff1 fs0 fc1 sc0 ls0 ws0">celów środowiskowyc<span class="ff2 ls17">h,<span class="ls0"> </span></span></div><div class="t m0 xa h11 y7f6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozporządzenia <span class="_ _1d"> </span>delegowanego <span class="_ _1f"> </span>Komisji <span class="_ _1d"> </span>(UE) <span class="_ _1f"> </span>2021/2178 <span class="_ _1f"> </span>z <span class="_ _1d"> </span>dnia <span class="_ _1f"> </span>06.07.2021 <span class="_ _1f"> </span>r., <span class="_ _1d"> </span>uzupeł<span class="_ _1"></span>niającego </span></span></div><div class="t m0 xc h2 y7f7 ff1 fs0 fc1 sc0 ls0 ws0">Rozporządzenie <span class="_ _1"></span>Parlamentu <span class="_ _6"></span>Europejskiego <span class="_ _6"></span>i <span class="_ _1"></span>Rady <span class="_ _6"></span>(UE) <span class="_ _1"></span>202<span class="_ _1"></span>0/852, <span class="_ _1"></span>przez <span class="_ _6"></span>sprecyzowanie <span class="_ _6"></span>treści <span class="_ _6"></span>i <span class="_ _1"></span>prezentacji </div><div class="t m0 xc h2 y7f8 ff1 fs0 fc1 sc0 ls0 ws0">informacji dotyczących zrówno<span class="_ _1"></span>ważonej środowiskowo działalności <span class="_ _1"></span>gospodarczej, które<span class="_ _1"></span> mają być ujawniane </div><div class="t m0 xc h2 y7f9 ff1 fs0 fc1 sc0 ls0 ws0">przez  p<span class="_ _0"></span>rzedsiębiorstwa  podlegające  art. <span class="_ _9"> </span>19a  lub <span class="_ _9"> </span>29a  dyrektywy  2013/34/UE <span class="_ _9"> </span>oraz  określenie  metody<span class="_ _0"></span> </div><div class="t m0 xc h2 y7fa ff1 fs0 fc1 sc0 ls0 ws0">spełnienia tego obowiązku ujawniania informacji,<span class="ff2"> </span></div><div class="t m0 xa h11 y7fb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozporządzenia <span class="_ _7"></span>Delegowanego <span class="_ _8"></span>Komis<span class="_ _1"></span>ji <span class="_ _7"></span>(UE) <span class="_ _8"></span>2022/1214 <span class="_ _8"></span>z <span class="_ _8"></span>dnia <span class="_ _8"></span>09.03.<span class="_ _1"></span>2022 <span class="_ _7"></span>r.<span class="_ _1"></span>, <span class="_ _7"></span>zmieniającego <span class="_ _8"></span>Rozporządzenie </span></span></div><div class="t m0 xc h2 y1020 ff1 fs0 fc1 sc0 ls0 ws0">delegowane <span class="_ _17"> </span>(UE) <span class="_ _f"> </span>2021/2139<span class="_ _0"></span> <span class="_ _17"> </span>w <span class="_ _f"> </span>odniesieniu <span class="_ _17"> </span>do <span class="_ _17"> </span>działalności <span class="_ _f"> </span>gospodarczej <span class="_ _17"> </span>w <span class="_ _17"> </span>niektórych <span class="_ _17"> </span>sektorach </div><div class="t m0 xc h2 yf10 ff1 fs0 fc1 sc0 ls0 ws0">energetycznych oraz <span class="_ _8"></span>Rozporządzenie <span class="_ _8"></span>delegowane<span class="_ _1"></span> <span class="_ _8"></span>(UE) 2021/2178 <span class="_ _8"></span>w<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span>o<span class="_ _1"></span>dniesieniu d<span class="_ _8"></span>o<span class="_ _1"></span> <span class="_ _8"></span>publicznego ujawniania<span class="_ _8"></span> </span></div><div class="t m0 xc h2 y7fe ff1 fs0 fc1 sc0 ls0 ws0">szczególnych informacji w odniesieniu do tych rodzajów d<span class="_ _0"></span>ziałalnośc<span class="_ _1"></span>i gospodarczej,<span class="ff2"> </span></div><div class="t m0 xa h11 y7ff ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozporządzenia d<span class="_ _0"></span>elegowanego Komisji (UE) <span class="_ _8"></span>2023/2485 z dnia<span class="_ _0"></span> 27.06.2023 <span class="_ _0"></span>r., zmieniającego<span class="_ _0"></span> rozporządz<span class="_ _0"></span>enie </span></span></div><div class="t m0 xc h2 y800 ff1 fs0 fc1 sc0 ls0 ws0">delegowane <span class="_ _7"></span>(UE) <span class="_ _8"></span>2021/2139, <span class="_ _8"></span>ustanawiającego <span class="_ _7"></span>do<span class="_ _1"></span>datkowe <span class="_ _7"></span>techniczne <span class="_ _8"></span>kryteria <span class="_ _8"></span>kwalifikacji <span class="_ _7"></span>sł<span class="_ _1"></span>użące <span class="_ _7"></span>określeniu </div><div class="t m0 xc h2 y1f2 ff1 fs0 fc1 sc0 ls0 ws0">warunków, na <span class="_ _8"></span>ja<span class="_ _1"></span>kich <span class="_ _0"></span>niektóre rodzaje działalności<span class="ff2"> </span>gospodarczej kwalifik<span class="_ _8"></span>uj<span class="_ _1"></span>ą się jak<span class="_ _0"></span>o wnoszące istotny wkład<span class="_ _0"></span> </div><div class="t m0 xc h2 y363 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _6"></span>łagodzenie <span class="_ _6"></span>zmi<span class="_ _1"></span>an <span class="_ _6"></span>klimatu <span class="_ _6"></span>l<span class="_ _1"></span>ub <span class="_ _6"></span>w <span class="_ _a"></span>adaptację <span class="_ _6"></span>do <span class="_ _a"></span>zmian <span class="_ _6"></span>klimatu, <span class="_ _6"></span>a <span class="_ _a"></span>także <span class="_ _6"></span>określeniu,<span class="_ _1"></span> <span class="_ _6"></span>czy <span class="_ _6"></span>działalność <span class="_ _a"></span>ta <span class="_ _1"></span>nie<span class="_ _1"></span> </div><div class="t m0 xc h2 y423 ff1 fs0 fc1 sc0 ls0 ws0">wyrządza poważnych szkód względem żadnego z pozostałych celów środowiskowych,<span class="ff2"> </span></div><div class="t m0 xa h11 y3f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozporządzenia <span class="_ _1d"> </span>delegowanego <span class="_ _1f"> </span>Komisji <span class="_ _1d"> </span>(UE) <span class="_ _1f"> </span>2023/2486 <span class="_ _1f"> </span>z <span class="_ _1d"> </span>dnia <span class="_ _1f"> </span>27.06.2023 <span class="_ _1f"> </span>r., <span class="_ _1d"> </span>uzupeł<span class="_ _1"></span>niającego </span></span></div><div class="t m0 xc h2 yf15 ff1 fs0 fc1 sc0 ls0 ws0">rozporządzenie  Parlamentu <span class="_ _e"> </span>Europejskiego <span class="_ _e"> </span>i <span class="_ _e"> </span>Rady  (UE) <span class="_ _e"> </span>2020/<span class="_ _1"></span>852  poprzez <span class="_ _e"> </span>ustanowienie <span class="_ _e"> </span>technicznych </div><div class="t m0 xc h2 y3aa ff1 fs0 fc1 sc0 ls0 ws0">kryteriów <span class="_ _6"></span>kwalifikacji <span class="_ _a"></span>służących <span class="_ _a"></span>określeniu <span class="_ _a"></span>warunków, <span class="_ _a"></span>na <span class="_ _6"></span>jakich <span class="_ _a"></span>dana <span class="_ _6"></span>dzi<span class="_ _1"></span>ałalność <span class="_ _a"></span>gospodarcza <span class="_ _6"></span>kwal<span class="_ _1"></span>ifikuje </div><div class="t m0 xc h2 yf16 ff1 fs0 fc1 sc0 ls0 ws0">się ja<span class="_ _0"></span>ko <span class="_ _8"></span>w<span class="_ _1"></span>nosząca <span class="_ _8"></span>isto<span class="_ _1"></span>tny <span class="_ _8"></span>wkład w <span class="_ _8"></span>zrównoważone wykorzystywanie <span class="_ _8"></span>i <span class="_ _0"></span>ochronę za<span class="_ _8"></span>s<span class="_ _1"></span>obów <span class="_ _0"></span>wodnych <span class="_ _8"></span>i morskich, </div><div class="t m0 xc h2 y6c2 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _6"></span>przejśc<span class="_ _1"></span>ie <span class="_ _6"></span>na <span class="_ _a"></span>gospodarkę <span class="_ _6"></span>o <span class="_ _a"></span>obiegu <span class="_ _a"></span>zamkniętym, <span class="_ _6"></span>w <span class="_ _a"></span>zapobie<span class="_ _1"></span>ganie <span class="_ _6"></span>zanieczyszczeniu <span class="_ _a"></span>i <span class="_ _6"></span>je<span class="_ _1"></span>go <span class="_ _6"></span>kontrolę <span class="_ _a"></span>lub <span class="_ _6"></span>w </div><div class="t m0 xc h2 y804 ff1 fs0 fc1 sc0 ls0 ws0">ochronę <span class="_ _6"></span>i <span class="_ _6"></span>o<span class="_ _1"></span>dbudowę <span class="_ _6"></span>bioróżnorodności <span class="_ _6"></span>i <span class="_ _a"></span>ekosystemów, <span class="_ _6"></span>a <span class="_ _6"></span>także <span class="_ _6"></span>o<span class="_ _1"></span>kreśleniu, <span class="_ _6"></span>czy <span class="_ _6"></span>ta <span class="_ _a"></span>działalność <span class="_ _6"></span>gospodarcza </div><div class="t m0 xc h2 y805 ff1 fs0 fc1 sc0 ls0 ws0">nie wyrządza poważnych <span class="_ _1"></span>szkód względem które<span class="_ _1"></span>gokolwiek z i<span class="_ _1"></span>nnych celów <span class="_ _1"></span>środowiskowych, i zmieniającego </div><div class="t m0 xc h2 y806 ff1 fs0 fc1 sc0 ls0 ws0">rozporządzenie delegowane <span class="_ _0"></span>Komisji <span class="_ _0"></span>(UE) 2021/2178 <span class="_ _0"></span>w odnies<span class="_ _0"></span>ieniu do <span class="_ _8"></span>publiczne<span class="_ _1"></span>go ujawniania <span class="_ _8"></span>s<span class="_ _1"></span>zczególnych </div><div class="t m0 xc h2 y807 ff1 fs0 fc1 sc0 ls0 ws0">informacji  w <span class="_ _e"> </span>odniesieniu  do  tych <span class="_ _e"> </span>rodzajów  działalności  gospodarczej, <span class="_ _e"> </span>nazywanych  Rozporządzeniami </div><div class="t m0 xc h2 y808 ff2 fs0 fc1 sc0 ls0 ws0">delegowanymi Taksonomii <span class="ls41">UE<span class="ls9">. <span class="_ _0"></span><span class="ls0"> </span></span></span></div><div class="t m0 x1 h2 yf18 ff1 fs0 fc1 sc0 ls0 ws0">Proces <span class="_ _1"></span>przygotowania ujawnień był <span class="_ _1"></span>wsparty merytorycznie <span class="_ _1"></span>przez nie<span class="_ _1"></span>zależnych ekspertów <span class="_ _1"></span>zewnętrznych (<span class="_ _1"></span>z Akademii </div><div class="t m0 x1 h2 y1023 ff1 fs0 fc1 sc0 ls0 ws0">Górniczo<span class="ff2">-</span>Hutniczej <span class="_ _4"> </span>im. <span class="_ _5"> </span>Stanisława <span class="_ _4"></span>Staszica <span class="_ _4"></span>w <span class="_ _5"> </span>Krakowie <span class="_ _5"> </span>–<span class="_ _1"></span><span class="ff2"> <span class="_ _4"></span></span>z <span class="_ _5"> </span>Zespołu <span class="_ _4"> </span>Do<span class="_ _1"></span>skonalenia <span class="_ _4"></span>Procesów <span class="_ _4"> </span>Biznes<span class="_ _1"></span>owych <span class="_ _4"></span>AGH <span class="_ _b"> </span>–<span class="ff2"> </span></div><div class="t m0 x1 h2 y1024 ff2 fs0 fc1 sc0 ls0 ws0">nazywany dalej ZDPB AGH).  </div></div></div><div class="pi" ></div></div><div id="pfa7" class="pf w0 h0" ><div class="pc pca7 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">167<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc5 sc0 ls0 ws0">Filtr 1 <span class="ff1">–</span> Potencjalna kwalifikacja taksonomiczna - <span class="ff1">listopad/grudzień 2024 r.</span> </div><div class="t m0 x1 h2 y7 ff1 fs0 fc1 sc0 ls0 ws0">Analiza <span class="_ _8"></span>działalnośc<span class="_ _1"></span>i <span class="_ _8"></span>Grupy Kapitałowej <span class="_ _8"></span>UNIMOT w <span class="_ _8"></span>2024 roku, <span class="_ _8"></span>która <span class="_ _8"></span>zos<span class="_ _1"></span>tała <span class="_ _8"></span>przeprowadzona na <span class="_ _8"></span>bazie wiedzy<span class="_ _0"></span> <span class="_ _0"></span>Z<span class="_ _1"></span>espołu </div><div class="t m0 x1 h2 y119 ff2 fs0 fc1 sc0 ls0 ws0">Doskonalenia <span class="_ _c"> </span>P<span class="ff1">rocesów <span class="_ _c"> </span></span>Biznesowych <span class="_ _c"> </span>Akademii <span class="_ _c"> </span>G<span class="ff1">órniczo</span>-Hutniczej <span class="_ _c"> </span>w <span class="_ _c"> </span>Krakowie,<span class="_ _1"></span> <span class="_ _b"> </span><span class="ff1">o<span class="_ _1"></span>partej <span class="_ _b"> </span>na<span class="_ _1"></span> <span class="_ _b"> </span>w<span class="_ _1"></span>spółpracy <span class="_ _c"> </span>z <span class="_ _c"> </span>Grupą </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">Kapitałową <span class="_ _9"> </span>UNIMOT <span class="_ _c"> </span>(w <span class="_ _9"> </span>tym <span class="_ _9"> </span>przede <span class="_ _9"> </span>wszystkim <span class="_ _c"> </span>w <span class="_ _9"> </span>ramach <span class="_ _9"> </span>prowadzenie <span class="_ _9"> </span>procesu <span class="_ _9"> </span>podwójnej <span class="_ _9"> </span>istotności), <span class="_ _c"> </span>analiza </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">sprawozdania  z  działalności  Grupy  UNIMOT  za  rok  2023  a<span class="_ _1"></span>  przede  wszystkim  sprawozdań  finansowych  oraz<span class="_ _1"></span> </div><div class="t m0 x1 h2 y145 ff2 fs0 fc1 sc0 ls0 ws0">niefinansowych <span class="_ _8"></span>Grupy <span class="_ _7"></span>UNIMOT<span class="_ _1"></span> <span class="_ _7"></span>za <span class="_ _8"></span>rok <span class="_ _8"></span><span class="ff1">2023, <span class="_ _8"></span>analiza <span class="_ _8"></span>raportów<span class="_ _1"></span> <span class="_ _7"></span>okre<span class="_ _1"></span>sowych <span class="_ _7"></span>i <span class="_ _8"></span>bieżących <span class="_ _8"></span>Grupy <span class="_ _8"></span>UNIMOT,<span class="_ _1"></span><span class="ff2"> <span class="_ _7"></span>publikowanych </span></span></div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">na stronie www Grupy, a <span class="_ _8"></span>także ekspercka znajomość procesów związa<span class="_ _0"></span>nych z produkcją paliw i energii, w p<span class="_ _0"></span>ołączeniu </div><div class="t m0 x1 h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _b"> </span>analizą <span class="_ _5"> </span>z<span class="_ _1"></span>apisów <span class="_ _b"> </span>Rozporządzeń <span class="_ _b"> </span>delegowanych <span class="_ _b"> </span>Taksonomii<span class="ff2"> <span class="_ _b"> </span><span class="ls41">UE</span></span>, <span class="_ _b"> </span>pozwoliły <span class="_ _b"> </span>na <span class="_ _b"> </span>zbudowanie <span class="_ _b"> </span>check <span class="_ _b"> </span>listy <span class="_ _b"> </span>dotyczącej </div><div class="t m0 x1 h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">zagadnień, jakie można zestawić dla Grupy UNIMOT w układzie p<span class="_ _8"></span>o<span class="_ _1"></span>tencjalnej kwalifikacji taksonomicznej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y755 ff1 fs0 fc1 sc0 ls0 ws0">Przedstawiony <span class="_ _5"> </span>plik <span class="_ _5"> </span>skła<span class="_ _1"></span>dał <span class="_ _5"> </span>się <span class="_ _b"> </span>z <span class="_ _5"> </span>dwóc<span class="_ _1"></span>h <span class="_ _5"> </span>części <span class="_ _b"> </span>(zakładek). <span class="_ _5"> </span>Pierwsza, <span class="_ _b"> </span>pod <span class="_ _5"> </span>nazwą <span class="_ _b"> </span>Techniczne <span class="_ _5"> </span>kryteria <span class="_ _b"> </span>kwalifikacji, </div><div class="t m0 x1 h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">zestawiała propozycje działań, w ujęciu p<span class="_ _0"></span>oszczególnych art. 10<span class="ff2">-</span>16 Rozporządzenia Parlamentu Europejskiego i Rad<span class="_ _8"></span>y<span class="_ _1"></span> </div><div class="t m0 x1 h2 y326 ff2 fs0 fc1 sc0 ls0 ws0">(UE) <span class="_ _0"></span>nr <span class="_ _0"></span>2020/852 z<span class="_ _0"></span> <span class="_ _0"></span>dnia <span class="_ _8"></span>18.06.2<span class="ff1">020 r. <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>sprawie ustanowienia <span class="_ _8"></span>ram <span class="_ _8"></span>ułatwiaj<span class="_ _1"></span>ących <span class="_ _8"></span>zrówno<span class="_ _1"></span>ważone <span class="_ _8"></span>inwestycje oraz <span class="_ _8"></span>nie </span></div><div class="t m0 x1 h2 yf3a ff1 fs0 fc1 sc0 ls0 ws0">wyrządzania <span class="_ _7"></span>poważnych <span class="_ _7"></span>szkód <span class="_ _8"></span>dla <span class="_ _7"></span>żadnego <span class="_ _7"></span>z <span class="_ _7"></span>celów<span class="_ _1"></span> <span class="_ _7"></span>środowiskowych, <span class="_ _7"></span>okreś<span class="_ _1"></span>lonych <span class="_ _7"></span>w <span class="_ _7"></span>art. <span class="_ _7"></span>9 <span class="_ _7"></span>Ro<span class="_ _1"></span>zporządzenia <span class="_ _7"></span>Parlamentu </div><div class="t m0 x1 h2 yf3b ff2 fs0 fc1 sc0 ls0 ws0">Europejskiego <span class="_ _6"></span>i <span class="_ _1"></span>Rady <span class="_ _6"></span>(UE) <span class="_ _6"></span>nr <span class="_ _6"></span>2020/852 <span class="_ _6"></span>z <span class="_ _6"></span>18.06.2020 <span class="_ _6"></span>r. <span class="_ _6"></span>w <span class="_ _6"></span>sprawie <span class="_ _a"></span><span class="ff1">ustanowienia <span class="_ _6"></span>ram <span class="_ _1"></span>uł<span class="_ _1"></span>atwiających <span class="_ _1"></span>zrównoważone </span></div><div class="t m0 x1 h2 yf3c ff1 fs0 fc1 sc0 ls0 ws0">inwestycje, a <span class="_ _8"></span>k<span class="_ _1"></span>tóre zgodnie <span class="_ _0"></span>z art. 17 tego <span class="_ _8"></span>rozporządzenia, mogą być traktowane jako <span class="_ _0"></span>prowadzone jako k<span class="_ _0"></span>walifikujące </div><div class="t m0 x1 h2 yf3d ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _a"></span>potencjalnie <span class="_ _a"></span>do <span class="_ _a"></span>taksonomii <span class="_ _a"></span>prze<span class="_ _1"></span>z <span class="_ _6"></span>Gru<span class="_ _1"></span>pę <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>w <span class="_ _a"></span>202<span class="_ _1"></span>4 <span class="_ _a"></span>roku. <span class="_ _a"></span>Zestawiono <span class="_ _a"></span>je <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>tej <span class="_ _a"></span>częśc<span class="_ _1"></span>i <span class="_ _a"></span>(zakładc<span class="_ _1"></span><span class="ff2">e) <span class="_ _a"></span>pliku<span class="_ _1"></span> <span class="_ _a"></span>w </span></div><div class="t m0 x1 h2 ye77 ff1 fs0 fc1 sc0 ls0 ws0">postaci <span class="_ _8"></span>tabeli, ułożonych <span class="_ _8"></span>w<span class="_ _1"></span>edle <span class="_ _8"></span>podrozdziałów danych <span class="_ _8"></span>załączników Rozporządzeń <span class="_ _8"></span>delegowanych Taksonomii, <span class="_ _8"></span>a także </div><div class="t m0 x1 h2 yf2b ff1 fs0 fc1 sc0 ls0 ws0">określonych <span class="_ _4"> </span>dla <span class="_ _4"></span>nich <span class="_ _5"> </span>celów <span class="_ _5"> </span>oraz <span class="_ _4"></span>tec<span class="_ _1"></span>hnicznych <span class="_ _4"></span>kryteriów <span class="_ _4"></span>kwalifikacji <span class="_ _4"></span>(w <span class="_ _5"> </span>ujęciu <span class="_ _4"> </span>is<span class="_ _1"></span>totny <span class="_ _4"></span>wkład <span class="_ _5"> </span>w <span class="_ _4"> </span>dany <span class="_ _5"> </span>cel <span class="_ _4"> </span>oraz<span class="_ _1"></span> <span class="_ _4"></span>nie </div><div class="t m0 x1 h2 y1026 ff1 fs0 fc1 sc0 ls0 ws0">czynienie <span class="_ _8"></span>poważnej szkody<span class="_ _8"></span> pozostałym <span class="_ _8"></span>celom), stanowiąc <span class="_ _7"></span>punkt <span class="_ _0"></span>wyjściowy <span class="_ _8"></span>do <span class="_ _0"></span>dalszej <span class="_ _8"></span>analizy,<span class="_ _1"></span> <span class="_ _8"></span>która <span class="_ _8"></span>była prowad<span class="_ _0"></span>zona </div><div class="t m0 x1 h2 y76b ff1 fs0 fc1 sc0 ls0 ws0">pod <span class="_ _1"></span>ich <span class="_ _1"></span>kątem <span class="_ _1"></span>w <span class="_ _6"></span>ramach <span class="_ _1"></span>Filtra <span class="_ _6"></span>3 <span class="_ _6"></span>–<span class="ff2"> <span class="_ _1"></span></span>Kwalifikacja <span class="_ _1"></span>taksonomiczna <span class="_ _1"></span>i <span class="_ _6"></span>zgodność <span class="_ _1"></span>z <span class="_ _6"></span>systematyką <span class="_ _1"></span>(taksonomia <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>podgrupie </div><div class="t m0 x1 h2 y101f ff1 fs0 fc1 sc0 ls0 ws0">A1) lub niezgodność z systematyką (tak<span class="_ _8"></span>s<span class="_ _1"></span>onomia w podgrup<span class="ff2">ie A2). </span></div><div class="t m0 x1 h2 y76d ff1 fs0 fc1 sc0 ls0 ws0">Najważniejszą dla kole<span class="_ _1"></span>jnych działań, <span class="_ _1"></span>stanowiących Filtr <span class="_ _1"></span>2 <span class="_ _1"></span>–<span class="ff2"> <span class="_ _1"></span>Kwalifikacja taksonomiczna <span class="_ _1"></span>(taksonomia w <span class="_ _1"></span>grupie grupy </span></div><div class="t m0 x1 h2 y76e ff1 fs0 fc1 sc0 ls0 ws0">A): <span class="_ _6"></span>zgodność <span class="_ _6"></span>działań <span class="_ _1"></span>po <span class="_ _6"></span>przejściu <span class="_ _6"></span>przez <span class="_ _6"></span>Filtr <span class="_ _1"></span>1 <span class="_ _6"></span>z<span class="_ _1"></span> <span class="_ _1"></span>minimalnymi <span class="_ _6"></span>gwarancjami <span class="_ _6"></span>określonymi <span class="_ _6"></span>w <span class="_ _6"></span>art. <span class="_ _1"></span>18 <span class="_ _6"></span> <span class="_ _6"></span>Ro<span class="_ _1"></span>zporządzenia </div><div class="t m0 x1 h2 y76f ff2 fs0 fc1 sc0 ls0 ws0">Parlamentu <span class="_ _5"> </span>Europejskiego <span class="_ _5"> </span>i <span class="_ _5"> </span>R<span class="_ _1"></span>ad<span class="ff1">y <span class="_ _5"> </span>(UE) <span class="_ _5"> </span>nr <span class="_ _b"> </span>2020/852 <span class="_ _5"> </span>z <span class="_ _5"> </span>18.0<span class="_ _1"></span>6.2020 <span class="_ _5"> </span>r. <span class="_ _5"> </span>w <span class="_ _b"> </span>sprawie <span class="_ _5"> </span>ustanowienia <span class="_ _5"> </span>ram <span class="_ _5"> </span>ułatwiających </span></div><div class="t m0 x1 h2 y213 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważone <span class="_ _a"></span>inwestycje, <span class="_ _a"></span>s<span class="_ _1"></span>tała <span class="_ _a"></span>się <span class="_ _a"></span>c<span class="_ _1"></span>zęść <span class="_ _a"></span>(zakładka) <span class="_ _a"></span>druga <span class="_ _a"></span>opisywanego <span class="_ _4"></span>pliku, <span class="_ _a"></span>a <span class="_ _a"></span>mianow<span class="_ _1"></span>icie <span class="_ _a"></span>zakładka <span class="_ _a"></span>Minimalne </div><div class="t m0 x1 h2 y214 ff1 fs0 fc1 sc0 ls0 ws0">gwarancje. Zestawiono w niej szczegółowe wymag<span class="_ _0"></span>ania dokumentów wskazywanych w powyżej przywoływanym art.<span class="_ _8"></span> </div><div class="t m0 x1 h2 y215 ff1 fs0 fc1 sc0 ls0 ws0">18 Rozporządzenia <span class="ff2">Taksonomii UE, tj.:  </span></div><div class="t m0 xa h11 y109a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wytycznych OECD dla przedsiębiorstw wielonarodowych, wydanych <span class="_ _0"></span>w edycji z 2023 roku,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y109b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wytycznych ONZ dotyczących biznesu i praw człowieka (UNGPs),<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf0f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Podstawowych zasad i praw w<span class="_ _1"></span> pracy określonych w <span class="_ _1"></span>Deklaracji Międzynarodowej Organizacji Pracy (MOP) z </span></span></div><div class="t m0 xc h2 y109c ff2 fs0 fc1 sc0 ls0 ws0">1998 roku, </div><div class="t m0 xa h11 ye61 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Międzynarodowej Karty Praw Człowieka.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y7ff ff1 fs0 fc1 sc0 ls0 ws0">To właśnie na tej kwestii oparły się badania w ramach Filtra 2.<span class="ff2"> </span></div><div class="t m0 x1 h2 y7bd ff2 fs0 fc5 sc0 ls0 ws0">Filtr 2 <span class="ff1">–</span> Kwalifikacja taksonomiczna (tak<span class="_ _0"></span>sonomia w grupie grupy A) <span class="ff1">–</span> <span class="ff1">styczeń/<span class="_ _1"></span>luty 2025 r.</span> </div><div class="t m0 x1 h2 y21e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _19"> </span>ś<span class="_ _1"></span>lad <span class="_ _19"> </span>za <span class="_ _17"> </span>przedstawionymi <span class="_ _19"> </span>powyżej<span class="_ _1"></span> <span class="_ _19"> </span>założeniami <span class="_ _17"> </span>metodycznymi <span class="_ _19"> </span>re<span class="_ _1"></span>alizacja <span class="_ _19"> </span>prac <span class="_ _17"> </span>w <span class="_ _19"> </span>ram<span class="_ _1"></span>ach <span class="_ _19"> </span>drugiego <span class="_ _17"> </span>filtra </div><div class="t m0 x1 h2 y77b ff1 fs0 fc1 sc0 ls0 ws0">taksonomicznego <span class="_ _8"></span>miał<span class="ff2">a <span class="_ _0"></span><span class="ff1">pozwolić <span class="_ _0"></span>na <span class="_ _8"></span>wskazanie moż<span class="_ _0"></span>liwości <span class="_ _8"></span>prz<span class="_ _1"></span>ejścia <span class="_ _8"></span>z <span class="_ _8"></span>analizą działań <span class="_ _8"></span>potencjalnie <span class="_ _8"></span>kwalifikujących się, </span></span></div><div class="t m0 x1 h2 y49a ff1 fs0 fc1 sc0 ls0 ws0">a określonych <span class="_ _0"></span>w ramach <span class="_ _8"></span>Filtra 1, do <span class="_ _8"></span>Filtra 3, jako <span class="_ _8"></span>kwalifikujących się, lub też <span class="_ _8"></span>nie, do tak<span class="_ _0"></span>sonomii na <span class="_ _8"></span>podstawie analizy </div><div class="t m0 x1 h2 y109d ff1 fs0 fc1 sc0 ls0 ws0">zgodności <span class="_ _8"></span>z <span class="_ _8"></span>te<span class="_ _1"></span>chnicznymi <span class="_ _8"></span>kryteriami <span class="_ _8"></span>kwal<span class="_ _1"></span>ifikacji. <span class="_ _8"></span>Filtr <span class="_ _8"></span>te<span class="_ _1"></span>n <span class="_ _8"></span>miał z<span class="_ _0"></span>a <span class="_ _8"></span>zadanie z<span class="_ _0"></span>weryfikować <span class="_ _8"></span>działalno<span class="_ _1"></span>ść <span class="_ _8"></span>Grupy <span class="_ _8"></span>Kapitałowej </div><div class="t m0 x1 h2 y109e ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT, <span class="_ _7"></span>jako <span class="_ _8"></span>prowadzonej <span class="_ _8"></span>w <span class="_ _8"></span>zgodzie <span class="_ _7"></span>z <span class="_ _8"></span>minimalnymi <span class="_ _8"></span>gwarancjami <span class="_ _7"></span>okreś<span class="_ _1"></span>lonymi <span class="_ _7"></span>w <span class="_ _8"></span>art. <span class="_ _7"></span>18<span class="_ _1"></span> <span class="_ _7"></span> <span class="_ _8"></span>Rozporządzenia <span class="_ _8"></span>Parlamentu </div><div class="t m0 x1 h2 yf48 ff2 fs0 fc1 sc0 ls0 ws0">Europejskiego <span class="_ _d"> </span>i <span class="_ _d"> </span>Rady <span class="_ _d"> </span>(UE) <span class="_ _d"> </span>nr <span class="_ _19"> </span>2020/852 <span class="_ _d"> </span>z <span class="_ _d"> </span>dnia <span class="_ _d"> </span>18.06.2020 <span class="_ _19"> </span>r. <span class="_ _d"> </span>w <span class="_ _d"> </span>spraw<span class="ff1">ie <span class="_ _19"> </span>ustanowienia <span class="_ _d"> </span>ram <span class="_ _d"> </span>ułatwiających </span></div><div class="t m0 x1 h2 yf49 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważone inwestycje. <span class="ff2"> </span></div><div class="t m0 x1 h2 y109f ff1 fs0 fc1 sc0 ls0 ws0">W ramach <span class="_ _1"></span>weryfikacji wypełnie<span class="_ _1"></span>nia minimalnych gwarancji <span class="_ _1"></span>przeprowadzono <span class="_ _1"></span>odpowiednią analizę, <span class="_ _1"></span>poprzez określe<span class="_ _1"></span>nie </div><div class="t m0 x1 h2 yd6d ff1 fs0 fc1 sc0 ls0 ws0">zgodności <span class="_ _1"></span>prowadze<span class="_ _1"></span>nia <span class="_ _1"></span>działań <span class="_ _6"></span>przez <span class="_ _6"></span>Grupę<span class="_ _1"></span> <span class="_ _1"></span>Ka<span class="_ _1"></span>pitałową <span class="_ _1"></span>UNI<span class="_ _1"></span>MOT <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>zgodzie<span class="_ _1"></span> <span class="_ _1"></span>z <span class="_ _6"></span>wyma<span class="_ _1"></span>ganiami <span class="_ _1"></span>Wytycznych <span class="_ _6"></span>OECD<span class="_ _1"></span> <span class="_ _1"></span>dla </div><div class="t m0 x1 h2 y10a0 ff1 fs0 fc1 sc0 ls0 ws0">przedsiębiorstw <span class="_ _a"></span>wielon<span class="_ _1"></span>arodowych, <span class="_ _a"></span>wydanych <span class="_ _a"></span>w <span class="_ _4"></span>edycji <span class="_ _a"></span>z<span class="_ _1"></span> <span class="_ _a"></span>2023 <span class="_ _4"></span>roku, <span class="_ _a"></span>W<span class="_ _1"></span>ytycznych <span class="_ _a"></span>ONZ <span class="_ _4"></span>dotyczących <span class="_ _a"></span>biznes<span class="_ _1"></span>u <span class="_ _a"></span>i <span class="_ _a"></span>praw </div><div class="t m0 x1 h2 y10a1 ff1 fs0 fc1 sc0 ls0 ws0">człowieka <span class="_ _7"></span>(UNGPs),<span class="_ _1"></span> <span class="_ _7"></span>Podstawowych <span class="_ _7"></span>zasad <span class="_ _7"></span>i <span class="_ _8"></span>praw <span class="_ _7"></span>w <span class="_ _8"></span>pracy <span class="_ _7"></span>o<span class="_ _1"></span>kreślonych <span class="_ _7"></span>w <span class="_ _8"></span>Deklaracji <span class="_ _7"></span>Międzynarodowej <span class="_ _8"></span>Organizacji <span class="_ _7"></span>Pracy </div><div class="t m0 x1 h2 y952 ff1 fs0 fc1 sc0 ls0 ws0">(MOP) <span class="_ _8"></span>z <span class="_ _7"></span>1998 <span class="_ _0"></span>roku <span class="_ _8"></span>oraz <span class="_ _7"></span>Międzynarodowe<span class="_ _1"></span>j <span class="_ _7"></span>Karty <span class="_ _8"></span>Praw <span class="_ _8"></span>Człowieka. <span class="_ _8"></span>Robiono <span class="_ _8"></span>to <span class="_ _8"></span>w <span class="_ _8"></span>oparci<span class="_ _1"></span>u <span class="_ _8"></span>o <span class="_ _8"></span>opisywaną <span class="_ _7"></span>powyżej <span class="_ _8"></span>zakładkę </div><div class="t m0 x1 h2 y7ab ff1 fs0 fc1 sc0 ls0 ws0">Minimalne <span class="_ _8"></span>gwarancje.<span class="_ _1"></span> <span class="_ _8"></span>Samą analizę <span class="_ _0"></span>oparto natomiast <span class="_ _8"></span>metodycznie na <span class="_ _0"></span>badaniu d<span class="_ _8"></span>ue<span class="_ _1"></span> dil<span class="_ _8"></span>li<span class="_ _1"></span>gence, opisanym <span class="_ _8"></span>w P<span class="_ _8"></span>o<span class="_ _1"></span>radniku </div><div class="t m0 x1 h2 yf12 ff1 fs0 fc1 sc0 ls0 ws0">dla <span class="_ _6"></span>przedsiębiorstw <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>zakresie <span class="_ _6"></span>stos<span class="_ _1"></span>owania <span class="_ _6"></span>minimalnych <span class="_ _6"></span>gwarancji <span class="_ _6"></span>Taksonomii <span class="_ _a"></span>UE, <span class="_ _6"></span>wydanym <span class="_ _6"></span>w <span class="_ _a"></span>grudniu <span class="_ _6"></span>2024 <span class="_ _6"></span>ro<span class="_ _1"></span>ku </div></div></div><div class="pi" ></div></div><div id="pfa8" class="pf w0 h0" ><div class="pc pca8 w0 h0"><img class="bi x1 y10a2 w18 h1c2" alt="" 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NGHNQvE7Qwss0hoA2p1rXEAWj+efOGP356Ml8QvF/3WSXdinM65pMhhkTDJEAsQoQ84QKlFaPDQI/f+x7fOjJfOXVzhj1//pdf+ut79AMUqsIEwXcStwKtgPHkPkXOegDakqN6oBxm0WrhifbSibiXB+2y67Wi62WgtWtUJ2cxcZJfYK7mqjUmNnURFVQfnyWXEvt8EGpdqNDQbVrVAZhdW29/9g//jwJGTLAUIqtF7MkPVNmVbJ1AkDuQDXEAeDYO+jwmgaY4kBaKhTdQo18aNyWgck3klGETEGQwsh48vqPkmZisThpsbNdykLFGxMo5/8b6PgaFgA6/tSSQ4h0ePnrz97ruXxqXkg6h+VAZIL5iPxsuTKk4P2TcOHBnxuErv+ctPvf7nf33nbQ9Male2aJMDD9gNjQYx5lUtveHm5XEc1TwJ8vFPf+m1r/+NT3/mDgWMMWkb553PvJpMJgHWE5nV5MyghgSX4AKylrKALMAnuDitibc8Wp4sT8jUsmQuJFOC9yDBWmn7k3VBttPpdDqng4G2bSGIGlusYrx69OGHCkRYm1C7gkpJSz0uezJOrQixxq3ou2PLcffBouHNkWYaJPSjy6/5oR9amFQ59/qQrE5ZSE7VJ+QR2cnVdO/uaI16QlKnAKEVzYju+vP3ncO555DakDSZWQbOjZEwnNuQn7WjATL01AADLZdHdu3eUNN8S9SWeTLXpCyYMx6V9fCMMzZvOQuuaEUAHmKwfPDR6vBxF9Kg6BNRVAXo+IAenKU9w3Cyryf7ejJLmQg/cJiPr7TQBETV7sQ4HWrT3BWAMdAQ1OCBfgh4cP89b/mT3n37ZzWtr8M5Dfp7D+1+x3vQJq8tGHCIpBGRwPh7QyvMAGSZ+KwIakrCLo/BkpE4T/TNbkob4HlSlj7PkiUIk1B/phdjI4zhjAclAKFVn/WJM4IjyYjyNmJ2bqPPZr7y1ZtqnXZSaIHIgpSa2bkh2EBkbMZkRC6T1VHpPRQAw8jIUbLkMlEkdgKmvDdk8SnBOWZiAo1GZeYLgyPOmkjRZDCcG01acX2Q/9L1N1Y1Jk0woGpqEGJUBe7efU80JSGDkVBeFAaFGAk/9PCDxrCkUNW2VZuuldL/9db/8oY/eFPdalmFZK4oBqpmhslkohpTij6T0Wi0efMZ7WqZ4JtIC4uT3/7f3nDPPcdEWNgDaJpGhAaDHhnK8SpRHA698wipbmKrUGNSIfEuaACbL5i+AURGRHmRpwRVtG0EQERdkO10Op3Ot4EAlEtyJtqcEbID7/74jsV6fdtujOmckV2wbEVwx5mWybPvaaMeRLAhdP1jq+MPf9mNCA0MLlGGq67c/JwrVx0XXOSRWZ3CKTgL7owad3/kr109KdGACbVFwRjMRxfiLfdurJuGxuRcdK4lFypQKUEGh4i2Pe/50KIP9BRIOPm13YN9J8/XXl6Vm/0cos65YR48Yiabz2guvzSTIUoMomwy3jSpxzc9cOaqzkX0AnotDVrpQQL1VvM8+r6LElJsPc228TnHEL5wz0Z1/ZD63bvqaV4VCSBOIUkBjDgpt3Flod11/82v/19XP/aFcwMGq+2MYp1iW5vCF7/+4G+8gR89nNJkFeOazQXrp6DfJJZO6wVIwQlCthYnYfzk3e9PTMABFIBka9UG0xvuyaZb+NECgMl0572RGVkiy4t+WcXVcfve938iJVhq2HGTWrWYFa4J5bSiAEhAArWgVjkYARRBCaSgBEpGaXqrHU/sUWXTwCYi2ep4bKDERp6MkBKKfKBKZm55ebJ794O592YQEUBZKAK33X638z4vipBaztCkGs7EcbRYltXKKLWhghDEEbmytg9++NMf/NCnlhYb74dRyQzVeLRubtZSNTfjU1gpskarxUGPDx16ZH7L1ljboL+hDnJysfz5f/9rD+074hy3KRGRo1RPFvtFHBTRybhtjiddJlR5DqPoHAPatFWWC9A2zdhz5ahyUjtqhYNQ0NhoVGZkXtSU8PeDbFcj2+l0Op3T0U/aMmqyXmIcWr7nfR9/eh1rwECBhNi1lAUuJq3OkkcIjcMShWAcJ6NdH/nr637w+8ezeQHSzONZT3/aq1560+7bBpWQSZWhEYJJL8hMwL1f+PK5t9xeXPdiOEKJCBAQ7zvIDxxkraq8DTwzdkEkH4rX1i3MzD0wl135/GeXnPVBySAZTnxt17omzYATdJxjBCqYlHyZ9Q9k2aUvefG0UjAKegAmafWLX58LqSWtPSJzYCmT820+3zazsCw2ixaosBy8Xumx67+2/cdeUqZoftAVyZ6GQEQRjjADbqA1NVlbow23/drvr9u55+zZudHKyczyBqm0NmNed/jIifd85PjWzZt//bVFTjV8Gtczw7kk6YnLvNPVU4CVTRlqxlAGzIyg03vUp/pATR8EBq3VayaCY5CutYUiEAxKUDYA02roBIowMtOmTeLc3GDTXXft/eCHb/iFV70wpdZL1kLGk/GwP5hUCkps05LQRDAjsse7UK1tmTSGqRGTAWYUQaf2QpkQ2KKNVyfgXC1wJmohtnFQDNqy9py1zWTnzruvefYFSS133gBiEuDGL98qXKhN+4+FpCnzBDJTCq1VpWbrHdiaJnl2Ttw7//xDJ45NBoNNRHlKjYg5aheOHZydGbz4hZdfesnFS0tLX77hK488enjbpk1LS2Pn+/W4ne3NLK0e56MLn/zE9T/373582JdLL7rgT//oD+uGQH1T56TO8zAq7b/+2Xv37H1UqDcqR0SUO4I2GzfM//Iv/cL6+RkABCUzNgOljetnezk/3nSLqQuynU6n0/m2qIFCWxGnJl+/s33s5Fj00BBRJIlXlhTlzPntzcJKMa68cUScoCXxgxgWH9qHlaVybut6QIjgrbjyUpvtp+UTA0NtpAQ2yiP1TDfV4fANNz39uheAEzIhoICWe4/ORwkI8DwTqYrqWfrmspYnCZsvuxQb1/XA1AIEeGS7H9wK4nKlD14sV10uYdL0ULSardRh2wUXIkPtsMq2HtFpXHj0YN/FJUrjQhMkgdQ4bVjvDx/rw0w4OTOnrYtJm8XDj2xvSjfTq6DdouxpEEJIcA5I0VI1lynG1aE/fnu6/+HtriiXT9bUlsga5hZJgFlmCe3BD3508wuuyJ53FWKdzc+hMvNPSLFQMjOa7mNSIzWYs8RGCcpIjy/JrgVZsmmkFAMbwZiNMV2+hcHYDKBpp2Ow0VreQgJBnKgpEdV1jC39+Tve+/IXnL/9rO0KwKCJiIRsGsEMZtN4utaECgJjQNmY1v7G6QOJIiOxnYq4QFvVqspQtRbEZrCYoAYzIfY+e3jvI4///AyYadPykceWNEnbJpflSQNNQ3lSIiGiFDmhcRAQgXHbroMP7jlQFPOAa5qWTVOqNs7PHj586A2/+3s/+ZMv6xVoGtu371/9/M//6tGFatDLmkZne3NVGK9bv6luVm/86td/7Vd/HMDc3Nz3f/+L5VTFh2p04sqAD3zoY1U5MjFHLsbEWSbgXpb/+Cu/d1is/f7oVM0AGZiQkjGbmf2DBdnu9dbpdDqd09OkZKiR3Gp171984pxlmmk4ECu8D1LUosjOeNlLdzznqtY5wJLEsW/gw+a62vHoydFNN3uE2RpZhErAxWee8YynJ2syGJslggK5wiOcrXTyb79CR08mtumkhN4opa/e0wupFTbSdY32ovmIvKQMbIPZ5736VXW/oBAxaRHLRx/bM75n97AsBSUkjKxERozUh7hET7/k8sEF51uqVWJEQ5Pl1U9/bubQ8X5slANZKpLmCQSkl1+bzc45cEUW+hzRLPP4eFEuHXgQO28fhFoQuvPiNHCEBCRCyKhw0Hv33v5Tv3TgnR/cXNeNlmNukPnH8nyc5V68V0WY+DAuDhy89dfftPi2D2QrWmtaLHCqXcGpYEoJ034IlAwpkbIltiAW2RJbJDvVc2vtsbZ+K0lIpw8P89AMazPDWOHJAAObEbWghqgxVN4TgKpser35fXuPvvnNb1tYWI0JZujns1UZyByrsDIbWImMDR7AWpspJaiQMZtjFZl+JgIQCacKHBTHjx7JxJklUCs+CCcPRYqOObStd+7OO+5YWKymCTBqUtj73/31csyxcYycIGbGAlNVhVAvNm51qWljrYAvskmZ3vSmt5YVm2axZWFX9HLvrF49+b/80utf9W+/p3DBIeZSnn/O3Bvf8KuT5WPNeImThjqyz0aTGpAH9ux7ZP8iA7lArCVtGA1ZTVZrKAtnFtvcsSPqFwPvvEXNfRGqZpDBo/EIHtGZiqmYaVQCmIwATQp0NbKdTqfT+bYIIbCuouRDx0ZfvfeCiZzV0pkjOX+FLxjx+WPm3OMV17nvu+axDe5IFhZnsTSH8UCJmw1NOHz3nYYKCRMXlzOHWe5fef644LHoSo7lnq30MPZoEPNJ6Q+eGB94LE6jBAEtVffuK+Mq9XPVNLa6Lrju+QlpKvrDi8/tP/eZiyLBAz5NwsKHbv7UxCYjrtxweNw3K7N0IottP4/9fNnZM1/6PbpuSBH9upxHkMXR7nd98GlVuyGl9U3aWOmWcdra6MYI/YHn9datB7iFOidFSrkYSXCHjuILO3FkKe82e52eCCeIglVKQLrrT/9cb7r77HGU0ExcSHlWx7A8PyyZJaEwItF8KPOW5J6Hdr7pbUufuQEiC7wW+fDE6DedUQWbVrQy0vRBSHhSnawB0yKCtTICMSYTMgdzsLVZCdPl47W/AUYwQiQKvX4WYtu27XA4U06Cqrz7L97/4J7HRCCMttVBMQSYIARiIwZh+p2/gQiOVUhZTMiETUDTC7pTTxA4ceKEc85MidVn5j157wSWO19XVYpp3959R48cnX7DZArD2//buwV9Ta7fn0/RMnGkZgqYCGV1rUsLkyz342YCYN/+E7fccpt3PSeFSKZJq8k4xvqcs8/8nd/8xV4uuQOjhk36Bb7rmsufedkFc8M+g3LnQlKXZWXVlmV9441fNwMMIsbUpLiMtOwkkCaGtVWpKWbel+NxzxcMQoKQhBaMhlEzGqZApERGiCnE0NaAee+/yVVQ9/LpdDqdzumY71vyF8It3HrrdhsbJgs99+jQH814jEmJk+3cDC69Ei//wWPeX1Js2b4cucQRL4cG+QjN+M6719ejhwcQlfVNH5PcXfldDw8HC/2icHLeiK44iX4+cyArOavPLG2880geXCsoucXS3br3pnMh/YaatG510GubuG2sWzQdds2WV780bpzvobeKLGQ0OGjXveEz25eXz49iYzuZz25o1m9fwLnDwWL56IFtrvfv/k3CjEUtiyES8KU78rseLh0/3HPB/DbZNDY72EtHB2Hm7Avkpd99Wz9fyXpZELCMRGcavaqSQ+//LJLVHIGIRtEACcEsQg0B2iICCdYF3W+m9ECBXDViMe65gz/26WeNx4NmiXXZi5ZZGheGes+AjpcUDijX7qx2fMZjxeb980MLWr77E8VDD2/BeIRqEaFNhORa5GMItShKY2jpiTSfWNHwIHAR4e1UtSWtRV7+Rl9+0sRJJUTXGDcqNbghwAGCkBjJjdWGmmYN3uDqSUE62xvScv2IK1JWbBhuuejDn/rCKCIAWT9MquOEQAaYGNgAIyipAuBo0oJVEROzkVMhkybJhNKsWWEECOCjObSQUWlJeznPl8uxDUl7uhSPj3SpmFm3tJqpbf/4J65nVsPEiz90YHVvuTDOouXtaHI0c4HF4HxgP0mWJPaycGD/nbC+o6ECD+2/f/22DS21K/UKnAaNw5l54d6PvPIlJOoyMeO2gZM5s0GWDa797u8btVUrdfC1p1bbZtAbiOWf/cz19HjGpNz5Tey3mq7jfCZR8r3cyca2LnymJgtGTWw9MVMOYBaYAQZADjiAnc/Eu7zoE7npR7og2+l0Op1vB0YmhKgrd93VNJOAJsU2m94DdL0g/Y1nnwNhzM2s27Z1NCl7QTZGP1fqsEmbzDX378eDhwlwSjBCXmy++On5mVtZya00qYljtkk16lFWtXVKcfLAgydc2UAAACAASURBVAgQRqHxwPU3xhgSkmpiAodm0MtX6lVDnm3YtPmaqxrnKGkOKKfFT37MLa6QkQKJTNQI8JDxqCQZbLv0QnbOidBs3yyhbXd+4m8IZilQCuRlXE0c5ykr7Iwtm8/Yse5ZV/TWrffKXJu1CqLGUgD2Lx7e/zcfdxoBwDEEChDoG2t+pGsz5jv/QB9Qwv318azBXb//jrNW0oE4OjiPtsiLgNmGNsbs/HqgVhyb7a08bUP9kivpd195+Vt/5V//37/7A3/8e+tefu3yycNO6yK1+bTzVTp1jp7azEUGVvu2Putv/C6dc8zSNo0TFodyMi7L+guf/9Jjh04YUFdt0RueSlz/pEuZGMO0/5SqMjNABPLeM5OIeO9T0s9+5vOrZamgmGzXrjs1hBiCE+kVhWqKMZolwJjZDEYYjydm5r0YcPjwscXFReK1cMjMKSVVveKKK3o9Boho+oVGBGJceunFee5ZWC2CaPpHMcWVlZW6fsr+P9TpdDqdzreucnBQjMpDt+5yEtipWluAWKn2vYVeb/6yi9HPMSzmLzp/MYUM2ebGbZpgXcRciDOPHcd7/2YekGQIEWb+3B07vue5gJyBfma80rNJmvTIXL+noVm6/W5MJhQbv7L6wIc/YylOkJIFghax9VCDX4HOXXYZzj0ncr8P6UF9Nbn5Qx+cW1r2ymOgduYVbChU2iquFvmG512JXg+EykFU/cOH9956G1vwpJmqElpQL59ZgWy87vnFYA5XPUN2bCOVoiVPmZkp0kS09XHnpz4ty6OYopKarHVX4Gl2mcaoLsj+j7UpbO9vGB5d1K/eNxMhPlfnS6ZVgZJf11C/mWtmzzjrpd9/7X9/53k/9cpHTux559v/87v+42995A2//cUPvHP5i1/tP7zaS+JCI0JQxKAGhky7tE6HBHx7guyTkxMbUFWVWbr88mf0ehlZ6hXZ7My6AwcPv/GNb40RmzZun0wCML2Y+qe96KqSmZk5aXLOmUJby8Qz2TTjOna7793z0IMHgExEvn7LHSklUxUCE4QBTQQ1mPNsZsR8/PgJZmYCAceOLVVV5UREZBpkVbXX65133jkAVKcThFWm04DNrrjimd4Lk5mlaaAHkGI6ceLE0aPLXZDtdDqdzneumsBtaG74Og4dctTWUoJDkZQTLYGO5Xl2yQWp5yoX6cqLTgzyFiKJXCRSmmB1s5O73/dX7tARblqYKlPt+PxX/qs6z3MrvKJ0ygIO0XJu09g/csju282pDA88lN/1sDCNCiQoLBI1XFb94fwR5/W65zfsEzzUuCqXH7jPDh5c31Yu8VKPaoc8GSscWClfmB+uu+ZZMIopjiwVcI98addZrqehtFgVSE2KLu/DsrEr5l7xssYZnr55/sVXB59n5llFID6h1Xpz4Xv3Pqy7HhDiBNQECAhAmrb6VyNV+jYvCf6zUUoqItGnv+b3n3xEJiOHzQ1tOBlZXTMcjpwrpbjvqqt2/NH/ufTdL775rW+/43W/jQ9/5QV7l19yJFx1rNr60OHjb33f4X/xuskt9/bJUUwQ5I4TTJkgIANP7+h/e9ip8VJr/0yaiGjd/MyP/PArqskqUl3VMc9mPvvpG756420hZTFMBw2YkRqp0Wle0Cwvr67ly6TOOccCo00bN+448wxh9cJmlBczN910uyGLCTt33eOYvLCmGJry3LPPYjFVhamImCqRHDl61NSaNgGYTCYiklRFJKVkZqo6Nzc3OzubFG6tAYECa7voZmcz50QtEQFmIqKqIIxGo9XV1S7IdjqdTuc7VwJkdXz/+z82tzohriuaEMcsqnfZhNxqvz9z6UUjxnIhg0vPO7Gpv8TSgCrWlSwtkzapopXFe9/xfgLQ5yiuAvtnXjpz6cVBQ4HMbNryXUdNk4NmF5b2fuKvUa4uffWWc5YCQ8vClCHQGvWM0ahuy7PPXPfC72oozwEmItIT13/1zJQylEK8mlPjNE/qDARpfN9fduG6Ky4BCTM7YtQpfXnXYLXse2YLmZkRarNxXQ82b8eznzXyXM+6M176gtgvCGxBM3WFkjcdrI6ffnRSXr+TqpqYaiBiOrBqul3HEkyh3YLsN9WH4ZGTt/3+25YfO6zPPnvVawYXnMsp33gi2Cgs/+vnX7HzY/zKlxVPO6N2fn5klyyWly3GuXZpPk7mJqMdo2pw8JGDf/U3aBOZYbonCwggCBHAZvxtqlB+fGF9mkeNUPR6oHTyxNHX/+xPn71jK1KtamZuZrjhPe/9bC+fn5ndNG2HtdZ4C/QPd9//Y6ysjM3Wbu6LiCVoiFs3bbrwgnNEUkyNqjk32HXrbgD33nf44KHjuTiCmgbv+LnPu8Z0bdyDCJkZEZ08uWAwZlZDXdXOuWndAhFNV2S998NBPv1x1ZJz3mBqiYlCxGA4AGwaeYlo+sRCCDHGLsh2Op1O5zuXABhNFu66d5CiOHDGhsRqIpxEYpbx/BwjFHDD+Zk2c6VDEGoNY4n10K1KvXH97LHPfw1tHZzF6TxR8cUl5y+DMt8vlBIMma/bdpD1eql57M7bMF5pHt6/KcFUW4axsWHMGFC2FMty+0Y5d3vB3NO1DGMPHZhXatACHASJ4NTIkOBGmZezztD5OQRV5gIRJxfo0LF24WQ/y51zlpRFqtBO0A7m59DLGTHAemdshghP71irGizLHNf1VmV97DCWlqEaNKa1vAJg2m5UrXvT/R+JigcPxocfPXH44EUvvGoMW2Q72SMmN4Df0NvU+/lXPEByDHLei1547Wt+7OR6N3CzyVqQx8ZB9AkeCYZDx3FiAQIYwiQwOJ3qqiWG/7+uIoyYkWLSFHectencs3cM+3mWZXXdVo3dcfvuubnNbaOnSgvWwvTpPZ2mCWanVoOJmFiI183Pb9u6uSicF7BIVbaPHDw6qbB7996qaomnncc0z/1ZZ25PKZIlghGRATBu2ygs3pHZWuktAdMpsdMgm1ICEEJQW/t3wGKMIISQ8jwnItW1uw1mxvSUnubda6rT6XQ6/7j361Om/zmj1fJttw+OLg6Tlm1TaSSIabRoUeMzL7uMJZsd1evqsHVmy0aXOWGAc5+RSIuYE5eLC+vu2Rt239MgKjCwXFX8tdfsz9wY3K8tYx5ZZPZCNuS4cu891Wc+S/fs9tYwoTVTZmdIfW5j8uu3n/GD3zveOG8j5QbMwKGDfMt9fjwaOwU79h6mkpIDrTo5Otu79pf/Q4Mc7DhpP5R6733lnr1bpEh11UIBIiVzXGSDLeechbKZXZjMNA1ccd6Z2zNQIVkkrj2vUrAMyvHhnbeiShzbgt1aYFHASEEBRAB1XQu++bkV9n30Q+dWWP3E9c988Qv12ov3z1ktzMmV2WDbf3h1+/znbWmxvWGrIC+5dv3P/vCefhyTLfTS8WY1T6GMowVfLdyxG209vVLxzjvQWJtEyMVrG6bJcXr7ezAYqCqAlJ54egNASinLspTSNJ8BiDG2bUuElNY+6fHBYAY2opAiC8aj5XpSve5nXpWaUdlM8l7B7E6cGP3t33y+KAYGgFRJlaDg01uRHY9LEcmyzDlXVZVjYcXcsPeia58xHh33uYXQshSHDp3cf/Dk577w5WguNg2TAunySy8+a8dmTTWzASmE1gzs3PHjJ1Q1RBPG3NzcNMC2bRtCmB6utm1XVid5lhGYWQCkqE68KibjyWh1BBCziEhVVUVRhBgGg8GGDRuemnOnm+zV6XQ6nX+U6Xbpx7Osm6we//ot66o2N5w0FHNF3hauFgVlpit79x5401uWjGBxB2Rw4HgvpCxNh4ACgE8mhvO0Pnrzzeuff5E4nyUhP9j03Ktu2DQ8o6RiacVyGpMVOu27GTe08Z53vb/3wJFNMDZmVSUStZBoTH6yfcuVP/MTj8FmM0YDLtojX7yh/8iRPtzJAeUTx3VLKTkWJnk042f89I9ix5mGDCKIioWFPR/6sCwv9hijqnG5BzmXOLLV1K7ctWvhN37LKo/1+cY2Fo8+RogpxcahcQDIYK1YvbS0/OFPzP/KayRzgE8pMQhEClYwGSN1K0jfLMd6/epdN11bL83dsnDwPX/9jF/+qS/+3pvjfUcmjaOXXLHuV18Jl62vgRMttmSredjympd96h1vn6mcb1MO5JFXcl3ONVuZ6Gg5iXkDDE5RcGGgtq4L8UjqnJve8mZmixYCsuybPJ2maQCGmapOtzL1er3pyU/0xPpWtsfn21oyS4PCfe93P/+6F1zzmZtvTqEl7jP5v/rLD8+tmwOglABaa197Wvv+JpOJquqpdsVt08wOiy2b1l991eVEdb8v9SR6n4/HK//vO/9y1x33RGPP5IiJ9LWv/eleH94z2GB6aqmaQtK6rfN8xoC5+TnnXFJiXuuNoKorKyvLy6P52QHATA5QZs/s2HDo0JHl5RFRr2mjc25aWSvM8/PzT3vaHPBU1IR3r6dOp9Pp/KOWYx+Ps2tZNsTm/j39FAnEGSf4ldFYQSzsQzM6ePDhz37+5OdueOyjnz7w8c9mk5UBOQBe0QtUROQJeURP2+q++wdKOQzT0fNbt6678pKDbclwEgGSjDIkraxeJ9I+tD9v2xpKxk5ZATaa4f6y5+0vuArDPk9rI52hKR/9+k6uSueKGhRAWTQPZkBTGg2yLdd9FwYDVgGxGPDQgRP33NNzEFM2BJJxiB7c7xdU2OjIwfs+8vGlz3zp8Ec//eBff3p08lhE8l6U0Ljp3WIuHcfQPHrTTlSthwKqaweNEjhNyyJTdyp9s2ukEILTFcRBjPvf96nJ4ZPf85pXDc/dkW/YcFgS5odDk6YHbM1Sro/oSrV13frnPLNymY+cR1JGndE4U2eptRjXJqICSQkMBScTYj1VXUrM0yLOqnrSddqTIiozaK2KNMbonEsJvNaXSukJCc2APM9TSoNenmKAtT/zmleTJPY0GPRSUrBUVWWEtQENhOnes9M4UG3bTteJkyZmFiYhm5/tb9gwf+aOLVW1Ik6YXFS7+eu7jp9YIGYy1Ri2bNly9bOvLHIWIUCJYFgraY1R67pmAoB+T6YpmU797EQUQjh65DgAVdM0PTYSQrKEw4ePNk1gkunMMBExMxjWr1//lJ08XZDtdDqdzreWZc0spYQ9D03uf3AAJIMfzjcBc731wlkd6hnWs0FbVpbPLidXJj6vas9ANtJy4rVlYqMsMRkrMaSa3HE3Di1SWUZBTFBfXPPTP3GoL5Fz1xq3LOqIpPGYsbR1pR4yL2cgozyIQcRoQ9U7uWnu3Nf/WFWW65UhQN7G/ftXv7orN7Msb1urYDOBhiSJUrIoF+zAsy8KxLm6FBKMyne9N+57yHs1C7krWue5mJFITT1ZqBfmrHpe1PNSe+G42TqekI8ThEiJzMh4fU0bK/KJBjGNb7vb9u51iIzkmEAEoggoBEqI3Xn0zSTqZaQ7ZhvRS8f+wf/9bQ8srTz/N395w0/+6NzsxvTAofWxdwjjVaxaiOeldYMJLv2+71saDgLlE/Yn+1I6ZEkZSQuqpgWoCjZiwBQb1q1jaIJOd+KLSIzRe3/ixEJKUFWDATCD6trO/WlmJSICxRh7vZ4qmGFq/IQIayCAYoxOOKXQtpVjfvF1F/7mb/+Koamq0vnMlJjFoCA1Uhg9aabYt6JpGiKa9nYVEWGuJqNzzj7Tk7361f+2qleZNZqK5I8eOgwIiaQYYfbyl/3LzZtQFDmTEhIxpu0FTKlt28l4Mv1xtm3bFmNcK58gAuCcI6Jdu+6IEUwMCMBmQiSquOvOe5m8Kol4nKrEMNhzn/vc9FRds3VBttPpdDrfQorFqeqCE3/5oWxlNQMiqIkEZKOyqTSSo1mm2bLcTGm96PrUZmkkDqtDWuxjNUfLFJlaocpRk9X6/7F3p0G3ZXd933//tdbe+0zPfZ479L093h7UrbFbUgu1pNYMRmAiyUgQBjMJKCA2FRthJ4SiqIpju8qxcZyBYJyESsAUjgfAIgwmDJEASchCZpDU6tY8tNTTHZ/pnLP3Xmv98+I8tyXdblwlpeWUS99P3eq6/eLee+6++3nOd6+zho9/Wr/zTq3LylSCguL2S19086vvXbYpuE/V2FBL9qEL48H+jTXVcdydyGRdCVIMCvOxLu5+tu66LcTUjSqpDnF8+N3v2Tl3EGq8PPatuhzCIqemqHppQ3vzi+9en9hZhxCrxSYenDv34K/8+okxD/kwhRQUe4+9K8gXi1mY2ZYPN+TSan1K5eSiPZzVw7n3PkTXbNSJMZzM8dTSThabXdx95I/eE1SqcjBJJrOyWWvkYkT2zxmS9de94tXNuf0mhfPqZ7v9xZ/6l2//W//o8L73PvM7vz1ed0s6V6/fO3dspfSHn5z/3X914e/+8+vvetkwmRdr+5D6GK458GdfKlvH5rNrr3l8RDZZrBrN9bSbb40WFG3TZ/XK/Nd3vetdR3++zF3jmFer4dFHH9vEotxTStVrCOHUqVMhqJQnrtEySTlnM9WSS+5jiF70n33fG17wFXf1w2qzIkpHG1dtfthntxj+Al26dGkzUBpDDCGUnFfLw9OnT7rq61/3F2++5YZchlqrWZAlC9HNYrDFfPaXv+1bg+n4znatZfOi3f3Ki6/r1ToXmXTXXXellOrmj4hx85VuZm95y1s+8+nzZgohyKM8mMJDD51729t+L6VUjg5DCMMwuHvbtG984xv/g53WzBxZAMAX07UP/PGf7GyO9zRbD/10srUz34qHfVGtOXtZjRb76k2pSbW24VB9TibZJCsUjUElKMTqy+W5+z98Ta2D1G7e4rvu1uc8a+833m7ySTPR0Gdfj158LJNmIlvnqKNtOU0muezEzTd5VDfd0lJDN2blCw89dMxiTX44jm03c7c4Klev8knTrm+8vpcFNepdjZ175JF8eW/n5M7q0mHbtqtxGKunpiv9Kue8zuuqpqr2nuowjqE9DHl72jXB+1qaqiSTNKvmVV2plx9++Dopl0E1XdlO9kry4M+JkWO33HZ8nWP0T09WZ3x2ZrdeOn/pg+VDv/i3f1xnb7zr1B3zp0/13odPvP3B8tFHt1/5XH3TLClED7EqFT85yuQ7WzvantfNlR6lqjJms26zhimEYCnWUkopVVr2y/vvvz+E15qOJn+PYx6GcnCwv/nMITaKMZYyxBgXi0WMKmMJT9afbdvm1bLrmlKKhRxSU6UXvvCFH3jfQ/v7wzXXXLN7eCHEp2AYcblc1lpDNItmZjGGNOmmk1bya68787Sn3frwgx/pR3f3sMnr4CnGyXRy+23HzDSbTmvNilfuRTOvLqnUUkpJMV577Zmmaca1WzAzK6VKbsH/7E/f99BDD99ww6kmbE6rs349Xrxw8aMf/Vhstt2reQhm63FMsU1NuuOORfwPde8wIgsAeGKoSqOyvNfoGlRyKDZIexpHX6V+78O/8HN3v/P+G/b3LzZ1v4vzMA1D2a2HB9M82hCmk/Oh7ZuY43p/Ypdjqn09e9CcveCnV5L7mLohT1o/dWjTO2q7+qdvWb3trTu+24w+eLh0/Ng13/ttl06fyBrjes+t9qntxoWmZz6Yul7bp/cnwdNU3c5hs6rdv7mp3brnRbaeXbLw6EzTVbv1sdX0V96xWF1W6He6Ng3jvBw+uHVQyuFE6a03TSdf85rt/fnWZ8Lu1Hs7mP7ab8672O3uX19Cvz4YYvHWHmyGxxaLvLu+e3V8Mc4/uTVfhH63q32wpx0urr8YmgMbQzxo9FjSRUsXmonVeE0Zh7e9R+f2t2V7TexbqYSddTjVK4bBt1fcXE9UbaE3vO5j3/OGD8+P3b7emWW/1OzWxcF15z/2Le+5702/+Lsv+en/7ek//CM7/+J/PfWJd+/ERz5w+0rH1jftt2bdcj6/fpkupfCOG7v3fe/rNeycKXG3PexP5dz0OyXGXve88AWnrzu1DsveS6+aGzu0MnTzn/3F3/6+H/qJd733of08/fS55W/8zh99/Td/98UhDZo0sy1XLcNBE4bOhq961UvcVULKaqtS9VjirtvSa6plXsoYYy3rdpZOR5Oag9mg7/3mr92a7Kb2/P7wULY+26TWY6F0ja87v9iV3I5NU2VeZOtqYzGvHmttPDcqMRQrOVw5eyF7Hcqovd1Bvghha6jW176PwxC0ffz6VMOxVP/yN7xC6eE4L2NcLOv8sMi6ZVr3r37pPcW8N7XzzqwJw7xdHZ8MO6nGkvZyc2HoV9M2jOu8Pdd3fusbOxs0LlWGYPJgrnBs8rS/9lf+ztt//wND1d7Ke+nDn/7MP/jJn4lxmuKk9bbNqY5hZ2vL+9VrX/NyWyuMCsXkUYpFNStX6+XZaqPa1rjKaT3YbPATVammS7Jl+KIm3jAiCwD4cwc6osw2H4OauamRmnHU/uE7fuGfb7WbT0nrYvRJDp0UpaRmKatDPW2nhtVqHmduzboUk8XkIS29DqWsayptN1mWy3tzH8ZysDW+7//6l1/5hlftN6UoNgp2ert5+XMeeeijN2QFG5JUXVFBUnILxdvYrPPaLZRgF09fe+pFzyuTtJSy5Dq0Sw/e9+hH7jzRnjtYLptc26ZdlbJoxtrPUhee9/TpHTcrSa36pEb5fff/22s79UXmPs1le/DZ6IP318TFofdN6VTivG8XcetyWRWFYrPqZXs+WQ7nPYzJSw2lxtRXL/Ppxx/6+LPe/972VS+rVpcKSuqO1oiHKo/cWk/65LSzeOVf/4G3/u47pqt1u7x4WmEZ82Gry5MhuYdacpt6r768tK1rbrKgi49e8v2TdZisSltDP+vGfnn3q75yc9pWkzpXqD4qRJOOH7e/+le//6//+N8pY5YUzNumi/KD/YNf/uVf+41f+81Z11y88FiTUtM0UScsei05eAmqeezvuO3st3zLN5XqKZqZ16O5AVdND7ArXzYmi22jszee/i/+5pt/7L/++7vLg/ni+Fi0mdkgj5K5DTLVzWjw0X/s83+34F7cPJik4BZlmzkM5i5TqMWirGnSscVcqqbw2te+9sf/m3/82J7nPMxms7E3VbdQXnD3M9rGsleZdV03rOWSm9yC1Mjq0Gd3izGFqB/+Gz/46//mtx5+9LKCrZbjYnFsKOXSsn90/9Pf+f0//IKvuOuu5z77E5/6+Pved98jj15clxCtpDQxi17W3WS2d+ngm775a9tOPj5+8NnRNxTT4zsp2+fs2bC5jEFf7MlrhCwA4MnYlTdqD/KQXaPXzkwh6MGH6kc/UYOsqqnqSunkURY0uSCdn8wem7dla7Z3kNralBCqN5MQu9XlM6ZJn6e1NOMYzeJYwn5am6W+7//o/tmnL65u2WoUTxRXbbduv/3Am2kZBiuhymSbg5Q6RfeiXIr6FCfWprO3PEPbZ2IJ86hGsr6c/713zC8fbFkMxdxLVtoePKzMS3c51K948b1JjapkOl5qs3cpP/Cx6Iq+Gf/yRjW5TeLisZhX3TV2avuTw+F+9FO2c3G9VozHUncy2oVPffj6WdzKtfHiKsrjaHFourBafujt77rzxS+Ks9IrDVIXNrNjrSgQsk9yr4Wgstat151+4bOH3/q322OTlKfFhpIPWi2DtzmMXhehadR2xxdazM7/6R8r5qjB87pOr/2Yls981StPnL1RZlKwzTFakmpRdAV76b33HD82392NKSWvuYxFqqYuxTiO+dJy1U1OVC+5yGJVVZA3KYbgw7rc+9J7rrtuYebRVL3IPm/PAfvsuHKoFtzMPK2W63YyecPXv/4nf/r/yI/seSnB42bvLZdXU3C7cs6buW2WpWlzFtyVA3CDm7tXD3IFeRiyxlwkHe07Vz0Fa1pbbEUpm9S13bXXnrl0uN+kZGZN03jum1Ruv/0mSe4er+y6cGXXsOCK8mZ/fz0Mpenieu0njttLXvz8X/nV365et+az1XrdNF1YLE7OZuv18u3vfu+7/+wDOQ+XLu0e3zlVNdasyaJdrnv5ul8NL3nx8++4/VmSxpzbJn7eY7G0mSj+uQfcHf1dPVw5i42QBQA8FRUrK0FuHlSCpBw0ui+sahg/8/tvf04OFyaxqXWSSwllLKVa3JuWB4I/90d/6NXf9Prx+FYp7cRTdq9BbR314Cf+9fd9/+TBw6flNDlcNWGd23rDYb3Uds3Fw8XFkn/vfcduviGrandUZ4t7n/fYieOH5x5bN3mz0Nqk4Mq1KtUc4ziZ7NdhTONXfPO3a3asVk2rd+Ooj3/6j3/2nz09NzsHezvWXVYc136yWFpr2Uwfvvb4iW/8huKhmkJUc7Cu/+r/uekjjwxdHILW0ZepTLNi9eU03b9ovvrv/kj7yntvPTb32Zb2vUmdN6muDuL+5Xf99//jp9/yqzfvr3MosmJuoTZhf/fp9cRn/s/fuPPVf3H6krty01bZZi5vUVjJWu6uJxmPtTqd+tifffP3fPLhh+09B9eOfdEod9US3SfFTy8bb+KHwnCpOf+ye+58+0/94xv6dadmpfhHx8PZN33XLT/w3Tq2pZhqCFkWZSk2nnvVbKG56ez2d7/pm376J38x9wchhMZirT6bzYdhcLUeUrV2zKOZWS0hWhPDMBxaHV/4gjv/xpu/X1IKqj6Go2mlQW5XFm+Vo6naknuormhxOpV7ObUdv+Nbv/Hv/6P/ZT2MqVvosy1r1bxarRbMzTy6rFqttlkP6EcD+DFXzyaVqmDx0uXlqu/NmlxyjJZHt7Yc25os5iqDmi6M6/yiF97zp/f9aoxpvTyYdW0e+snEn/+853j1YC5517V9727V5dXM1Ui6cG43xWiumJSL/+d/7bvu//AH/uzPHphMYoqtVa1C9ZyHopQWq6F6bXZO7AzDsDi25fK9g0spxkk7vuoV9/6Xf/PNZ850675Mpunx8z/sKFmDFKo254K4VMyjVOUmbdaQfTE3D3NkAQBPkhauKvnjby0WFUK0WtTn/p1/dOZw3cdmCE0OsVgoDZhWJwAAIABJREFUwYppLdl85/Szn6/TZ4fj1/vWtVqcqievWZ66pj99re6448xzn1dmO4MnT9NVSKvUmYJck6wTg++9892N+dpK7TzP4+Qlz3/ozrOPTKfr2PaxzSFlS9navlqYbR0Gy8fmF+TTW892b/iavWPtxUarxuTrj/36v94993CsclnwaB6iWvMo1yXF9JqX6LbTl7r0aNSFKC0vf+Dn/8XJPofaVkvLJixbG6IF9zJWLbbal79SN99mZ24tW9fV624Y5yfH2c7y9BnddvNdX/d17tOmtEPsDpq2j02o4XiJt+yVa+8/p1/4jWZ3NVFOmzdyVzFb8bb7ZKriGGd7KSxeeved/+BHHnvl8+47vvXJrflBM23HdrFK2+twQidUpueeceP2d3zd8rHzuu8z62Af32kffMYNp378r9z2t39MJ84omFIsZvFKHyvKGnPTrNMP/sC3vfZrX3bLjSdUDo/Ng/mwPLwcg5upadpV34fUTGbzNimW0by32r/4nuf+8A/94PXX77RJJtU8hitfEpttgU0lqATloy2CTW4mC7Jcyxik//QNrzs2bWZtiF6CirlvFiq6FYXRj36nzT1SZdlsNGXzaq62re55M07rCufOnR/z2kL2OkS5sker1994Uqa2SfIw6dI9L7hTPqqufDiwmpsQ3vjGrzlxfNoES6amSadOHTfLssEtu1VXcKXVso9RJatJ1kZ7xjNu/umf+off8W3f0KSivA5ePOSD1X5VHcYyrHO0ycHuapK69cH+av/C9sKmbf+1r3nJz//Tn3jOc26IUZNpHPNaqlemU2xmXJgfVW09um42hs01dH3RiyEZkQUA/HuHZq8Mmm2Kozzy6Kc+8YmT6/FZ/UzK5kEKY/A+hSFMDtXMb3q6wpbno3GWZIqSeZDPnvecV7z3N9+7s19OuFfFlXzfeq+hrcFj/Mz7HzhxuWxNsppO0mS+88yXvnL4w4+fODxaYr1ZMJ1kUU3Ije8tLh4c3HD7y5RmkttyPZ90+ZHz7/3t3z8Z57kfquaDmj6mGpt9b7dLOii68e4XrcewZSGopqSDj35q/4FPnVFzx15TVPdjLTa2RVGh1Obk2afp1HV1jEMIQebBm2QKUmy0zvO7XnajrjnRD7mfjBa2bHK5We02WvTW1vQn73z3sx96JJ46llWORpv886dB4nMem9xCm47v+mr2snvv/Jnr7/vZf7Z3/8cO3v2+2fn91mqfwkfS4uRtZ5/5/X/p5F23/fGP/ncnwqmLd11z/NUvvONVL5+84lU5LlJNtSkePrvBldwtJXkpxccSTx7rfvp//rF/98fv+4Vf+KU/+IN3Htj+bDZfrXdDbMfs3aRtm7pcXZyob1K4+exNX/0XXv7Gb3jNnc9+2tjnSZdM1WJwrybVPHhZt02U5bGMUUEh53G12QZgLDUMh3G6GIfx7E3bP/pfvfkn/uFP7h2sqxpZePxEraYJm9cYLHgt5rmNtS/LzTEE0UoNQ7CxFiWTSfv7+2NeuRQsqJZJqKr92RuvqUVyr9Xd9Yzbb190tsq9Gre6bszf9KZvKXlU8Gqatu3OsYXpkWBrO3odxeXjcPTIOuY+pVDz+Iw7zv63f+/H737+V/zyL/3Offd9xOK4zn3wpgkztVF5ud0FG/Znce0a737mrV//hv/kjd/41cNqmE1br1XmIdqV7x6bXeg+u/uc1zFYNq/RJrlfdSnFoOA1flFfHYQsAOBJC9aKFEwWpaIkhVL2L+09ev+HPr3ua9tYOJZDHtO4asZlW9fJLs8W7bPv1LXHc9KYFEqVlEMYJTe1k2b+0pf0v/5bHxk/PF27uslStn/N4bH9PF16v5h+8PDcybe+4/qv+Vp1sUppFZ7zsq/6w1995wOferAqSAqbA5FqGMZh1bXtyePjTaft3nttqWMzUzdRrg8/8OFPnTt3pmnDiZ1zuS4bO2jTEOXL4cbdppy94dY7nz+xhfrQWamW3/+BD3w0lt2d5ll7x9apXpjVVTtuBvMea+OZO2/X9jynaZGWvRapqotZWkqpa8L2Yu+Wm4b1uI71wOuiWXwmXj5sV6eX3WDt4VyLc585o6cfdZosuabcWE8mmLWuII02PZT8ljvu/ls/pv2s93xIb3vnJz72kcOmTL7yRXc892Wf/PgDP/tzv/RV19zx7L/0Xfrue8u1O1ndOU13VlH7qjuhXvmsOWyCT0XmMZkpVKl6ecW9d730xXddvrx613v+3Vvf+vsPfPCjl3b3d/cOm3Zy/MSp6XT62q989ctefu9NN53Z3lYwydV26SjHQpS0PlAbfdaFw9VBlXWT+Tj20fJ8enwcliksLEQLndfSdG2t+vZvff3lSxf/h//pn0TlqrDJu9TVc+cfPrY428WoKlWrpU/Jcx1DDMktmPK4tzVv+1WZzOPBwXj+3COqqxBqsCbWsWtCbOrWVrtaLiezmUWrg5+96YZXv+pFf3rfB889euHMqe3bbr7l9tvPBvMY07IfYtRL7rn7/e+9L8iqjUFhs+hq3a+9yoKsukkxuHycTZrvedPr3/j1r//QBx/+uZ//qQsXLn3wgY+ce/Si15BCO23bZz3raa973V+450XPf85zbp1OUzaZqlRDcMljjFf+HY5C1ixIWq7GNmmavOZhOu36Pkfl9eFq68aTe5c0Of2Ff6f63D2uAQB4fPx1tGLypKASZBqDmlq1e1nvea/217rmuEJRHBXyZslGGSzOT+qOO9UmBQ392IaqJh7GNEgLlWa17v/kT7vsqsptl06c6Jtz7cMry0HTcKHTyTtfkNVdTqlIO6XvHtutH/5g6NLRgOzmhXmQhVpyb1nzrr3hTH/ypipJdSIP58/lj360rUHDKKtqpdZyVIgxPFLVzfILn9FPu3nfesh7TY7nHl186iG1QReyYlVbFOsmLGQx7xxPdzxToSmjokthLSWFuBcsqC6GUR/8lC5c1DR6MJvMy7gb86GWjXrPnVbPu319/GRS3C4xjKakPqnj7nqCupk7WSRp2Whfilqf6l2HruVa46GOt7s7x7ZH08Fq3F02w44a9TeVksLEm5V18166rOFMkWI4WvMvWTWNLpdSVfIr64k2DxYuXdxd7WxPh6yxyILaRpLUq20l07D2prUUdGV5Ur0yfpzOn1s/dnF3vrWz7svB4Wo662pdrw4vv+D5t5dx9DJOJl6yYpqWGmR69NHVpd1DV3w8udbjpefeeVuUfPRklqUPf/qx0TUWRcW2BCuW50sN+a7bz25WRJ3fXT9y4VKxJI+xNqnEvlxst/LTb76lHA5t10qqQQ9fWG0dn27mQoxLLWZ5HHNqJrXKg97//o+ndupKrsY9bhZQnpmvr7v+pKTiWaG4zJRcoVRZUB7VNSpFly8Nw7KYha7rTp1QP6jrNonq6/VBN51+dgD28cfhKz9cclfOJaT44MOXm3YaQtf3eRzHY/NOVZ7ztWda+8Kn3hCyAIAnC9midapZpZW3JY7L6k2MjUeX9vY15tWZRVV1Vak0qkGWcrScVKM81i4qD0FVKY6xWZtMHtXHOlTVGrrLbqN1o4Zr83rhWjZ5T3GrtMnb/ZR66Zqa277PrQ/RqpSlqs0RmZtPZ2Mvr4pL5RNDF5ogq+4lliGW2oQkV42lj3kpL6rV/dpVI8X92XRQPXngmsRlyr3qTBo9RwvaTHHU0dZAY5+7NAklhtB6cZlZXSo2JaTNSwrKMa/MSonNvtKgJmk8rmyDm0wp7gZ3pU5hUYONpiiPzC540pD1cPRvbEpaR61ymQTrclW0MZRlqCspDWPXbrmXY/shqOxv5XlVWEalJrfSoDwdotromyVFUnBZriquKDUm1dzHGN2Vc06pGXOxEC2Yb+YjhOBV0V1mcsVQXVVeQziaqrDZPG0ctTnvyk0hmAeNo5pGQXIvwWoto4JMMYQmj24WYjha97SZC+pSrrmUMmnaUBRkRcpR2aTNNnaukHUYxmloLMtLCTGMXq0Nm2mnTVUs6jUOGqdpkmpQlUYvTfUmDq4gefWQa9d5KW6W3E1yC7bp+M2r8c1rqjlYrF5jslzGJjWlusxqtRDNXZZrjEFSLdXdgwULJlOtXsoQoyxasKs2I7PP/4lKqcHCmGtIYXMocIjq13XShjKMTUpj9m7yBZcsIQsAeLIhsqxl62sNjepWCRqbPBbbarJkJbdBykkmRflmB0xXHcdiyikurS6VG/lcjZQ2O+s0kvI6RivLw9jNFVrJzgedHGVFpe3XIczHoHVU3JzoXtSv1DXabCAbNtteytxUbJPQdRzCrNNmx8o6SlJqjkbbJAV5qsXGqrwq2t6LGq2e6EKUlq5S1HqOdZWtVdNOzao0SC4l5aTB1EoaxtTGQ/mh/ITqvtoqzasmVW4a4pBUYg7yRjGMQSZlaVCtMlOdyFrJikmmoGJi+60ne24aTKMUVBrVdPRPELSWRvlY1p2FY8PhftNcitNG6dosX40Xt/J28baPUlrP4kqaaZ3UxhKO1v1HV8hFdROHwY8mzo593zSNNqd2pSTJa5aZHT1kpFLGUsech+mkM7uyZaxHeZC03Ls8nU6t6TaFVopbtJxz22jdr7o2uucapu6qubTNxB5/OJRkm00JVORSjAr5oKQU1ahEZRVXTbLoyYpyyuZh2F9P00TJ1NRixVVMIXqjErLlGj26WW8hRFWVlD35wbCct7NS6iR0VUOwpmSTFEw556ZNslG++eo1aTMevpmwq1JqCMGl6jnFuFofxBSST0MIFjZLFk2qLq3HvrqllFJIUoieN9Mvjr72Hv8bPz6Y7Vei1lQ3MxmkUsYYg9zLsJYrThZf6M3DHFkAwJPHRZUVKam63Iql2A7SoZRjTLITWW6qRZLiZlPK1ASTmSdpouhSVkpSI7VVqtJQNElxMtU4KleF6ayTjVKWWbLONR5tlqBW6xTVdE1f41g3Y5k1VHmIxWWNRlcMwToNUhwVTSFIoY4aV+pabbaJtWIpuqRgM3WmTof9WOfN9sR18UAe66RdTFrrdeCaFKVBKlJUnWiUOimqUa5K41qDtHCpSqlKvazR2nIMeTEEKagq5WCj4kIhBZcaj6FeeT+PGu0oqfAEOasvSiGqMWlMKpJpqZosnIjT1Eu5nzVpUFKtvlTsmkbxYixbszpVLfKgJHlQ3fxbPN6On5NTm7vCmm6iqjrm2LTKo4KZBZmrFq/Vrchr28S26dxzrQqh/dzfY3ZsLpnXwauH1MZotY5NMsmbpFqGmFJVlFWLzeN7aUlVqvIic6m6wt7+wSROu9hqc/httKCSNUhps7J/uTpYTObTxUxVknse1WSpmILc5c1Q+hRTzt6FyebVxWBFZd4mU+5iqmWoqhY8bhZSuZqU5OPRAb41yRspeCiXL18wNdvbOykGd5kUYpLydNJKxbNZ2DxEelUZ6xBCbJq2yqq0rjWGELWZ9qN/z/4DZRi0OSw4Wc5jSsHr2PfrbjaN7ZWtfxmRBQD8f41Y11A0pDqqb1RmbrGPHrqcbNdLjpJ03OvmLWtzlMDRmuQgt+pRq9Kn2EbFIIVy5R0quEKtnt1iUPRqRWo2+9ZHDVKS0iiZctKBXPKu1qniZqOjo7183JPMx2IxqriCDakWL8GiZC6LVyblhc/uElCrB1+VOImrqEHq5O04hiaNCv2guWmvUStNNvFuqlFuilmqkmdPtY+alHaMcqkdpSIlrVN1la56UCpmwxA7j2ZSUE0qm82NXJuf5eQl1E4NN9gTR2SrxqwghW4zGOvmjdZSkLoqrat8Xbs4pDZVS6M05OVW2NPYyGay9uhoqBwVrT6+M4Ar1HrUoMFcVq981r35TN0e3wvWHy9f9818bK+12NEwbdjs/3o0LWAzeHyUUY8PMdZSxqZJktcyepx7rSEEr0XuwWRmm5mimx+bWyO4yTUsx3bWeHBXqSpBFjzIrQY3N6smC9Lm77KZfiHzqBqLVQVTVajRzGRylVyHkEL1miyZB9kmTK2WzV+whLhZybk53StIVlVCiJKV4lIIps0wdPVs5qWOyWYu1VpkHo6urmd3yYIlyaqr3Tw7bi6HfbZJ7XMeKby6BRvzmFI0Uyl5M2NBctWqEKQveJ9lQhYA8GRDZFJRkQapBoWkZlzXJiRrgmzItU+Bz/Su1iu6Uso1hZSDztdxFpq5FHtXLWrck4yQBZ46hCwA4AlcGqVYFceimhVNKXkIWRoGrQ9URm3NuE5Xq71q0f6gdq4Y+knw6SwppM3IbtIQ1HImAvDU4XkaAPBkNu2lEGPsFda1HnMLF/f+5J/8zGP/9+9eN+Z+ZPn91RodbIdxMjbnx3p+MX3am7/v7De/Xm1TY/KYBlP/RXx0CoCQBQB8AWwTXEEWipSlg5yPlapqpx58bPZnH7l5ub+OhOzVLneHSy1t6Mw6bc/zwUXFYZD1FqMUqFiAkAUAfKlVaZ00kTYLiU3abltbjVLYKnUyDtJyqRUX6ir7nR20QeuQrRmnsbdBsa5UR9Wp1LqCi5kFACELAPjShuyeJGnqClIjLV01KKq/1ObDdmhHlZZ3kKsdXzbXHbST0uY6bYe0OJhoSNN2k6/FrhzXCYCQBQB8qZjUSa3LsszVJq1dpUtNWn/4TPPgDemxMu/O8Q7yhPfUXifG7qQmvdqL67xVp6qTRqFTmMjNi6rEbg/AU/jNil0LAABXccmrQnYVl0yNLaNGqxOtVg9/sj7yyWl/2Og2LtRVdpsyhLo91FmzdTmv+9tu8FPXVIVt+TxLo8ulGSELELIAgC9pyY6SqlRkUgyrEKo8Ktu4TGUZY102N3Kdrg5ZHVaVHUljsWZxUcpqOumEqxuvTDdmwRfw1OG5EADwZEyKUqiuWhSD166koFbVVKJqmVUWe11tNvaSNASVoFlNqdauCZsTek2l0do05zIBhCwA4EvHTUOjQT6qSLWRL6yxwbWfP/G2tz/8wQfqwd5WPOBCXR3/Ia4v7s+2Tx1WDdPm1te86oYX3SMdnYawZ7okJmQAhCwA4EsaZFIrtR7MJkuFVGVr5W5McXf/D95y6n//5absR0Uu1NXXrRZvgkY/UZrHZpPh9EQvf3bRNHhYmRbux/usCUfUAk8ZtrMDAAAAIQsAAAAQsgAAAAAhCwAAAEIWAAAAIGQBAAAAQhYAAACELAAAAEDIAgAAAIQsAAAAQMgCAADgP1qJSwAAuJq79a4aZDZLWjU6N6s7PujipakvV5PhmkvZdeyqXxQ+f3DE5S7/srpsj+zsXaqXnmbb55f54vGZzZpBnjXOSjvrTZ0dTpo5dxdAyAIAvoQda6qtQpVJNahKrYKPVdZpkJUU1D6y2ONCXaXk4fqxXYwKmpUyaQ9z64oW5FJQMY1cI4CQBQB8aUNWOgi1C6GRXDKpkYKi0nyozaVRC8WtYf+qX1Vr/dz/NTMz+7K6biFOr2lOqy+m2Xh5mOROOcZkclNQCYQsQMgCAL70IXtUZq5qilKR3INiMxzbWp46eXhYtvb7q0PWPz9kZaYvr5DdzfFwHOYKS9mjJc+7Thak8GV2GQBCFgDw/58gzV2xuFWLkiUVyZpGYT1/6T3HU8yHw17KT/xVV9Wwf5ldt2wKNeRlTJ5uOTY79pzbckzFrA2youSaUbTAU8rcnasAAPj8CHWNRSWq2mZiwW6ppSnzGDvP6kflMi5mTwjZL/fFXqGuYh20NJWkaXPYWW+TKG1VhSwFKYrRWeApxIgsAODPZ0dNOp+ElcIgyVLXSSkNvIM8QQldDDY7FsyjWxwUixQfH5l2qUqR6wQ8dd+iGJEFAFzF5dlrrBb8aMV9jUcLlaIUq1t1BXYiv1pvpZi3siCrsl7mUiO1VVYkk4yQBQhZAMCXUpF2VVupVYiPp5dfGVMskksTluA/8cIF1ShdaVb77JPB5n/dmFkAPJX4YAgA8KSCq1bVINWjhVwmt6NKc8kz1+hqNanEo6nCnztMFKRw1P+87wJPIUZkAQBXcym7TB5UJTdzl1zmikct60oqXKgnhKy5hXJl5DVWWZUkjyrh6Hp1XCXgqcOTIQDgauZqNhMHgiu4TFUa5UVezauCTB2TPZ8oqEr9lZHXWVSyo3kFlYsDfEm+WTEiCwAAgP8oHx4BAAAAQhYAAAAgZAEAAABCFgAAAIQsAAAAQMgCAAAAhCwAAAAIWQAAAICQBQAAAAhZAAAAgJAFAAAAIQsAAAAQsgAAAAAhCwAAAEIWAAAAIGQBAAAAQhYAAACELAAAAEDIAgAAAIQsAAAAQMgCAACAkAUAAAAIWQAAAICQBQAAACELAAAAELIAAAAAIQsAAABCFgAAACBkAQAAAEIWAAAAIGQBAABAyAIAAACELAAAAEDIAgAAgJAFAAAACFkAAACAkAUAAAAhCwAAABCyAAAAACELAAAAELIAAAAgZAEAAABCFgAAACBkAQAAQMgCAAAAhCwAAABAyAIAAICQBQAAAAhZAAAAgJAFAAAACFkAAAAQsgAAAAAhCwAAABCyAAAAIGQBAAAAQhYAAAAgZAEAAEDIAgAAAIQsAAAAQMgCAAAAhCwAAAAIWQAAAICQBQAAAAhZAAAAELIAAAAAIQsAAAAQsgAAACBkuQQAAAAgZAEAAABCFgAAACBkAQAAQMgCAAAAhCwAAABAyAIAAICQBQAAAAhZAAAAgJAFAAAACFkAAAAQsgAAAAAhCwAAABCyAAAAIGQBAAAAQhYAAAAgZAEAAEDIAgAAAIQsAAAAQMgCAAAAhCwAAAAIWQAAAICQBQAAAAhZAAAAELIAAAAAIQsAAAAQsgAAACBkAQAAAEIWAAAAIGQBAAAAQhYAAACELAAAAEDIAgAAAIQsAAAACFkAAACAkAUAAAAIWQAAABCyAAAAACELAAAAELIAAAAAIQsAAABCFgAAACBkAQAAAEIWAAAAhCwAAABAyAIAAACELAAAAAhZAAAAgJAFAAAACFkAAACAkAUAAAAhCwAAABCyAAAAACELAAAAQhYAAAAgZAEAAABCFgAAAIQsAAAAQMgCAAAAhCwAAABAyAIAAICQBQAAAAhZAAAAgJAFAAAAIQsAAAAQsgAAAAAhCwAAABCyAAAAIGQBAAAAQhYAAAAgZAEAAEDIAgAAAIQsAAAAQMgCAACAkAUAAAAIWQAAAICQBQAAAAhZAAAAELIAAAAAIQsAAAAQsgAAACBkAQAAAEIWAAAAIGQBAABAyAIAAACELAAAAEDIAgAAAIQsAAAACFkAAACAkAUAAAAIWQAAABCyAAAAACELAAAAELIAAAAgZAEAAABCFgAAACBkAQAAAEIWAAAAhCwAAABAyAIAAACELAAAAAhZAAAAgJAFAAAACFkAAAAQsgAAAAAhCwAAABCyAAAAACELAAAAQhYAAAAgZAEAAABCFgAAAIQsAAAAQMgCAAAAhCwAAAAIWQAAAICQBQAAAAhZAAAAgJAFAAAAIQsAAAAQsgAAAAAhCwAAAEIWAAAAIGQBAAAAQhYAAACELAAAAEDIAgAAAIQsAAAAQMgCAACAkAUAAAAIWQAAAICQBQAAACELAAAAELIAAAAAIQsAAAAQsgAAACBkAQAAAEIWAAAAIGQBAABAyAIAAACELAAAAEDIAgAAgJAFAAAACFkAAACAkAUAAAAIWQAAABCyAAAAACELAAAAELIAAAAgZAEAAABCFgAAACBkAQAAQMgCAAAAhCwAAABAyAIAAACELAAAAAhZAAAAgJAFAAAACFkAAAAQsgAAAAAhCwAAABCyAAAAIGQBAAAAQhYAAAAgZAEAAABCFgAAAIQsAAAAQMgCAAAAhCwAAAAIWQAAAICQBQAAAAhZAAAAELIAAAAAIQsAAAAQsgAAAAAhCwAAAEIWAAAAIGQBAAAAQhYAAACELAAAAEDIAgAAAIQsAAAACFkAAACAkAUAAAAIWQAAAICQBQAAACELAAAAELIAAAAAIQsAAABCFgAAACBkAQAAAEIWAAAAhCwAAABAyAIAAACELAAAAEDIAgAAgJAFAAAACFkAAACAkAUAAAAhCwAAABCyAAAAACELAAAAELIAAAAgZAEAAABCFgAAACBkAQAAQMgCAAAAhCwAAABAyAIAAICQBQAAAAhZAAAAgJAFAAAACFkAAAAQsgAAAAAhCwAAABCyAAAAIGQBAAAAQhYAAAAgZAEAAEDIAgAAAIQsAAAAQMgCAAAAhCwAAAAIWQAAAICQBQAAAAhZAAAAELIAAAAAIQsAAAAQsgAAACBkAQAAAEIWAAAAIGQBAAAAQhYAAACELAAAAEDIAgAAAIQsAAAACFkAAACAkAUAAAAIWQAAABCyAAAAACELAAAAELIAAAAAIQsAAABCFgAAACBkAQAAAEIWAAAAhCwAAABAyAIAAACELAAAAAhZAAAAgJAFAAAACFkAAACAkAUAAAAhCwAAABCyAAAAACELAAAAQhYAAAAgZAEAAABCFgAAAIQslwAAAACELAAAAEDIAgAAAIQsAAAACFkAAACAkAUAAAAIWQAAABCyAAAAACELAAAAELIAAAAAIQsAAABCFgAAACBkAQAAAEIWAAAAhCwAAABAyAIAAACELAAAAAhZAAAAgJAFAAAACFkAAACAkAUAAAAhCwAAABCyAAAAACELAAAAQhYAAAAgZAEAAABCFgAAAIQsAAAAQMgCAAAAhCwAAABAyAIAAICQBQAAAAhZAAAAgJAFAAAAIQsAAAAQsgAAAAAhCwAAAEIWAAAAIGQBAAAAQhYAAAAgZAEAAEDIAgAAAIQsAAAAQMgCAACAkAUAAAAIWQAAAICQBQAAACELAAAAELIAAAAAIQsAAAAQsgAAACBkAQAAAEIWAAAAIGQBAABAyAIAAACELAAAAEDIAgAAgJAFAAAACFkAAACAkAUAAAAIWQAAABCy/2+7dUwEAAADIezqXzRV8VsigQkAADCyAABgZAEAMLIAAGBkAQDAyAIAgJEFAMDIAgCAkQUAACOLNOpfAAAO10lEQVQLAICRBQAAIwsAAEYWAAAjCwAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAMLIAAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAAAjCwAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAMLIAAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAAAjCwAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAMLIAAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAYGQBADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAABGFgAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAYGQBADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAABGFgAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAYGQBADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAABGFgAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAjKwEAAAYWQAAMLIAAGBkAQAwsgAAYGQBAMDIAgBgZAEAwMgCAICRBQAAIwsAgJEFAAAjCwAARhYAACMLAABGFgAAjCwAAEYWAACMLAAAGFkAADCyAAAYWQAAMLIAAGBkAQAwsgAAYGQBAMDIAgBgZAEAwMgCAICRBQAAIwsAgJEFAAAjCwAARhYAACMLAABGFgAAjCwAAEYWAACMLAAAGFkAADCyAAAYWQAAMLIAAGBkAQAwsgAAYGQBAMDIAgBgZAEAwMgCAICRBQAAIwsAgJEFAAAjCwAARhYAACMLAABGFgAAjCwAAEYWAACMLAAAGFkAADCyAAAYWQAAMLIAAGBkAQAwsgAAYGQBAMDIAgCAkQUAwMgCAICRBQAAIwsAgJEFAAAjCwAARhYAACMLAABGFgAAjCwAABhZAACMLAAAGFkAADCyAAAYWQAAMLIAAGBkAQAwsgAAYGQBAMDIAgCAkQUAwMgCAICRBQAAIwsAgJEFAAAjCwAARhYAACMLAABGFgAAjCwAABhZAACMLAAAGFkAADCyAAAYWQAAMLIAAGBkAQAwsgAAYGQBAMDIAgCAkQUAwMgCAICRBQAAIwsAgJEFAAAjCwAARhYAACMLAABGFgAAjCwAABhZAACMLAAAGFkAADCyAAAYWQAAMLIAAGBkAQAwsgAAYGQBAMDIAgCAkQUAwMgCAICRBQAAIwsAgJEFAAAjCwAARhYAAIwsAABGFgAAjCwAABhZAACMLAAAGFkAADCyAAAYWQAAMLIAAGBkAQDAyAIAYGQBAMDIAgCAkQUAwMgCAICRBQAAIwsAgJEFAAAjCwAARhYAAIwsAABGFgAAjCwAABhZAACMLAAAGFkAADCyAAAYWQAAMLIAAGBkAQDAyAIAYGQBAMDIAgCAkQUAwMgCAICRBQAAIwsAgJEFAAAjCwAARhYAAIwsAABGFgAAjCwAABhZAACMLAAAGFkAADCyAAAYWQAAMLIAAGBkAQDAyAIAYGQBAMDIAgCAkQUAwMgCAICRBQAAIwsAgJEFAAAjCwAARhYAAIwsAABGFgAAjCwAABhZAACMLAAAGFkAADCyAABgZAEAMLIAAGBkAQDAyAIAYGQBAMDIAgCAkQUAwMgCAICRBQAAIwsAAEYWAAAjCwAARhYAAIwsAABGFgAAjCwAABhZAACMLAAAGFkAADCyAABgZAEAMLIAAGBkAQDAyAIAYGQBAMDIAgCAkQUAwMgCAICRBQAAIwsAAEYWAAAjCwAARhYAAIwsAABGFgAAjCwAABhZAACMLAAAGFkAADCyAABgZAEAMLIAAGBkAQDAyAIAYGQBAMDIAgCAkQUAwMgCAICRBQAAIwsAAEYWAAAjCwAARhYAAIwsAABGFgAAjCwAABhZAACMrAQAABhZAAAwsgAAYGQBADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAAAjCwCAkQUAACMLAABGFgAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAMLIAABhZAAAwsgAAYGQBADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAAAjCwCAkQUAACMLAABGFgAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAMLIAABhZAAAwsgAAYGQBADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAAAjCwCAkQUAACMLAABGFgAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAMLIAABhZAAAwsgAAYGQBADCyAABgZAEAwMgCAICRBQDAyAIAgJEFAAAjCwCAkQUAACMLAABGFgAAIwsAAEYWAACMLAAAGFkAAIwsAAAYWQAAMLIAABhZAAAwsgAAYGQBADCyAABgZAEAwMgCAICRBQDAyAIAgJEFAAAjCwCAkQUAACMLAABGFgAAIwsAAEYWAACMLAAAGFkAAIwsAAAYWQAAMLIAABhZAAAwsgAAYGQBADCyAABgZAEAwMgCAICRBQDAyAIAgJEFAAAjCwCAkQUAACMLAABGFgAAIwsAAEYWAACMLAAAGFkAAIwsAAAYWQAAMLIAABhZAAAwsgAAYGQBADCyAABgZAEAwMgCAICRBQDAyAIAgJEFAAAjCwCAkQUAACMLAABGFgAAjCwAAEYWAACMLAAAGFkAAIwsAAAYWQAAMLIAABhZAAAwsgAAYGQBAMDIAgBgZAEAwMgCAICRBQDAyAIAgJEFAAAjCwCAkQUAACMLAABGFgAAjCwAAEYWAACMLAAAGFkAAIwsAAAYWQAAMLIAABhZAAAwsgAAYGQBAMDIAgBgZAEAwMgCAICRBQDAyAIAgJEFAAAjCwCAkQUAACMLAABGFgAAjCwAAEYWAACMLAAAGFkAAIwsAAAYWQAAMLIAABhZAAAwsgAAYGQBAMDIAgBgZAEAwMgCAICRBQDAyAIAgJEFAAAjCwCAkQUAACMLAABGFgAAjCwAAEYWAACMLAAAGFkAAIwsAAAYWQAAMLIAAGBkAQAwsgAAYGQBAMDIAgBgZAEAwMgCAICRBQDAyAIAgJEFAAAjCwAARhYAACMLAABGFgAAjCwAAEYWAACMLAAAGFkAAIwsAAAYWQAAMLIAAGBkAQAwsgAAYGQBAMDIAgBgZAEAwMgCAICRBQDAyAIAgJEFAAAjCwAARhYAACMLAABGFgAAjCwAAEYWAACMLAAAGFkAAIwsAAAYWQAAMLIAAGBkAQAwsgAAYGQBAMDIAgBgZAEAwMgCAICRBQDAyAIAgJEFAAAjCwAARhYAACMLAABGFgAAjCwAAEYWAACMLAAAGFkAAIysBAAAGFkAADCyAABgZAEAMLIAAGBkAQDAyAIAYGQBAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAAAjCwAARhYAAIwsAABGFgAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAMLIAAGBkAQDAyAIAYGQBAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAAAjCwAARhYAAIwsAABGFgAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAMLIAAGBkAQDAyAIAYGQBAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAAAjCwAARhYAAIwsAABGFgAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAMLIAAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAAAjCwAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAMLIAAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAAAjCwAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAMLIAAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAAAjCwAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAMLIAAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAGFkAADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAICRBQAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAYGQBADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAMDIAgCAkQUAACMLAABGFgAAIwsAAEYWAACMLAAARhYAAIwsAAAYWQAAjCwAABhZAAAwsgAAYGQBADCyAABgZAEAwMgCAGBkAQDAyAIAgJEFAMDIAgCAkQUAgKGTAHYqEQBg5AFd8ZxslwYmYgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">168<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0">przez <span class="_ _1"></span>Ministerstwo <span class="_ _6"></span>Rozwoju <span class="_ _1"></span>i <span class="_ _1"></span>Te<span class="_ _1"></span>chnologii</div></div><div class="c x0 y0 w76 h0"><div class="t m0 xf3 h5d yd3e ff2 fs6 fc1 sc0 ls0 ws0">8</div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf4 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"></span><span class="ff1">a <span class="_ _1"></span>przygotowanym <span class="_ _6"></span>przez <span class="_ _1"></span>Grupę <span class="_ _1"></span>Ro<span class="_ _1"></span>boczą <span class="_ _1"></span>ds. <span class="_ _1"></span>s<span class="_ _1"></span>tosowania <span class="_ _1"></span>Taksonomii <span class="_ _1"></span>UE</span></div></div><div class="c x0 y0 w76 h0"><div class="t m0 xbc h5d yd3e ff2 fs6 fc1 sc0 ls0 ws0">9</div></div><div class="c x0 y0 w2 h0"><div class="t m0 xb7 h2 y6 ff2 fs0 fc1 sc0 ls2 ws0">. </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">W aspekcie <span class="_ _0"></span>audytorskim <span class="_ _8"></span>pop<span class="_ _1"></span>rowadził <span class="_ _0"></span>ją Pan <span class="_ _0"></span>dr hab. <span class="_ _8"></span>inż. Paweł<span class="_ _1"></span> Bog<span class="_ _0"></span>acz, prof. <span class="_ _8"></span>AGH,<span class="_ _1"></span> z<span class="_ _0"></span> ZDPB <span class="_ _0"></span>AGH, który <span class="_ _8"></span>jes<span class="_ _1"></span>t członkiem<span class="_ _0"></span> </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">powyższej grupy roboczej. <span class="ff2"> </span></div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">Analizę prowadzono w oparciu o<span class="_ _1"></span> podstawową zasadę występowania minimalnych gwaranc<span class="_ _1"></span>ji, a dokładnie o <span class="_ _1"></span>potrzebę </div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">stwierdzenia <span class="_ _d"> </span>wystę<span class="_ _1"></span>powania <span class="_ _d"> </span>(wdrożenia <span class="_ _d"> </span>i <span class="_ _19"> </span>funkcjonowania) <span class="_ _d"> </span>w <span class="_ _19"> </span>Grupie <span class="_ _d"> </span>Kapitałowe<span class="_ _1"></span>j <span class="_ _d"> </span>UNIMOT <span class="_ _19"> </span>procesu <span class="_ _d"> </span>należytej </div><div class="t m0 x1 h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">staranności <span class="_ _6"></span>w <span class="_ _6"></span>odpowiedzialnym <span class="_ _1"></span>prowadzeniu <span class="_ _6"></span>dział<span class="_ _1"></span>alności <span class="_ _6"></span>bizneso<span class="_ _1"></span>wej <span class="_ _1"></span>(ang. <span class="_ _6"></span>human <span class="_ _6"></span>rights <span class="_ _6"></span>due <span class="_ _6"></span>dilligence). <span class="_ _6"></span>Opierano </div><div class="t m0 x1 h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">się w tej kwestii na sprawdzeniu następujących elementów skład<span class="_ _8"></span>o<span class="_ _1"></span>wych tego procesu:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y763 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa h11 y764 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Włączenia <span class="_ _19"> </span>zagadnień <span class="_ _19"> </span>odpowie<span class="_ _1"></span>dzialnego <span class="_ _19"> </span>prowadzenia <span class="_ _19"> </span>działalności <span class="_ _17"> </span>biz<span class="_ _0"></span>nesowej <span class="_ _19"> </span>do <span class="_ _19"> </span>zasa<span class="_ _1"></span>d <span class="_ _19"> </span>i <span class="_ _19"> </span>syste<span class="_ _1"></span>mów </span></span></div><div class="t m0 xc h2 y765 ff1 fs0 fc1 sc0 ls0 ws0">zarządzania Grupy Kapitałowej UNIMOT.<span class="ff2"> </span></div><div class="t m0 xa h11 y766 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Identyfikowania  i <span class="_ _e"> </span>oceny <span class="_ _e"> </span>rzeczywistych <span class="_ _e"> </span>i  potenc<span class="_ _1"></span>jalnych  skutków <span class="_ _e"> </span>negatywnych <span class="_ _e"> </span>skutków  związanych <span class="_ _e"> </span>z </span></span></div><div class="t m0 xc h2 y259 ff1 fs0 fc1 sc0 ls0 ws0">działalnością produktami lub usługami Grupy Kapitałowej UNIMOT.<span class="ff2"> </span></div><div class="t m0 xa h11 y767 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Wstrzymania ewentualnych negatywnych skutków, zapob<span class="_ _0"></span>iegania im lub ich łagodzenia.<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y768 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Monitorowania wdrażania i wyników dz<span class="_ _0"></span>iałań łagodzących lub zapobiegawczych.<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y769 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Informowania <span class="_ _b"> </span>o <span class="_ _c"> </span>sposobie <span class="_ _b"> </span>postę<span class="_ _1"></span>powania <span class="_ _b"> </span>w <span class="_ _c"> </span>przypadku <span class="_ _b"> </span>wystąpienia <span class="_ _b"> </span>ne<span class="_ _1"></span>gatywnych <span class="_ _b"> </span>skutków <span class="_ _c"> </span>związanych <span class="_ _b"> </span>z </span></span></div><div class="t m0 xc h2 y76a ff1 fs0 fc1 sc0 ls0 ws0">działalnością produktami lub usługami Grupy Kapitałowej UNIMOT.<span class="ff2"> </span></div><div class="t m0 xa h11 y7c7 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">W stosownych p<span class="_ _0"></span>rzypadkach <span class="_ _8"></span>umo<span class="_ _1"></span>żliwienia <span class="_ _8"></span>o<span class="_ _1"></span>dpowiednich d<span class="_ _8"></span>ział<span class="_ _1"></span>ań z<span class="_ _0"></span>aradczych lub <span class="_ _8"></span>współpracy przy działaniach </span></span></div><div class="t m0 xc h2 y7f0 ff1 fs0 fc1 sc0 ls0 ws0">zaradczych prowadzonych przez Grupę Kapitałową UN<span class="_ _0"></span>IMOT.<span class="ff2"> </span></div><div class="t m0 x1 h2 y7f1 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y126 ff1 fs0 fc1 sc0 ls0 ws0">Głównym założeniem badania by<span class="_ _0"></span>ła analiza funkcjonowania powyższych zadań ułożonych w ujęciu cyklu <span class="_ _8"></span>PDCA (Plan<span class="_ _1"></span><span class="ff2">-</span></div><div class="t m0 x1 h2 y127 ff2 fs0 fc1 sc0 ls17 ws0">Do<span class="ls0">-Check-<span class="ff1">Act), <span class="_ _22"> </span>nazywanego <span class="_ _22"> </span>inaczej<span class="_ _1"></span> <span class="_ _22"> </span>cyklem <span class="_ _22"> </span>Deminga, <span class="_ _22"> </span>pozwalającego<span class="_ _1"></span> <span class="_ _22"> </span>na <span class="_ _22"> </span>procesowe<span class="_ _1"></span> <span class="_ _22"> </span>włączenie <span class="_ _22"> </span>kwestii </span></span></div><div class="t m0 x1 h2 y28 ff1 fs0 fc1 sc0 ls0 ws0">odpowiedzialnego prowadzenia działalności biznesowej w polityki i systemy zarządzania Grupy UNIMOT. <span class="ff2"> </span></div><div class="t m0 x1 h2 y128 ff1 fs0 fc1 sc0 ls0 ws0">Kwestie <span class="_ _e"> </span>do <span class="_ _e"> </span>szczegółowego <span class="_ _e"> </span>s<span class="_ _1"></span>prawdzenia <span class="_ _e"> </span>w <span class="_ _e"> </span>celu <span class="_ _e"> </span>weryfika<span class="_ _1"></span>cji <span class="_ _e"> </span>funkcjonowania <span class="_ _e"> </span>procesu <span class="_ _e"> </span>należytej <span class="_ _e"> </span>staranności <span class="_ _e"> </span>w </div><div class="t m0 x1 h2 y7f2 ff1 fs0 fc1 sc0 ls0 ws0">odpowiedzialnym <span class="_ _a"></span>prowadzeniu <span class="_ _a"></span>działalnośc<span class="_ _1"></span>i <span class="_ _a"></span>biznesowej <span class="_ _4"></span>(ang. <span class="_ _a"></span>human <span class="_ _a"></span>rights <span class="_ _4"></span>due <span class="_ _a"></span>dilligence<span class="_ _1"></span>) <span class="_ _a"></span>zostały <span class="_ _4"> </span><span class="ff2">zwe<span class="_ _1"></span>ryfikowane. </span></div><div class="t m0 x1 h2 y7f3 ff2 fs0 fc1 sc0 ls0 ws0">O<span class="ff1">kreślano poziom <span class="_ _1"></span></span>ich <span class="_ _1"></span><span class="ff1">wypełnienia przez <span class="_ _1"></span>Grupę <span class="_ _1"></span>Kapitałową UNIMOT,<span class="_ _1"></span> robiąc <span class="_ _1"></span>to w <span class="_ _1"></span>aspekcie <span class="_ _1"></span>Spełnia/Nie <span class="_ _1"></span>spełnia przez </span></div><div class="t m0 x1 h2 y7f4 ff1 fs0 fc1 sc0 ls0 ws0">Grupę,<span class="ff2"> </span>a<span class="_ _8"></span> także<span class="ff2"> <span class="_ _8"></span><span class="ff1">określając<span class="ff2">, </span>dodatkowo <span class="_ _8"></span>w przypadku <span class="_ _8"></span>statusu Spełnia, <span class="_ _8"></span>tzw. Dokumenty <span class="_ _8"></span>odniesienia, czyli<span class="_ _0"></span> <span class="_ _8"></span>dokumentacją </span></span></div><div class="t m0 x1 h2 y7f5 ff1 fs0 fc1 sc0 ls0 ws0">systemową w systemie zarządzania w Grupie<span class="ff2">.  </span></div><div class="t m0 x1 h2 yf41 ff1 fs0 fc1 sc0 ls0 ws0">W ramach <span class="_ _1"></span>badania spr<span class="_ _1"></span>awdzano przede <span class="_ _1"></span>wszystkim obszary <span class="_ _1"></span>Praw <span class="_ _1"></span>człowieka <span class="_ _1"></span>i praw <span class="_ _1"></span>pracowniczych, <span class="_ _1"></span>Nauki, techn<span class="_ _1"></span>ologii </div><div class="t m0 x1 h2 y189 ff2 fs0 fc1 sc0 ls0 ws0">i innowacji, Korupcji, Opoda<span class="_ _0"></span>tkow<span class="_ _1"></span>ania oraz<span class="_ _0"></span> Uczciwej konkurencji.<span class="fc5"> </span></div><div class="t m0 x1 h2 y7cf ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _6"></span>podstawie <span class="_ _6"></span>przeprowadzonych <span class="_ _6"></span>prac <span class="_ _6"></span>audytowych <span class="_ _6"></span>można <span class="_ _6"></span>było<span class="_ _1"></span> <span class="_ _1"></span>stw<span class="_ _1"></span>ierdzić, <span class="_ _1"></span>że <span class="_ _6"></span>Grupa <span class="_ _6"></span>Kapit<span class="_ _1"></span>ałowa <span class="_ _6"></span>UNIMOT <span class="_ _1"></span>w<span class="_ _1"></span>ypełnia </div><div class="t m0 x1 h2 y10a3 ff1 fs0 fc1 sc0 ls0 ws0">zasady nale<span class="_ _1"></span>żytej star<span class="_ _1"></span>anności <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _1"></span>odpowiedzialnego <span class="_ _1"></span>prowadzenia <span class="_ _1"></span>działalności <span class="_ _1"></span>biznesowej <span class="_ _1"></span>(ang. <span class="_ _1"></span>human <span class="_ _1"></span>rights </div><div class="t m0 x1 h2 yccc ff1 fs0 fc1 sc0 ls0 ws0">due <span class="_ _c"> </span>dilligence<span class="_ _1"></span>), <span class="_ _c"> </span>określone <span class="_ _c"> </span>w <span class="_ _9"> </span>Wytycznych<span class="ff2"> <span class="_ _9"> </span></span>ONZ <span class="_ _c"> </span>dotycząc<span class="ff2">yc<span class="_ _1"></span>h <span class="_ _c"> </span></span>biznesu <span class="_ _9"> </span>i <span class="_ _c"> </span>praw <span class="_ _9"> </span>człowieka <span class="_ _c"> </span>(UNGPs), <span class="_ _9"> </span>Podstawowych </div><div class="t m0 x1 h2 yf32 ff2 fs0 fc1 sc0 ls0 ws0">zasadach <span class="_ _4"></span>i <span class="_ _4"></span>prawach <span class="_ _4"> </span><span class="ff1">pracy <span class="_ _4"> </span>o<span class="_ _1"></span>kreślonych <span class="_ _4"></span>w <span class="_ _4"> </span>Deklaracji <span class="_ _4"></span>Międzynarodowej <span class="_ _5"> </span>Organizacji <span class="_ _a"></span>Pr<span class="_ _1"></span>acy <span class="_ _a"></span>(<span class="_ _1"></span>MOP) <span class="_ _4"></span>z <span class="_ _4"></span>1998 <span class="_ _4"> </span>roku <span class="_ _5"> </span>oraz </span></div><div class="t m0 x1 h2 yf33 ff1 fs0 fc1 sc0 ls0 ws0">Międzynarodowej Kart<span class="ff2">cie <span class="_ _1"></span></span>Praw<span class="_ _1"></span> Człowieka. <span class="_ _1"></span>Pozwoliło to<span class="_ _1"></span> na<span class="_ _1"></span> stwie<span class="_ _1"></span>rdzenie, że <span class="_ _1"></span>przejście <span class="_ _1"></span>pr<span class="_ _1"></span>zez Filtr <span class="_ _1"></span>2. <span class="_ _1"></span>przyniosło <span class="_ _1"></span>Grupie </div><div class="t m0 x1 h2 yf34 ff1 fs0 fc1 sc0 ls0 ws0">Kapitałowej UNIMOT pozytywny wynik.<span class="ff2"> </span></div><div class="t m0 x1 h2 y21d ff2 fs0 fc5 sc0 ls0 ws0">Filtr <span class="_ _5"> </span>3 <span class="_ _5"> </span><span class="ff1">–</span> <span class="_ _5"> </span><span class="ff1">Kwalifikacja <span class="_ _5"> </span>taksonomiczna <span class="_ _5"> </span>i <span class="_ _5"> </span>zgodność<span class="_ _1"></span> <span class="_ _5"> </span>z <span class="_ _5"> </span>systematyką <span class="_ _5"> </span>(taksonomia <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>podgrupie <span class="_ _5"> </span>A1) <span class="_ _5"> </span>lub <span class="_ _5"> </span>niezgodność <span class="_ _5"> </span>z </span></div><div class="t m0 x1 h2 y110 ff1 fs0 fc5 sc0 ls0 ws0">systematyką (taksonomia w podgrupie A2), styczeń/luty 2025 r.<span class="ff2"> </span></div><div class="t m0 x1 h2 yd36 ff2 fs0 fc1 sc0 ls0 ws0">W ramach F<span class="ff1">iltra <span class="_ _0"></span>3 prowadzone działania miały za <span class="_ _8"></span>z<span class="_ _1"></span>adanie weryfikację prop<span class="_ _0"></span>ozycji działań Grupy Kapitałowej UNIMOT </span></div><div class="t m0 x1 h2 y10a4 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _6"></span>ro<span class="_ _1"></span>ku <span class="_ _6"></span>2024, <span class="_ _a"></span>zawartych <span class="_ _a"></span>w <span class="_ _6"></span>z<span class="_ _1"></span>akładce <span class="_ _6"></span>Te<span class="_ _1"></span>chniczne <span class="_ _6"></span>kryteria <span class="_ _a"></span>kwalifikacji <span class="_ _6"></span>Zał<span class="_ _1"></span>ącznika <span class="_ _6"></span>2, <span class="_ _a"></span>pod <span class="_ _a"></span>kątem <span class="_ _a"></span>spełnienia <span class="_ _6"></span>przez <span class="_ _a"></span>nie </div><div class="t m0 x1 h2 yfa2 ff1 fs0 fc1 sc0 ls0 ws0">technicznych <span class="_ _8"></span>kryteriów <span class="_ _8"></span>kwalifikacji <span class="_ _8"></span>(w <span class="_ _8"></span>uję<span class="_ _1"></span>ciu <span class="_ _8"></span>istotny <span class="_ _8"></span>wkład <span class="_ _8"></span>w <span class="_ _8"></span>d<span class="_ _1"></span>any <span class="_ _7"></span>ce<span class="_ _1"></span>l <span class="_ _7"></span>ora<span class="_ _1"></span>z <span class="_ _7"></span>nie<span class="_ _1"></span> <span class="_ _8"></span>czynienie <span class="_ _8"></span>poważnej <span class="_ _8"></span>szkody <span class="_ _8"></span>pozostałym </div><div class="t m0 x1 h2 y8e6 ff1 fs0 fc1 sc0 ls0 ws0">celom), które<span class="_ _1"></span> zostały <span class="_ _1"></span>ustanowione <span class="_ _1"></span>przez <span class="_ _1"></span>Komisję <span class="_ _1"></span>Europejską zgodnie <span class="_ _1"></span>z <span class="_ _1"></span>art. <span class="_ _1"></span>10 us<span class="_ _1"></span>t. 3,<span class="_ _1"></span> art.<span class="_ _1"></span> 11,<span class="_ _1"></span> ust. <span class="_ _1"></span>3, ar<span class="_ _1"></span>t. 12<span class="_ _1"></span> ust.<span class="_ _1"></span> 2, </div><div class="t m0 x1 h2 ybc9 ff1 fs0 fc1 sc0 ls0 ws0">art. <span class="_ _7"></span>13 <span class="_ _8"></span>us<span class="_ _1"></span>t. <span class="_ _8"></span>2 <span class="_ _8"></span>lub <span class="_ _7"></span>art. <span class="_ _8"></span>15 <span class="_ _8"></span>ust.<span class="_ _1"></span> <span class="_ _7"></span>2 <span class="_ _8"></span>, <span class="_ _8"></span>Rozporządzenia <span class="_ _8"></span>Parlamentu <span class="_ _7"></span>E<span class="_ _1"></span><span class="ff2">uropejs<span class="_ _1"></span>kiego <span class="_ _7"></span>i <span class="_ _8"></span>Rady <span class="_ _8"></span>(UE) <span class="_ _8"></span>nr <span class="_ _8"></span>2020/852 <span class="_ _8"></span>z <span class="_ _8"></span>dnia <span class="_ _7"></span>18.06.<span class="_ _1"></span>2020<span class="_ _0"></span> </span></div><div class="t m0 x1 h2 y139 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _b"> </span>sprawie <span class="_ _b"> </span>ustanowienia <span class="_ _b"> </span>ram <span class="_ _b"> </span>ułatwiających <span class="_ _b"> </span>zrównoważone <span class="_ _b"> </span>inwes<span class="_ _1"></span>tycje, <span class="_ _5"> </span>a <span class="_ _b"> </span>zes<span class="_ _1"></span>tawionych <span class="_ _b"> </span>w <span class="_ _b"> </span>ramach <span class="_ _b"> </span>Rozporządzeń </div><div class="t m0 x1 h2 yd56 ff2 fs0 fc1 sc0 ls0 ws0">delegowanych Taksonomii <span class="ls41">UE</span>. </div><div class="t m0 x1 h2 y806 ff1 fs0 fc1 sc0 ls0 ws0">Powyższy <span class="_ _8"></span>proces <span class="_ _8"></span>prowadzono <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _7"></span>kilku <span class="_ _8"></span>etapach.<span class="_ _1"></span> <span class="_ _7"></span>Pierws<span class="_ _1"></span>zym <span class="_ _8"></span>z <span class="_ _7"></span>n<span class="_ _1"></span>ich <span class="_ _8"></span>stały <span class="_ _8"></span>się <span class="_ _8"></span>przeprowadzone <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>dniu <span class="ff2">07.01.2025 <span class="_ _8"></span>r. <span class="_ _8"></span>przez </span></div><div class="t m0 x1 h2 y807 ff1 fs0 fc1 sc0 ls0 ws0">Zespół <span class="_ _0"></span>ZDPB <span class="_ _8"></span>AGH <span class="_ _8"></span>w<span class="_ _1"></span>arsztaty <span class="_ _8"></span>z <span class="_ _0"></span>menadżerami <span class="_ _8"></span>Grupy <span class="_ _8"></span>K<span class="_ _1"></span>apitałowej <span class="_ _8"></span>UNIMOT, od<span class="_ _0"></span>powiedzialnymi <span class="_ _8"></span>za poszczególne <span class="_ _8"></span>procesy, </div><div class="t m0 x1 h2 y808 ff1 fs0 fc1 sc0 ls0 ws0">w ramach <span class="_ _8"></span>których były prowadzone <span class="_ _0"></span>działalności wyd<span class="_ _0"></span>zielone w <span class="_ _8"></span>ramach Filtra. <span class="_ _8"></span>1,<span class="_ _1"></span> jako <span class="_ _8"></span>potencjalnie kwalifikujące się <span class="_ _8"></span>do </div><div class="t m0 x1 h2 y809 ff2 fs0 fc1 sc0 ls0 ws0">taksonomii.  O<span class="ff1">b<span class="_ _0"></span>ok  prezentacji <span class="_ _9"> </span>metodyki, <span class="_ _9"> </span>stanowiącej  pierwszy  ważny <span class="_ _9"> </span>element  i <span class="_ _9"> </span>cel  spotkania<span class="_ _8"></span>,<span class="_ _1"></span>  w <span class="_ _9"> </span>jego  trakcie </span></div><div class="t m0 x98 h3 yad3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w76 h0"><div class="t m0 x1 h1c3 y10a5 ff3 fsc fc1 sc0 ls0 ws0">8</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x99 h2 y26f ff2 fs0 fc1 sc0 ls0 ws0">https://www.gov.pl/web/rozwoj-technologia/poradnik-dla-przedsiebiorstw-w-zakresie-stosowania-minimalnych-</div><div class="t m0 x1 h2 y10a6 ff2 fs0 fc1 sc0 ls0 ws0">gwarancji-taksonomii-<span class="ls17">ue</span>-juz-dostepny </div></div><div class="c x0 y0 w76 h0"><div class="t m0 x1 h5d ya55 ff2 fs6 fc1 sc0 ls0 ws0">9</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x99 h2 yd58 ff2 fs0 fc1 sc0 ls0 ws0"> https://www.gov.pl/web/rozwoj-technologia/grupa-robocza-<span class="lsc">ds</span>-s<span class="_ _1"></span>tosowania-taksonomii-<span class="ls17">ue</span> </div></div><a class="l" href="#pfa8" ><span class="d m1" style="border-style:none;position:absolute;left:452.020000px;bottom:1517.060000px;width:7.770000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa8" ><span class="d m1" style="border-style:none;position:absolute;left:1032.300000px;bottom:1517.060000px;width:7.780000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pfa9" class="pf w0 h0" ><div class="pc pca9 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">169<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">przeanalizowano, <span class="_ _8"></span>na b<span class="_ _0"></span>azie <span class="_ _8"></span>wc<span class="_ _1"></span>ześniejszych <span class="_ _8"></span>analiz menad<span class="_ _0"></span>żerów Grup<span class="_ _0"></span>y <span class="_ _8"></span>K<span class="_ _1"></span>apitałowej <span class="_ _8"></span>UNIMOT, możliwą <span class="_ _7"></span>kwa<span class="_ _1"></span>lifikowalność </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _8"></span>taksonomii oraz <span class="_ _7"></span>z<span class="_ _1"></span>godność <span class="_ _8"></span>z systematyką <span class="_ _7"></span>t<span class="_ _1"></span>aksonomii <span class="_ _8"></span>działań zaprop<span class="_ _0"></span>onowanych <span class="_ _8"></span>po<span class="_ _1"></span> <span class="_ _8"></span>Filtrze 1 <span class="_ _8"></span>w z<span class="_ _8"></span>akła<span class="_ _1"></span>dce <span class="_ _8"></span>Techn<span class="_ _1"></span>iczne </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">kryteria kwalifikacji, co stanowiło drugi, niezwykle istotny element działań <span class="_ _0"></span>w ramach <span class="ff2">Filtra 3.<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">Wyniki warsztatów były także przedmiotem równoległych i dalszych prac własnych menadżerów, ekspertów z Grupy </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">Kapitałowej UNIMOT. <span class="ff2"> </span></div><div class="t m0 x1 h2 y794 ff1 fs0 fc1 sc0 ls0 ws0">Całość <span class="_ _c"> </span>opisywanych <span class="_ _c"> </span>powyżej <span class="_ _9"> </span>działań <span class="_ _c"> </span>pozwoliła <span class="_ _c"> </span>na <span class="_ _c"> </span>kom<span class="_ _1"></span>pleksowe <span class="_ _c"> </span>przeprowadzenie <span class="_ _c"> </span>całego <span class="_ _9"> </span>procesu <span class="_ _c"> </span>kwalifikacji <span class="_ _c"> </span>i </div><div class="t m0 x1 h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">zgodności <span class="_ _1"></span>w <span class="_ _1"></span>ujęciu <span class="_ _1"></span>Filtra <span class="_ _1"></span>3, <span class="_ _1"></span>a także <span class="_ _1"></span>na <span class="_ _1"></span>zestawienie <span class="_ _1"></span>doce<span class="_ _1"></span>lowych, końc<span class="_ _1"></span>zących c<span class="_ _1"></span>ały proces <span class="_ _1"></span>ujawnień <span class="_ _1"></span>taksonomicznych </div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">Grupy Kapitałowej UNIMOT za 2024 rok.<span class="ff2"> </span></div><div class="t m0 x1 h2 y11f ff1 fs0 fc5 sc0 ls0 ws0">Kwantyfikacja wskaźników finansowych<span class="ff2"> </span></div><div class="t m0 x1 h2 y102e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>ramach <span class="_ _9"> </span>tego <span class="_ _c"> </span>etapu <span class="_ _9"> </span>przypisano <span class="_ _9"> </span>zidentyfikowanym <span class="_ _c"> </span>w <span class="_ _9"> </span>ramach <span class="_ _c"> </span>wcze<span class="_ _1"></span>śniejszych <span class="_ _c"> </span>etapów <span class="_ _c"> </span>badania <span class="_ _c"> </span>d<span class="_ _1"></span>ziałalnościom </div><div class="t m0 x1 h2 yf0a ff1 fs0 fc1 sc0 ls0 ws0">wartości obrotu, nakładów inwestycyjnych i wydatk<span class="_ _8"></span>ó<span class="_ _1"></span>w operacyjnych. <span class="ff2"> </span></div><div class="t m0 x1 h2 yf0b ff1 fs0 fc5 sc0 ls0 ws0">Agregacja wyników i raportowanie<span class="ff2"> </span></div><div class="t m0 x1 h2 y150 ff1 fs0 fc1 sc0 ls0 ws0">Etap <span class="_ _8"></span>polegał <span class="_ _8"></span>na <span class="_ _0"></span>wykorzystaniu <span class="_ _8"></span>informacji <span class="_ _0"></span>wynikowych <span class="_ _8"></span>z <span class="_ _8"></span>poprze<span class="_ _1"></span>dnich <span class="_ _8"></span>etapów <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>celu <span class="_ _8"></span>sporządzenia <span class="_ _8"></span>tabel <span class="_ _8"></span>zawierających </div><div class="t m0 x1 h2 y151 ff1 fs0 fc1 sc0 ls0 ws0">wymagane informacje oraz opracowaniu niniejszej informacji uzup<span class="_ _0"></span>ełniającej, zgodnie z wymogami załączników I i II </div><div class="t m0 x1 h2 y152 ff1 fs0 fc1 sc0 ls0 ws0">do Rozporządzenia Delegowanego<span class="ff2"> Komisji (UE) 2021/2178. </span></div><div class="t m0 x1 h2 y76b ff1 fs0 fc0 sc0 ls0 ws0">Kwalifikowalność <span class="_ _1"></span>i <span class="_ _6"></span>z<span class="_ _1"></span>godność <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _1"></span>syste<span class="_ _1"></span>matyką <span class="_ _1"></span>Takso<span class="_ _1"></span>nomii <span class="_ _1"></span>UE <span class="_ _a"></span>działalności <span class="_ _1"></span>prowadzonej <span class="_ _6"></span>prze<span class="_ _1"></span>z <span class="_ _1"></span>Grupę <span class="_ _6"></span>UNIMOT<span class="_ _1"></span> <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>2024 </div><div class="t m0 x1 h2 y101f ff2 fs0 fc0 sc0 ls0 ws0">roku  </div><div class="t m0 x1 h2 y76d ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _9"> </span>wyniku  p<span class="_ _0"></span>rzeprowadzonych <span class="_ _9"> </span>analiz  kwalifikowalności <span class="_ _9"> </span>i <span class="_ _9"> </span>zgodności  z <span class="_ _9"> </span>T<span class="_ _1"></span>aksonomią <span class="_ _9"> </span>Unii <span class="_ _9"> </span>Europejskiej  dzia<span class="_ _0"></span>łalności </div><div class="t m0 x1 h2 y76e ff1 fs0 fc1 sc0 ls0 ws0">prowadzonej przez Grupę UNIMOT w 2024 roku wskaza<span class="_ _8"></span>no<span class="_ _1"></span>:<span class="ff2"> </span></div><div class="t m0 x1 h2 yd0f ff2 fs0 fc5 sc0 ls0 ws0">1. <span class="_ _f"> </span><span class="ff1">Działalność <span class="_ _17"> </span>kwalifikująca <span class="_ _f"> </span>się <span class="_ _f"> </span>do <span class="_ _17"> </span>s<span class="_ _1"></span>ystematyki <span class="_ _17"> </span>Taksono<span class="_ _1"></span>mii <span class="_ _17"> </span>UE <span class="_ _f"> </span>i <span class="_ _f"> </span>zgodna <span class="_ _f"> </span>z <span class="_ _17"> </span>syste<span class="_ _1"></span>matyką <span class="_ _17"> </span>(zrównoważona </span></div><div class="t m0 x1 h2 yf2f ff1 fs0 fc5 sc0 ls0 ws0">środowiskowo):<span class="ff2"> </span></div><div class="t m0 xa h193 y636 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Obrót: 0 %<span class="ff2"> </span></span></span></div><div class="t m0 xa h193 y10a7 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Nakłady inwestycyjne (CAPEX): 0 %<span class="ff2"> </span></span></span></div><div class="t m0 xa h193 y10a8 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff2 fs0 fc1">Wydatki operacyjne (OPEX): 0 % </span></span></div><div class="t m0 xc h2 y10a9 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y10aa ff2 fs0 fc5 sc0 ls0 ws0">2. <span class="_ _5"> </span><span class="ff1">Działalność <span class="_ _5"> </span>kwalifikująca <span class="_ _b"> </span>się <span class="_ _b"> </span>do <span class="_ _5"> </span>systematyki <span class="_ _b"> </span>Taksonomii <span class="_ _5"> </span>UE, <span class="_ _5"> </span>ale<span class="_ _1"></span> <span class="_ _5"> </span>niezgodna <span class="_ _b"> </span>z <span class="_ _5"> </span>systematyką <span class="_ _5"> </span>(niezrówno<span class="_ _1"></span>ważona </span></div><div class="t m0 x1 h2 y482 ff1 fs0 fc5 sc0 ls0 ws0">środowiskowo):<span class="ff2"> </span></div><div class="t m0 xa h193 y10ab ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff2 fs0 fc1">Wydatki operacyjne (OPEX): 0,0052% </span></span></div><div class="t m0 xa h193 y77 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Nakłady inwestycyjne (CAPEX): <span class="ff2">4,05% </span></span></span></div><div class="t m0 xa h193 y10ac ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Obrót: <span class="ff2">0,16% </span></span></span></div><div class="t m0 x1 h2 yec9 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y10ad ff1 fs0 fc1 sc0 ls0 ws0">Znaczna <span class="_ _a"></span>część <span class="_ _a"></span>nakładów <span class="_ _a"></span>inwestycyjnych <span class="_ _a"></span>(<span class="ff2">4,05</span>%) <span class="_ _a"></span>i <span class="_ _a"></span>częściowo <span class="_ _a"></span>wydatków <span class="_ _6"></span>o<span class="_ _1"></span>peracyjnych <span class="_ _a"></span><span class="ff2">(0,0052</span>%), <span class="_ _a"></span>a <span class="_ _a"></span>także <span class="_ _a"></span>obrotu<span class="ff2"> </span></div><div class="t m0 x1 h2 y1000 ff2 fs0 fc1 sc0 ls0 ws0">(0,16%) <span class="_ _1"></span><span class="ff1">Grupy <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>w <span class="_ _1"></span>ro<span class="_ _1"></span>ku <span class="_ _1"></span>2024 <span class="_ _1"></span>dotyczy <span class="_ _1"></span>działalnośc<span class="_ _1"></span>i, która <span class="_ _6"></span>jest <span class="_ _1"></span>kwalifikowana <span class="_ _1"></span>w <span class="_ _1"></span>syste<span class="_ _1"></span>matyce, <span class="_ _1"></span>ale <span class="_ _1"></span>nie <span class="_ _1"></span>spełnia </span></div><div class="t m0 x1 h2 y1001 ff1 fs0 fc1 sc0 ls0 ws0">wszystkich kryteriów <span class="_ _8"></span>działalnoś<span class="_ _1"></span>ci zrównoważ<span class="_ _0"></span>onej środowiskowo. <span class="_ _8"></span>Udział działalności k<span class="_ _0"></span>walifikującej się, ale <span class="_ _8"></span>niezgodnej </div><div class="t m0 x1 h2 y1c8 ff1 fs0 fc1 sc0 ls0 ws0">z taksonomią pokazuje możliwość dostosowania istniejących działań do wymogów zrównoważonego rozwoju. Grupa </div><div class="t m0 x1 h2 y10ae ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _9"> </span>przeprowadzi <span class="_ _9"> </span>szczegóło<span class="_ _1"></span>wą <span class="_ _9"> </span>analizę <span class="_ _9"> </span>luki <span class="_ _9"> </span>w<span class="_ _1"></span> <span class="_ _9"> </span>tym  aspekcie <span class="_ _9"> </span>i <span class="_ _9"> </span>określi <span class="_ _9"> </span>kroki  naprawcze <span class="_ _9"> </span>służące  spełnieniu<span class="_ _0"></span> </div><div class="t m0 x1 h2 y10af ff1 fs0 fc1 sc0 ls0 ws0">wszystkich kryteriów działalności zrównoważonej środowiskowo w średnioterminowy<span class="ff2">m horyzoncie czasowym. </span></div><div class="t m0 x1 h2 y33a ff2 fs0 fc5 sc0 ls0 ws0">3. <span class="ff1">Działalność niekwalifikująca się do systematyki <span class="_ _0"></span>Taksonomii UE:<span class="ff2"> </span></span></div><div class="t m0 xa h193 y10b0 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff2 fs0 fc1">Wydatki operacyjne (OPEX): 99,99% </span></span></div><div class="t m0 xa h193 y5e2 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Nakłady inwestycyjne (CAPEX): 95,95%<span class="ff2"> </span></span></span></div><div class="t m0 xa h193 y10b1 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">Obrót:<span class="ff2"> 99,84% </span></span></span></div><div class="t m0 x1 h2 y10b2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y452 ff1 fs0 fc1 sc0 ls0 ws0">Dominująca <span class="_ _9"> </span>część <span class="_ _9"> </span>działalności <span class="_ _c"> </span>Grupy <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span>(blisko <span class="_ _c"> </span>100<span class="_ _1"></span>% <span class="_ _c"> </span>obrotu,<span class="_ _1"></span> <span class="_ _c"> </span>nakładów  inwesty<span class="_ _8"></span>c<span class="_ _1"></span>yjnych <span class="_ _c"> </span>oraz <span class="_ _9"> </span>wydatków </div><div class="t m0 x1 h2 y252 ff1 fs0 fc1 sc0 ls0 ws0">operacyjnych) nie <span class="_ _0"></span>kwalifikuje <span class="_ _0"></span>się do <span class="_ _8"></span>syste<span class="_ _1"></span>matyki <span class="_ _8"></span>taksonomii zrównoważonego rozwoju <span class="_ _0"></span>UE. Grupa<span class="_ _0"></span> zobowiązuje <span class="_ _8"></span>s<span class="_ _1"></span>ię do<span class="_ _8"></span> </div></div></div><div class="pi" ></div></div><div id="pfaa" class="pf w0 h0" ><div class="pc pcaa w0 h0"><img class="bi x9 y1a1 w43 h2d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">170<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">bardziej <span class="_ _5"> </span>s<span class="_ _1"></span>zczegółowej <span class="_ _b"> </span>analizy <span class="_ _5"> </span>s<span class="_ _1"></span>wych <span class="_ _b"> </span>kluczowych <span class="_ _b"> </span>procesów <span class="_ _5"> </span>pod <span class="_ _b"> </span>kątem <span class="_ _c"> </span>ich <span class="_ _b"> </span>wpływu <span class="_ _b"> </span>na <span class="_ _b"> </span>środowisko <span class="_ _b"> </span>i <span class="_ _b"> </span>identyfikacji </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">obszarów o największym potencjale do wdrożenia jeszcze bardziej z<span class="_ _0"></span>równoważonych praktyk prośrodowiskowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">Poniżej  został  zaprezentowany  proce<span class="_ _1"></span>s  badania  zgodności  z  Taksonomią  UE<span class="_ _1"></span><span class="ff2">  </span>pos<span class="_ _1"></span>zczególnych  działalności  <span class="ff2">oraz </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">szczegółowe <span class="_ _e"> </span>wynik<span class="ff2">i  </span>w<span class="_ _1"></span>raz  z <span class="_ _e"> </span>tabelami  sporządzonymi <span class="_ _e"> </span>zgodnie <span class="_ _e"> </span>z  Rozporządzeniem <span class="_ _e"> </span>Delegowanym  Komis<span class="_ _1"></span>ji  (UE) </div><div class="t m0 x1 h2 y144 ff2 fs0 fc1 sc0 ls0 ws0">2021/2178. </div><div class="t m0 x1 h2 y794 ff1 fs0 fc0 sc0 ls0 ws0">Identyfikacja działalności kwalifikujących się do systematyki Taksonomii UE<span class="ff2"> </span></div><div class="t m0 x1 h2 y11d ff1 fs0 fc1 sc0 ls0 ws0">W  poniżs<span class="ff2">zych  tabelach <span class="_ _e"> </span></span>zaprezentowane  są  wyniki  badania  wymagań  Te<span class="_ _1"></span>chnicznych  Kryteriów  Kwalifikacji<span class="ff2">  d<span class="_ _1"></span>la </span></div><div class="t m0 x1 h2 y11e ff1 fs0 fc1 sc0 ls0 ws0">analizowanych pod kątem <span class="ff2">kwalifikacji do i </span>zgodności z Taksonomią<span class="ff2"> </span>działalności Grupy <span class="_ _0"></span>UNIMOT.<span class="ff2"> </span></div><div class="t m0 x19 h11 y1a9 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Weryfikacja z<span class="_ _0"></span>godności <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>Technicznymi <span class="_ _8"></span>Kr<span class="_ _1"></span>yteriami <span class="_ _8"></span>Kwalifikacji projektu <span class="_ _7"></span>re<span class="_ _1"></span>mediacji <span class="_ _8"></span>gruntów <span class="_ _0"></span>zanieczyszczonych </span></span></div><div class="t m0 x1a h2 y102e ff2 fs0 fc5 sc0 ls0 ws0">historycznie </div></div><div class="c x1 ye79 w3a h80"><div class="t m0 xb h2 y845 ff2 fs0 fc1 sc0 ls0 ws0">Remediacja <span class="_ _5"> </span><span class="ff1">zanieczyszczenia <span class="_ _b"> </span>historycznego <span class="_ _5"> </span>gruntu <span class="_ _5"> </span>Terminala <span class="_ _5"> </span>P<span class="_ _1"></span>aliw <span class="_ _4"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>Szczecinie <span class="_ _5"> </span>przy <span class="_ _5"> </span>ul.<span class="_ _1"></span> <span class="_ _5"> </span>Górnośląskiej <span class="_ _b"> </span>12/13 </span></div><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">prowadzona <span class="_ _a"></span>była <span class="_ _a"></span>w <span class="_ _a"></span>2024 <span class="_ _a"></span>r. <span class="_ _4"></span>metodą <span class="_ _a"></span>ex <span class="_ _a"></span>situ <span class="_ _a"></span>(oczyszczanie <span class="_ _a"></span>poza <span class="_ _a"></span>miejs<span class="_ _1"></span>cem <span class="_ _a"></span>zanieczyszczenia), <span class="_ _a"></span>zgodnie <span class="_ _a"></span>z <span class="_ _a"></span>decyzją </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">Regionalnego Dyrektora Ochrony Środowiska w Szczecinie<span class="ff2"> </span>z dnia 04.07.2023 r., zatwierdzającą plan remediacji.<span class="ff2"> </span></div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Remediacja polega na kontrolowanym wyd<span class="_ _0"></span>obyciu i usunięciu zanieczyszczonych gruntów na głębokości </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">przekraczającej 0,25 m pod poziomem terenu, w łącznej ilości sza<span class="_ _0"></span>cowanej na ok. 22 000 m3, z miejsc wykopów </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">projektowanych na potrzeby realizacji inwestycji b<span class="_ _0"></span>udowlanej<span class="_ _1"></span>.<span class="fc5"> </span></div></div><div class="c x1 ye7b w3a h36"><div class="t m0 xb h2 y266 ff1 fs0 fc5 sc0 ls0 ws0">Kryterium istotnego wkładu w cel środowiskowy<span class="ff2"> </span></div></div><div class="c x1 y10b3 w3a h35"><div class="t m0 xb h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">Istotny wkład w zapobieganie zanieczyszczeniu i jego kontrolę<span class="ff2"> </span></div></div><div class="c x1 y10b4 wc6 h36"><div class="t m0 xb h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Kryteria<span class="fc1"> </span></div></div><div class="c xf5 y10b4 wc7 h36"><div class="t m0 xb h2 y266 ff1 fs0 fc5 sc0 ls0 ws0">Analiza działalności<span class="ff2 fc1"> </span></div></div><div class="c x1 y3a1 wc6 h108"><div class="t m0 xb h2 y903 ff1 fs0 fc1 sc0 ls0 ws0">Remediacji <span class="_ _23"> </span>nie <span class="_ _20"> </span>przeprowadza <span class="_ _23"> </span>podmiot, <span class="_ _20"> </span>który </div><div class="t m0 xb h2 y94f ff1 fs0 fc1 sc0 ls0 ws0">spowodował <span class="_ _5"> </span>zanieczyszczenie, <span class="_ _4"></span>ani <span class="_ _5"> </span>osoba <span class="_ _4"> </span>działająca </div><div class="t m0 xb h2 y925 ff2 fs0 fc1 sc0 ls0 ws0">w <span class="_ _10"> </span>imieniu <span class="_ _10"> </span>tego<span class="_ _1"></span> <span class="_ _10"> </span>podmiotu <span class="_ _24"> </span>w <span class="_ _f"> </span>c<span class="_ _1"></span>elu <span class="_ _10"> </span>zapewnienia </div><div class="t m0 xb h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">zgodności <span class="_ _20"> </span>z <span class="_ _20"> </span>d<span class="_ _1"></span>yrektywą <span class="_ _20"> </span>2004/35/W<span class="_ _1"></span>E <span class="_ _20"> </span>lub, <span class="_ _20"> </span>w </div><div class="t m0 xb h2 y77c ff1 fs0 fc1 sc0 ls0 ws0">odniesieniu <span class="_ _14"> </span>do <span class="_ _2e"> </span>działalności <span class="_ _14"> </span>prowadzonej <span class="_ _2e"> </span>w<span class="_ _1"></span> </div><div class="t m0 xb h2 y938 ff1 fs0 fc1 sc0 ls0 ws0">państwach <span class="_ _17"> </span>trzecich <span class="_ _f"> </span>–<span class="ff2"> <span class="_ _17"> </span></span>z<span class="_ _1"></span> <span class="_ _17"> </span>przepisami <span class="_ _f"> </span>dotyczącymi </div><div class="t m0 xb h2 y77e ff1 fs0 fc1 sc0 ls0 ws0">odpowiedzialności z<span class="_ _0"></span>a szkody <span class="_ _0"></span>w środo<span class="ff2">wis<span class="_ _1"></span>ku, op<span class="_ _0"></span>artymi </span></div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _17"> </span>zasadzie <span class="_ _17"> </span>„zanieczyszczający <span class="_ _17"> </span>płaci” <span class="_ _17"> </span>zgodnie <span class="_ _17"> </span>z </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">prawem krajowym. </div></div><div class="c xf5 y3a1 wc7 h108"><div class="t m0 xb h2 y903 ff1 fs0 fc1 sc0 ls0 ws0">Remediacji nie<span class="_ _1"></span> przeprowadza podmiot, <span class="_ _1"></span>który spowodował </div><div class="t m0 xb h2 y94f ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczenie <span class="_ _e"> </span>ani <span class="_ _e"> </span>osoba <span class="_ _e"> </span>działająca <span class="_ _e"> </span>w <span class="_ _e"> </span>imieniu <span class="_ _d"> </span>tego </div><div class="t m0 xb h2 y925 ff1 fs0 fc1 sc0 ls0 ws0">podmiotu, <span class="_ _28"> </span>gdyż <span class="_ _28"> </span>przedmiotowa <span class="_ _28"> </span>reme<span class="_ _1"></span>diacja <span class="_ _33"> </span>dotyczy </div><div class="t m0 xb h2 y78d ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczeń <span class="_ _19"> </span>historycznych, <span class="_ _d"> </span>których<span class="_ _1"></span> <span class="_ _19"> </span>zakres <span class="_ _19"> </span>czasowy </div><div class="t m0 xb h2 y77c ff1 fs0 fc1 sc0 ls0 ws0">sięga  c<span class="_ _1"></span>zasów  dwudziestole<span class="_ _1"></span>cia  międzywojennego, <span class="_ _e"> </span>kie<span class="_ _1"></span><span class="ff2">dy </span></div><div class="t m0 xb h2 y938 ff1 fs0 fc1 sc0 ls0 ws0">Baza <span class="_ _e"> </span>P<span class="_ _1"></span>aliw <span class="_ _e"> </span>na <span class="_ _d"> </span>t<span class="_ _1"></span>ym <span class="_ _e"> </span>tere<span class="_ _1"></span>nie <span class="_ _e"> </span>należała<span class="_ _1"></span> <span class="_ _e"> </span>do<span class="_ _1"></span> <span class="_ _e"> </span>nie<span class="_ _1"></span>mieckiego </div><div class="t m0 xb h2 y77e ff1 fs0 fc1 sc0 ls0 ws0">właściciela, <span class="_ _7"></span>który <span class="_ _7"></span>nie<span class="_ _1"></span> <span class="_ _7"></span>był <span class="_ _7"></span>poprzednikiem <span class="_ _8"></span>prawnym <span class="_ _7"></span>UNIMOT </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Terminale Sp. z o.o. </div></div><div class="c x1 yead wc6 h1c4"><div class="t m0 xb h2 yac2 ff2 fs0 fc1 sc0 ls0 ws0">Odpowiednie <span class="_ _36"> </span><span class="ff1">zanieczyszczenia <span class="_ _36"> </span>są <span class="_ _18"> </span>usuwane, </span></div><div class="t m0 xb h2 yad4 ff2 fs0 fc1 sc0 ls0 ws0">kontrolowane, <span class="_ _1f"> </span>o<span class="_ _1"></span>graniczane <span class="_ _1f"> </span>lub <span class="_ _1f"> </span>zmniejszane <span class="_ _22"> </span>za </div><div class="t m0 xb h2 y45a ff1 fs0 fc1 sc0 ls0 ws0">pomocą <span class="_ _38"> </span>metod <span class="_ _38"> </span>me<span class="_ _1"></span>chanicznych, <span class="_ _38"> </span>chemicznych, </div><div class="t m0 xb h2 ya4d ff2 fs0 fc1 sc0 ls0 ws0">biologicznych <span class="_ _c"> </span>lub <span class="_ _9"> </span>innych, <span class="_ _c"> </span>tak<span class="_ _1"></span> <span class="_ _c"> </span>aby <span class="_ _9"> </span>zanieczyszczony </div><div class="t m0 xb h2 ya4e ff1 fs0 fc1 sc0 ls0 ws0">obszar <span class="_ _1"></span>(grunt, <span class="_ _6"></span>jednolita <span class="_ _1"></span>częś<span class="_ _1"></span>ć <span class="_ _1"></span>wód <span class="_ _1"></span>lub<span class="_ _1"></span> <span class="_ _1"></span>inny <span class="_ _1"></span>o<span class="_ _1"></span>bszar), </div><div class="t m0 xb h2 y10b5 ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _6"></span>uwzględnieniem <span class="_ _a"></span>jego <span class="_ _a"></span>obecnego <span class="_ _a"></span>przezna<span class="ff2">czenia <span class="_ _a"></span>lub </span></div><div class="t m0 xb h2 y96f ff1 fs0 fc1 sc0 ls0 ws0">przyszłego <span class="_ _9"> </span>przeznaczenia <span class="_ _9"> </span>zatwierdzonego  w <span class="_ _c"> </span>c<span class="_ _1"></span>hwili<span class="_ _8"></span> </div><div class="t m0 xb h2 y970 ff1 fs0 fc1 sc0 ls0 ws0">powstania <span class="_ _1"></span>szkody, <span class="_ _6"></span>w <span class="_ _6"></span>przyszłości <span class="_ _6"></span>nie <span class="_ _6"></span>stwarzał <span class="_ _6"></span>ryzyka </div><div class="t m0 xb h2 y45e ff1 fs0 fc1 sc0 ls0 ws0">negatywnego wpływu <span class="_ _1"></span>na zdrowie <span class="_ _1"></span>ludzi i <span class="_ _1"></span>środowisko, </div><div class="t m0 xb h2 y10b6 ff2 fs0 fc1 sc0 ls0 ws0">zgodnie z: </div><div class="t m0 xb h2 y846 ff2 fs0 fc1 sc0 ls0 ws0">a)krajowymi normami regulacyjnymi; </div><div class="t m0 xb h2 y847 ff1 fs0 fc1 sc0 ls0 ws0">b)w <span class="_ _a"></span>pr<span class="_ _1"></span>zypadku <span class="_ _4"></span>gdy <span class="_ _a"></span>t<span class="_ _1"></span>akie <span class="_ _4"></span>normy <span class="_ _4"></span>nie <span class="_ _4"></span>są <span class="_ _4"> </span>dostę<span class="_ _1"></span>pne <span class="_ _4"> </span>–<span class="ff2"> </span></div><div class="t m0 xb h2 y84a ff1 fs0 fc1 sc0 ls0 ws0">zgodnie <span class="_ _8"></span>z <span class="_ _8"></span>wew<span class="_ _1"></span>nętrzną <span class="_ _8"></span>oceną <span class="_ _0"></span>ryzyka <span class="_ _8"></span>danego <span class="_ _8"></span>o<span class="_ _1"></span>bszaru, </div><div class="t m0 xb h2 y789 ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _a"></span>uwzględnieniem <span class="_ _a"></span>charakterystyki <span class="_ _a"></span>i <span class="_ _a"></span>zasięgu <span class="_ _a"></span>obszaru </div><div class="t m0 xb h2 y845 ff1 fs0 fc1 sc0 ls0 ws0">objętego <span class="_ _b"> </span>oddziaływaniem <span class="_ _b"> </span>(grun<span class="_ _1"></span>tu, <span class="_ _b"> </span>jednolitej <span class="_ _c"> </span>części<span class="_ _8"></span> </div><div class="t m0 xb h2 y9fc ff1 fs0 fc1 sc0 ls0 ws0">wód <span class="_ _f"> </span>lub <span class="_ _10"> </span>innego <span class="_ _10"> </span>obszaru), <span class="_ _10"> </span>rodzaju, <span class="_ _f"> </span>wł<span class="_ _1"></span>aściwości </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">(trwałość,<span class="ff2">  </span>mobilność  i  toksyczność)  oraz  stężenia </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">substancji, <span class="_ _2d"> </span>preparatów, <span class="_ _3c"> </span>organizmów <span class="_ _2d"> </span>lub </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">drobnoustrojów, <span class="_ _2a"> </span>ewentualnych <span class="_ _2a"> </span>dróg <span class="_ _22"> </span>migracji<span class="_ _1"></span> <span class="_ _22"> </span>i </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">możliwości rozprzestrzeniania się.<span class="ff2"> </span></div></div><div class="c xf5 yead wc7 h1c4"><div class="t m0 xb h2 yac2 ff1 fs0 fc1 sc0 ls0 ws0">Zanieczyszczenia <span class="_ _20"> </span>są <span class="_ _20"> </span>usuwane <span class="_ _20"> </span>za <span class="_ _20"> </span>pomocą <span class="_ _20"> </span>metod </div><div class="t m0 xb h2 yad4 ff1 fs0 fc1 sc0 ls0 ws0">mechanicznych w ta<span class="_ _0"></span>ki sposób, <span class="_ _8"></span>aby zanieczyszczony grunt, </div><div class="t m0 xb h2 y45a ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _17"> </span>uwzględnieniem <span class="_ _f"> </span>jego <span class="_ _17"> </span>obec<span class="_ _1"></span>nego <span class="_ _17"> </span>przeznaczenia, <span class="_ _17"> </span>nie </div><div class="t m0 xb h2 ya4d ff1 fs0 fc1 sc0 ls0 ws0">stwarzał <span class="_ _a"></span>ryzyka <span class="_ _a"></span>ne<span class="_ _1"></span>gatywnego <span class="_ _a"></span>wpływu <span class="_ _a"></span>na <span class="_ _4"></span>zdrowie <span class="_ _4"></span>ludzi <span class="_ _a"></span>i </div><div class="t m0 xb h2 ya4e ff1 fs0 fc1 sc0 ls0 ws0">środowisko, zgodnie z krajowymi <span class="_ _1"></span>normami regulacyjnym<span class="ff2">i, </span></div><div class="t m0 xb h2 y10b5 ff1 fs0 fc1 sc0 ls0 ws0">a <span class="_ _2a"> </span>w <span class="_ _21"> </span>szczególności <span class="_ _21"> </span>zgodnie <span class="_ _2a"> </span>z <span class="_ _21"> </span>Planem <span class="_ _2a"> </span>R<span class="_ _1"></span>emediacji </div><div class="t m0 xb h2 y96f ff1 fs0 fc1 sc0 ls0 ws0">zatwierdzonym <span class="_ _6"></span>dec<span class="_ _1"></span>yzją <span class="_ _6"></span>Regio<span class="_ _1"></span>nalnego <span class="_ _6"></span>Dyrektora<span class="_ _1"></span> <span class="_ _6"></span>Ochrony </div><div class="t m0 xb h2 y970 ff1 fs0 fc1 sc0 ls0 ws0">Środowiska w Szczecinie z dnia 04.07.2023 r.<span class="ff2"> </span></div></div><div class="c x1 y10b7 wc6 h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Działalność <span class="_ _a"></span>związana <span class="_ _a"></span>z <span class="_ _a"></span>remediacją <span class="_ _a"></span>jest <span class="_ _a"></span>prowadzona </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">zgodnie <span class="_ _d"> </span>z <span class="_ _d"> </span>najlepszymi <span class="_ _19"> </span>praktykami <span class="_ _d"> </span>sektorowymi <span class="_ _d"> </span>i </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">obejmuje wszystkie poniższe elementy:<span class="ff2"> </span></div></div><div class="c xf5 y10b7 wc7 h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y10b8 wc6 h96"><div class="t m0 xb h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">a)pierwotna <span class="_ _19"> </span>działalność <span class="_ _17"> </span>operacyjna <span class="_ _19"> </span>(lub <span class="_ _19"> </span>wa<span class="_ _1"></span>dliwe </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">wyposażenie <span class="_ _d"> </span>zakładu <span class="_ _19"> </span>i <span class="_ _d"> </span>w<span class="_ _1"></span>yposażenie <span class="_ _19"> </span>dodatkowe), </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">która <span class="_ _34"> </span>doprowadziła <span class="_ _34"> </span>(które<span class="_ _1"></span> <span class="_ _34"> </span>doprowadziło) <span class="_ _34"> </span>do </div></div><div class="c xf5 y10b8 wc7 h96"><div class="t m0 xb h2 y51d ff1 fs0 fc1 sc0 ls0 ws0">Instalacje, <span class="_ _37"> </span>które <span class="_ _37"> </span>spowodowały <span class="_ _37"> </span>zanieczyszczenie </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">historyczne <span class="_ _4"> </span>gruntu <span class="_ _5"> </span>Terminala <span class="_ _4"></span>Paliw <span class="_ _4"></span>w <span class="_ _4"></span>Szczec<span class="_ _1"></span>inie <span class="_ _4"></span>zostały </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">rozebrane, <span class="_ _10"> </span>a <span class="_ _10"> </span>działalność <span class="_ _10"> </span>o<span class="_ _1"></span>peracyjna <span class="_ _f"> </span>zakończona. <span class="_ _24"> </span>W </div></div></div><div class="pi" ></div></div><div id="pfab" class="pf w0 h0" ><div class="pc pcab w0 h0"><img class="bi x9 y553 w43 h90" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">171<span class="ls0"> </span></div></div><div class="c x1 y202 wc6 h100"><div class="t m0 xb h2 y924 ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczenia, <span class="_ _39"> </span>została <span class="_ _34"> </span>zakończona <span class="_ _39"> </span>(zostało </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">unieruchomione), <span class="_ _21"> </span>tak <span class="_ _2a"> </span>aby <span class="_ _21"> </span>nie <span class="_ _2a"> </span>były <span class="_ _21"> </span>już <span class="_ _21"> </span>one </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">potencjalnym <span class="_ _10"> </span>źródłem <span class="_ _10"> </span>dalsz<span class="_ _1"></span>ego <span class="_ _10"> </span>zanieczyszczenia </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">przed <span class="_ _18"> </span>podjęciem <span class="_ _18"> </span>jakiejkolwiek <span class="_ _18"> </span>oceny <span class="_ _36"> </span>lub </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">jakichkolwiek  działań  związanych <span class="_ _e"> </span>z  remediacją  (z </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wyjątkiem <span class="_ _53"> </span>transgranicznego <span class="_ _41"> </span>zanie<span class="_ _1"></span><span class="ff2">czyszczenia </span></div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">powietrza <span class="_ _23"> </span>na <span class="_ _34"> </span>dalekie <span class="_ _23"> </span>odległości <span class="_ _34"> </span>lub <span class="_ _23"> </span>innych </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">niezidentyfikowanych źródeł rozproszonych);<span class="ff2"> </span></div></div><div class="c xf5 y202 wc7 h100"><div class="t m0 xb h2 y924 ff1 fs0 fc1 sc0 ls0 ws0">związku <span class="_ _2a"> </span>z <span class="_ _21"> </span>powyższym <span class="_ _2a"> </span>nie<span class="_ _1"></span> <span class="_ _2a"> </span>dochodzi <span class="_ _21"> </span>do <span class="_ _21"> </span>dalszego </div><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczenia gruntu. </div></div><div class="c x1 y10b9 wc6 h134"><div class="t m0 xb h2 yac4 ff1 fs0 fc1 sc0 ls0 ws0">b)przeprowadzanie <span class="_ _8"></span>badań przygotowawczych, w <span class="_ _8"></span>tym </div><div class="t m0 xb h2 ya4e ff1 fs0 fc1 sc0 ls0 ws0">badań <span class="_ _36"> </span>dotycz<span class="_ _1"></span>ących <span class="_ _18"> </span>danego <span class="_ _36"> </span>miejs<span class="_ _1"></span>ca <span class="_ _36"> </span>o<span class="_ _1"></span>raz </div><div class="t m0 xb h2 ya4f ff2 fs0 fc1 sc0 ls0 ws0">gromadzenie <span class="_ _e"> </span>danych <span class="_ _e"> </span>fizycznych, <span class="_ _e"> </span>c<span class="_ _1"></span>hemicznych <span class="_ _e"> </span>lub </div><div class="t m0 xb h2 y96f ff2 fs0 fc1 sc0 ls0 ws0">mikrobiologicznych, <span class="_ _2b"> </span>zgodnie <span class="_ _2b"> </span>z <span class="_ _45"> </span>najlepszymi </div><div class="t m0 xb h2 y973 ff1 fs0 fc1 sc0 ls0 ws0">praktykami <span class="_ _9"> </span>sektorowymi <span class="_ _9"> </span>i <span class="_ _9"> </span>najlepszymi <span class="_ _9"> </span>dostępnymi </div><div class="t m0 xb h2 y471 ff1 fs0 fc1 sc0 ls0 ws0">technikami <span class="_ _2e"> </span>w <span class="_ _2e"> </span>c<span class="_ _1"></span>elu <span class="_ _2e"> </span>ustalenia <span class="_ _2e"> </span>nastę<span class="_ _1"></span>pujących </div><div class="t m0 xb h2 y930 ff1 fs0 fc1 sc0 ls0 ws0">elementów <span class="_ _1e"> </span>służących <span class="_ _2c"> </span>do <span class="_ _1e"> </span>określenia <span class="_ _2c"> </span>zadań </div><div class="t m0 xb h2 y933 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowych  reme<span class="_ _1"></span>diacji  i  oce<span class="_ _1"></span>ny  sposobów <span class="_ _e"> </span>jej </div><div class="t m0 xb h2 y921 ff2 fs0 fc1 sc0 ls0 ws0">przeprowadzenia: </div><div class="t m0 xb h2 y934 ff1 fs0 fc1 sc0 ls0 ws0">(i)lokalizacji, <span class="_ _30"> </span>charakterystyki <span class="_ _3b"> </span>i <span class="_ _3b"> </span>rozległoś<span class="_ _1"></span>ci </div><div class="t m0 xb h2 y84b ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczonego terenu; </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">(ii)podstawowych <span class="_ _2c"> </span>warunków <span class="_ _2c"> </span>geologicznych <span class="_ _2c"> </span>i </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">hydrologicznych; </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">(iii)prawdopodobnej <span class="_ _1e"> </span>i<span class="_ _1"></span>lości, <span class="_ _2c"> </span>składu <span class="_ _2c"> </span>i<span class="_ _1"></span> <span class="_ _2c"> </span>źródeł </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczeń;<span class="ff2"> </span></div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">(iv)zanieczyszczenia <span class="_ _24"> </span>gleby <span class="_ _10"> </span>i <span class="_ _24"> </span>wody, <span class="_ _24"> </span>jak <span class="_ _10"> </span>równie<span class="_ _1"></span>ż </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">zagrożeń dla zdrowia ludzi i <span class="_ _0"></span>środowis<span class="_ _1"></span>ka;<span class="ff2"> </span></div></div><div class="c xf5 y10b9 wc7 h134"><div class="t m0 xb h2 yac4 ff1 fs0 fc1 sc0 ls0 ws0">Badania <span class="_ _1f"> </span>przygotowawcze <span class="_ _22"> </span>przeprowadzone <span class="_ _1f"> </span>zostały<span class="_ _1"></span> <span class="_ _1f"> </span>z </div><div class="t m0 xb h2 ya4e ff1 fs0 fc1 sc0 ls0 ws0">najlepszymi <span class="_ _38"> </span>dostępnymi <span class="_ _38"> </span>te<span class="_ _1"></span>chnikami <span class="_ _38"> </span>i <span class="_ _38"> </span>praktykami </div><div class="t m0 xb h2 ya4f ff2 fs0 fc1 sc0 ls0 ws0">sektorowymi. <span class="_ _7"></span>Zakres <span class="_ _8"></span>z <span class="_ _7"></span>ppkt <span class="_ _7"></span>(i)-<span class="_ _1"></span>(iv) <span class="_ _7"></span>z <span class="_ _7"></span>le<span class="_ _1"></span>wej <span class="_ _7"></span>strony <span class="_ _8"></span>niniejszej </div><div class="t m0 xb h2 y96f ff1 fs0 fc1 sc0 ls0 ws0">tabeli <span class="_ _e"> </span>opisany <span class="_ _d"> </span>został <span class="_ _e"> </span>szcze<span class="_ _1"></span>gółowo <span class="_ _e"> </span>w <span class="_ _e"> </span>„Proje<span class="_ _1"></span>kcie <span class="_ _e"> </span>planu </div><div class="t m0 xb h2 y973 ff2 fs0 fc1 sc0 ls0 ws0">remediacji <span class="_ _17"> </span>historycznego <span class="_ _f"> </span>zanieczyszczenia <span class="_ _17"> </span>powierzchni </div><div class="t m0 xb h2 y471 ff2 fs0 fc1 sc0 ls0 ws0">ziemi <span class="_ _9"> </span>na  terenie  Termi<span class="_ _0"></span>nala  Pa<span class="_ _8"></span>liw  w  Szczecinie <span class="_ _9"> </span>LOTOS </div><div class="t m0 xb h2 y930 ff2 fs0 fc1 sc0 ls0 ws0">Terminale <span class="_ _b"> </span>S.A. <span class="_ _5"> </span>(o<span class="_ _1"></span>becnie <span class="_ _5"> </span>UNIMOT <span class="_ _b"> </span>Terminale <span class="_ _5"> </span>S<span class="_ _1"></span>p. <span class="_ _5"> </span>z <span class="_ _b"> </span>o.o.) </div><div class="t m0 xb h2 y933 ff1 fs0 fc1 sc0 ls0 ws0">przy <span class="_ _4"></span>ul. <span class="_ _5"> </span>Górnośląskiej <span class="_ _5"> </span>12/13 <span class="_ _5"> </span>działka <span class="_ _4"> </span>nr <span class="_ _5"> </span>ew.<span class="_ _1"></span> <span class="_ _4"></span>48/1, <span class="_ _5"> </span>obręb </div><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">Śródmieście <span class="_ _d"> </span>84” <span class="_ _19"> </span>zatwierdzonym <span class="_ _d"> </span>decyzją <span class="_ _d"> </span>R<span class="_ _1"></span>egionalnego </div><div class="t m0 xb h2 y934 ff1 fs0 fc1 sc0 ls0 ws0">Dyrektora <span class="_ _f"> </span>Ochrony <span class="_ _f"> </span>Środowiska <span class="_ _f"> </span>w <span class="_ _f"> </span>Szcze<span class="ff2">cinie<span class="_ _1"></span> <span class="_ _f"> </span>z <span class="_ _f"> </span>dnia </span></div><div class="t m0 xb h2 y84b ff2 fs0 fc1 sc0 ls0 ws0">04.07.2023 r. </div></div><div class="c x1 y3ed wc6 h1c5"><div class="t m0 xb h2 y987 ff1 fs0 fc1 sc0 ls0 ws0">c)sposoby <span class="_ _a"></span>przeprowadzenia <span class="_ _4"></span>remediacji <span class="_ _a"></span>analizuje <span class="_ _a"></span>s<span class="_ _1"></span>ię </div><div class="t m0 xb h2 y9bf ff1 fs0 fc1 sc0 ls0 ws0">zgodnie <span class="_ _8"></span>z za<span class="_ _0"></span>łącznikiem <span class="_ _8"></span>II<span class="_ _1"></span> <span class="_ _8"></span>do dyrektywy <span class="_ _7"></span>2004/<span class="_ _1"></span>35/WE, </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">a <span class="_ _6"></span>najbardziej <span class="_ _a"></span>odpowiednie <span class="_ _a"></span>środki <span class="_ _6"></span>remediacji <span class="_ _a"></span>określa </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _21"> </span>w <span class="_ _2a"> </span>specjalnym <span class="_ _21"> </span>planie <span class="_ _2a"> </span>remediacji, <span class="_ _21"> </span>w <span class="_ _2a"> </span>tym </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">wymagania dotyczące monitorowania i plan;<span class="ff2"> </span></div></div><div class="c xf5 y3ed wc7 h1c5"><div class="t m0 xb h2 y987 ff2 fs0 fc1 sc0 ls0 ws0">Sposoby <span class="_ _19"> </span>przeprowadzenia <span class="_ _19"> </span>remediacji <span class="_ _d"> </span>o<span class="_ _1"></span>raz <span class="_ _19"> </span>wymagania </div><div class="t m0 xb h2 y9bf ff1 fs0 fc1 sc0 ls0 ws0">dotyczące <span class="_ _19"> </span>monitorowania <span class="_ _19"> </span>i <span class="_ _17"> </span>plan <span class="_ _d"> </span>okreś<span class="_ _1"></span>lone <span class="_ _19"> </span>zostały <span class="_ _19"> </span>w </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">„Projekcie <span class="_ _3f"> </span>planu <span class="_ _3f"> </span>reme<span class="_ _1"></span>diacji <span class="_ _3f"> </span>historycznego </div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczenia <span class="_ _a"></span>powie<span class="_ _1"></span>rzchni <span class="_ _a"></span>ziemi <span class="_ _4"></span>na <span class="_ _a"></span>te<span class="_ _1"></span>renie <span class="_ _4"></span>Terminala </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Paliw <span class="_ _f"> </span>w <span class="_ _f"> </span>Szczecinie <span class="_ _10"> </span>LOTOS <span class="_ _f"> </span>Terminale <span class="_ _10"> </span>S.A. <span class="_ _f"> </span>(obec<span class="_ _1"></span>nie </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _8"></span>Terminale <span class="_ _8"></span><span class="ff1">Sp. <span class="_ _8"></span>z <span class="_ _8"></span>o.o.) <span class="_ _8"></span>przy <span class="_ _8"></span>ul. <span class="_ _8"></span>Górnoś<span class="_ _1"></span>ląskiej <span class="_ _7"></span>12/13 </span></div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">działka <span class="_ _7"></span>nr <span class="_ _8"></span>ew. <span class="_ _8"></span>48/1, <span class="_ _8"></span>obręb <span class="_ _7"></span>Śró<span class="_ _1"></span>dmieście <span class="_ _7"></span>84” <span class="_ _8"></span>zatwierdzonym </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">decyzją <span class="_ _5"> </span>Regionalnego <span class="_ _b"> </span>Dyrektora <span class="_ _b"> </span>Ochrony <span class="_ _5"> </span>Śro<span class="_ _1"></span>dowiska <span class="_ _5"> </span>w </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Szczecinie z dnia 04.07.2023 r. </div></div><div class="c x1 y10ba wc6 hea"><div class="t m0 xb h2 y902 ff1 fs0 fc1 sc0 ls0 ws0">d)wszelkie <span class="_ _8"></span>odpady <span class="_ _8"></span>niebezpieczne<span class="_ _1"></span> <span class="_ _8"></span>lub <span class="_ _8"></span>odpady <span class="_ _8"></span>inne niż </div><div class="t m0 xb h2 yad2 ff2 fs0 fc1 sc0 ls0 ws0">niebezpieczne <span class="_ _a"></span>lub <span class="_ _4"></span>zanieczyszczone <span class="_ _a"></span>gleby, <span class="_ _a"></span>wydobyte </div><div class="t m0 xb h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">lub <span class="_ _c"> </span>w <span class="_ _9"> </span>inny <span class="_ _c"> </span>sposó<span class="_ _1"></span>b <span class="_ _c"> </span>wytworzone<span class="_ _1"></span> <span class="_ _c"> </span>w <span class="_ _9"> </span>wyniku <span class="_ _c"> </span>działań </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">związanych <span class="_ _24"> </span>z <span class="_ _1d"> </span>remediacją, <span class="_ _1d"> </span>zostaną <span class="_ _24"> </span>odpowiednio </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">zebrane, <span class="_ _69"> </span>przetransportowane,<span class="_ _1"></span> <span class="_ _69"> </span>przetworzone, </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">poddane  procesowi  odzysku  lub  unieszkodliwiania </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">przez <span class="_ _d"> </span>uprawniony <span class="_ _d"> </span>podmiot <span class="_ _d"> </span>zgodnie <span class="_ _19"> </span>z <span class="_ _e"> </span>w<span class="_ _1"></span>ymogami </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">prawnymi, <span class="_ _a"></span>jak <span class="_ _4"></span>również <span class="_ _a"></span>z<span class="_ _1"></span>adba <span class="_ _a"></span>się <span class="_ _4"></span>o <span class="_ _a"></span>to, <span class="_ _4"></span>by <span class="_ _4"></span>zapobiec </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">jakiemukolwiek <span class="_ _62"> </span>zmieszaniu <span class="_ _62"> </span>wydobytych </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczonych gleb i gleb niezanieczyszczonych; </div></div><div class="c xf5 y10ba wc7 hea"><div class="t m0 xb h2 y902 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _a"></span>z <span class="_ _a"></span>projektem <span class="_ _a"></span>planu <span class="_ _6"></span>reme<span class="_ _1"></span>diacji <span class="_ _6"></span>i <span class="_ _a"></span>decyzją <span class="_ _a"></span>RODŚ <span class="_ _a"></span>w </div><div class="t m0 xb h2 yad2 ff1 fs0 fc1 sc0 ls0 ws0">Szczecinie <span class="_ _2c"> </span>zanieczyszczone <span class="_ _1e"> </span>grunty, <span class="_ _2c"> </span>nies<span class="_ _1"></span>pełniające </div><div class="t m0 xb h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">standardów <span class="_ _5"> </span> <span class="_ _b"> </span>o<span class="_ _1"></span>kreślonych <span class="_ _b"> </span>dla <span class="_ _b"> </span>IV <span class="_ _b"> </span>grupy <span class="_ _5"> </span>gruntów, <span class="_ _b"> </span>po <span class="_ _b"> </span>ich </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">wydobyciu <span class="_ _f"> </span>należy <span class="_ _f"> </span>traktować <span class="_ _f"> </span>jako <span class="_ _f"> </span>od<span class="_ _1"></span>pad, <span class="_ _f"> </span>który <span class="_ _f"> </span>jest </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">zagospodarowany <span class="_ _a"></span>przez <span class="_ _4"></span>poddanie <span class="_ _4"></span>procesowi <span class="_ _4"></span>odzysku <span class="_ _4"> </span>na </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">płycie <span class="_ _17"> </span>remediacyjnej. <span class="_ _17"> </span>Gleba<span class="_ _8"></span> <span class="_ _17"> </span>i <span class="_ _17"> </span>ziemia <span class="_ _19"> </span>zanieczyszczona </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">produktami <span class="_ _a"></span>ropopochodnymi <span class="_ _6"></span>t<span class="_ _1"></span>raktowana <span class="_ _6"></span>je<span class="_ _1"></span>st <span class="_ _a"></span>jako <span class="_ _6"></span>o<span class="_ _1"></span>dpad </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">niebezpieczny o kodzie<span class="_ _1"></span> 17 05 <span class="_ _1"></span>03* <span class="_ _1"></span>- Gleba i<span class="_ _1"></span> ziemia, w<span class="_ _1"></span> tym </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">kamienie, <span class="_ _10"> </span>zawierające <span class="_ _10"> </span>substancje <span class="_ _24"> </span>niebezpieczne <span class="_ _10"> </span>(np. </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">PCB). </div></div><div class="c x1 ya6b wc6 hd8"><div class="t m0 xb h2 y78a ff1 fs0 fc1 sc0 ls0 ws0">e)metody <span class="_ _f"> </span>remediacji <span class="_ _10"> </span>nie <span class="_ _10"> </span>o<span class="_ _1"></span>bejmują <span class="_ _f"> </span>zmniejs<span class="_ _1"></span>zania </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">stężeń <span class="_ _17"> </span>zanieczyszczeń <span class="_ _17"> </span>poprzez <span class="_ _17"> </span>rozcie<span class="_ _1"></span>ńczanie <span class="_ _17"> </span>lub </div><div class="t m0 xb h2 y584 ff1 fs0 fc1 sc0 ls0 ws0">rozwadnianie, <span class="_ _33"> </span>chyba <span class="_ _33"> </span>że <span class="_ _33"> </span>w <span class="_ _33"> </span>planie <span class="_ _33"> </span>reme<span class="_ _1"></span>diacji </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">przedstawiono <span class="_ _20"> </span>pełne <span class="_ _23"> </span>uzasadnienie <span class="_ _20"> </span>oparte <span class="_ _20"> </span>na </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">względach innych niż związane z kosztami;<span class="ff2"> </span></div></div><div class="c xf5 ya6b wc7 hd8"><div class="t m0 xb h2 y78a ff1 fs0 fc1 sc0 ls0 ws0">Metoda <span class="_ _23"> </span>ex <span class="_ _23"> </span>situ <span class="_ _23"> </span>powoduje <span class="_ _23"> </span>zmnie<span class="_ _1"></span>jszenie <span class="_ _23"> </span>stężenia </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczenia <span class="_ _17"> </span>w <span class="_ _19"> </span>gruncie <span class="_ _17"> </span>poprzez <span class="_ _17"> </span>jego <span class="_ _19"> </span>wybranie <span class="_ _17"> </span>i </div><div class="t m0 xb h2 y584 ff2 fs0 fc1 sc0 ls0 ws0">oczyszczenie <span class="_ _6"></span>poza <span class="_ _6"></span>miejs<span class="_ _1"></span>cem <span class="_ _6"></span>zanieczyszczenia. <span class="_ _6"></span>Me<span class="_ _1"></span>toda <span class="_ _6"></span>ta </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">nie obejmuje zmniejs<span class="_ _1"></span>zania stężeń zanieczyszczeń <span class="_ _1"></span>poprzez </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">rozcieńczanie lub rozwadnianie.<span class="ff2"> </span></div></div><div class="c x1 yb2a wc6 h116"><div class="t m0 xb h2 y846 ff1 fs0 fc1 sc0 ls0 ws0">f)działania związane z kontrolą, <span class="_ _1"></span>monitorowaniem lub </div><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">konserwacją <span class="_ _41"> </span>są <span class="_ _41"> </span>prowadzone <span class="_ _41"> </span>na <span class="_ _41"> </span>etapie </div><div class="t m0 xb h2 y84a ff2 fs0 fc1 sc0 ls0 ws0">poeksploatacyjnym <span class="_ _4"></span>przez <span class="_ _5"> </span>okres<span class="_ _1"></span> <span class="_ _4"></span>co <span class="_ _5"> </span>najmniej <span class="_ _5"> </span>10 <span class="_ _5"> </span>lat, </div><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">chyba że w pra<span class="_ _8"></span>w<span class="_ _1"></span>ie krajowym lub w p<span class="_ _0"></span>lanie remediacji </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">i <span class="_ _35"> </span>monitorowania <span class="_ _35"> </span>wyznaczono <span class="_ _35"> </span>inny <span class="_ _35"> </span>okres </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">wystarczający do <span class="_ _0"></span>zagwarantowania długoterminowej </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">kontroli ryzyka. </div></div><div class="c xf5 yb2a wc7 h116"><div class="t m0 xb h2 y846 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _4"> </span>z <span class="_ _5"> </span>planem <span class="_ _5"> </span>remediacji <span class="_ _5"> </span>po <span class="_ _4"> </span>zakończeniu <span class="_ _5"> </span>reme<span class="_ _1"></span>diacji </div><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">metodą <span class="_ _1d"> </span>ex <span class="_ _1d"> </span>situ <span class="_ _1d"> </span>na <span class="_ _1d"> </span>Te<span class="_ _1"></span>rminalu <span class="_ _1d"> </span>Paliw <span class="_ _24"> </span>w<span class="_ _1"></span> <span class="_ _1d"> </span>Szczecinie </div><div class="t m0 xb h2 y84a ff1 fs0 fc1 sc0 ls0 ws0">prowadzona <span class="_ _c"> </span>będzie <span class="_ _c"> </span>re<span class="_ _1"></span>mediacja <span class="_ _c"> </span>metodą <span class="_ _9"> </span>in <span class="_ _c"> </span>situ <span class="_ _9"> </span>poprzez </div><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">aplikację <span class="_ _a"></span>b<span class="_ _1"></span>iocenoz <span class="_ _4"></span>mikroorganizmów <span class="_ _4"></span>(biopreparatów) <span class="_ _4"></span>do </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">ok. <span class="_ _6"></span>30 <span class="_ _a"></span>otworów <span class="_ _a"></span>techno<span class="_ _1"></span>logiczny<span class="_ _0"></span>ch <span class="_ _a"></span>do <span class="_ _6"></span>m<span class="_ _1"></span>aks. <span class="_ _a"></span>głębokoś<span class="_ _1"></span><span class="ff2">ci <span class="_ _6"></span>7 </span></div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">m pod poziomem terenu. </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">Monitoring <span class="_ _8"></span>prow<span class="_ _1"></span>adzony <span class="_ _8"></span>będzie w <span class="_ _8"></span>co najmniej <span class="_ _8"></span>10 otworach </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">monitoringowych. <span class="_ _5"> </span>Jeden <span class="_ _b"> </span>raz <span class="_ _4"> </span>w <span class="_ _b"> </span>roku <span class="_ _5"> </span>prowadzony <span class="_ _5"> </span>będzie </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">monitoring mikrobilogiczny dla 3 p<span class="_ _0"></span>rób gruntów.<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Termin zakończenia remediacji 31.12.2036 r.<span class="ff2"> </span></div></div><div class="c x1 yb75 wc6 hd8"><div class="t m0 xb h2 y54f ff2 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _2e"> </span>z <span class="_ _1a"> </span>krajow<span class="_ _1"></span>ymi <span class="_ _1a"> </span>wymogami <span class="_ _2e"> </span>prawnymi </div><div class="t m0 xb h2 y550 ff1 fs0 fc1 sc0 ls0 ws0">szczegółowy <span class="_ _33"> </span>plan <span class="_ _28"> </span>remediacji <span class="_ _28"> </span>i <span class="_ _33"> </span>monitorow<span class="_ _1"></span>ania<span class="_ _0"></span> </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zatwierdza <span class="_ _1"></span>właściwy <span class="_ _1"></span>organ, <span class="_ _1"></span>po<span class="_ _1"></span> <span class="_ _1"></span>odbyciu <span class="_ _1"></span>konsultacji <span class="_ _1"></span>z<span class="_ _1"></span> </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">lokalnymi zainteresowanymi stronami. </div></div><div class="c xf5 yb75 wc7 hd8"><div class="t m0 xb h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">„Projekt <span class="_ _a"></span>planu <span class="_ _a"></span>remediacji <span class="_ _a"></span>historycznego <span class="_ _a"></span>zanieczyszczenia </div><div class="t m0 xb h2 y550 ff2 fs0 fc1 sc0 ls0 ws0">powierzchni ziemi <span class="_ _8"></span>na terenie Terminala<span class="_ _8"></span> Paliw w <span class="_ _8"></span>Szczec<span class="_ _1"></span>inie </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">LOTOS <span class="_ _1"></span>Terminale <span class="_ _1"></span>S<span class="_ _1"></span>.A. <span class="_ _1"></span>(obecnie <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>Te<span class="_ _1"></span>rminale <span class="_ _1"></span>Sp. <span class="_ _1"></span>z </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">o.o.) <span class="_ _c"> </span>przy <span class="_ _5"> </span>ul. <span class="_ _c"> </span>Górnośląskiej <span class="_ _b"> </span>12/<span class="_ _1"></span>13 <span class="_ _b"> </span>działka <span class="_ _b"> </span>nr <span class="_ _c"> </span>ew. <span class="_ _b"> </span>48/1, </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">obręb <span class="_ _24"> </span>Śródmieście <span class="_ _24"> </span>84” <span class="_ _1d"> </span>zatwierdzony <span class="_ _24"> </span>został <span class="_ _1d"> </span>decyzją </div></div></div><div class="pi" ></div></div><div id="pfac" class="pf w0 h0" ><div class="pc pcac w0 h0"><img class="bi x9 yac6 w43 h136" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">172<span class="ls0"> </span></div></div><div class="c xf5 yede wc7 h62"><div class="t m0 xb h2 y77f ff1 fs0 fc1 sc0 ls0 ws0">Regionalnego <span class="_ _8"></span>Dyrektora <span class="_ _8"></span>Oc<span class="_ _1"></span>hrony <span class="_ _8"></span>Środowiska <span class="_ _8"></span>w Szczecinie </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">z dnia 04.07.2023 r. znak WONS.515.5.2023.AS. </div></div><div class="c x1 y10bb w3a h36"><div class="t m0 xb h2 y266 ff1 fs0 fc5 sc0 ls0 ws0">Kryteria nieczynienia poważnych szkód innym celom środowiskowym<span class="ff2 fc1"> </span></div></div><div class="c x1 y10bc w3a h35"><div class="t m0 xb h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">Spółka nie spełnia kryteriów nieczynienia poważnych szkód<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y10bd ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _24"> </span>2-33<span class="ls1d">. <span class="_ _24"> </span></span><span class="ff1">We<span class="_ _1"></span>ryfikacja <span class="_ _24"> </span>zgodności <span class="_ _1d"> </span>z <span class="_ _24"> </span>Technicznymi <span class="_ _24"> </span>K<span class="_ _1"></span>ryteriami <span class="_ _24"> </span>Kwalifikacji <span class="_ _24"> </span>projekt<span class="_ _1"></span>u <span class="_ _24"> </span>remediacji <span class="_ _1d"> </span>gruntów </span></div><div class="t m2 x1 h1d y10be ff2 fs5 fc1 sc0 ls0 ws0">zanieczyszczonych historycznie <span class="ff1">w Spółce UNIMOT Terminale</span><span class="ls42">. </span> </div><div class="t m0 x19 h11 y10bf ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Weryfikacja  zgodności <span class="_ _9"> </span>z  Technicznymi <span class="_ _9"> </span>Kryteriami  Kwalifikacji <span class="_ _9"> </span>projektu  produkcji <span class="_ _9"> </span>ene<span class="_ _1"></span>rgii <span class="_ _9"> </span>elektrycznej  z </span></span></div><div class="t m0 x1a h2 y10c0 ff1 fs0 fc5 sc0 ls0 ws0">wykorzystaniem technologii fotowoltaicznej w Spółce RCEkoenergia<span class="ff2"> </span></div></div><div class="c x1 y10c1 w3a h108"><div class="t m0 xb h2 y847 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>2024 <span class="_ _1"></span>roku <span class="_ _1"></span>Spółka R<span class="_ _1"></span>CEkoenergia w<span class="_ _1"></span>ykonała <span class="_ _1"></span>montaż tr<span class="_ _1"></span>zech <span class="_ _1"></span>instalacji <span class="_ _1"></span>fotowoltaicznych <span class="_ _1"></span>o <span class="_ _1"></span>sumarycznej <span class="_ _1"></span>mocy <span class="_ _1"></span>297 </div><div class="t m0 xb h2 y84a ff2 fs0 fc1 sc0 ls0 ws0">kWp.  </div><div class="t m0 x17 h11 y789 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dwie <span class="_ _8"></span>instalacje <span class="_ _8"></span>zabudowane <span class="_ _8"></span>zostały <span class="_ _8"></span>na <span class="_ _8"></span>dachach <span class="_ _8"></span>płaskich <span class="_ _8"></span>w <span class="_ _8"></span>sy<span class="_ _1"></span>stemie <span class="_ _8"></span>balastowym, <span class="_ _8"></span>wschód<span class="_ _1"></span><span class="ff2">-</span>zachód <span class="_ _8"></span>o <span class="_ _8"></span>kącie </span></span></div><div class="t m0 x18 h2 y845 ff2 fs0 fc1 sc0 ls0 ws0">nachylenia 15 stopni.  </div><div class="t m0 x17 h11 y778 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Jedna <span class="_ _1"></span>instalacja <span class="_ _1"></span>gruntowa <span class="_ _1"></span>została <span class="_ _1"></span>zabudowana <span class="_ _1"></span>na <span class="_ _6"></span>dwóch <span class="_ _1"></span>ty<span class="_ _1"></span>pach <span class="_ _1"></span>konstrukcji: <span class="_ _1"></span>korzeniowej <span class="_ _1"></span>i <span class="_ _6"></span>mocowanej </span></span></div><div class="t m0 x18 h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">do płyt betonowych. Wykorzystano panele fotowoltaiczne bifacjalne.<span class="ff2"> </span></div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Produkowana w ten sposób energia wykorzystywana <span class="_ _0"></span>jest na wł<span class="_ _1"></span>asny użytek Sp<span class="_ _0"></span>ółki.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x18 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 y10c2 w3a h35"><div class="t m0 xb h2 y264 ff2 fs0 fc5 sc0 ls0 ws0">Kryterium istotnego <span class="ff1">wkładu</span> </div></div><div class="c x1 ye3f w3a h36"><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">Spółka spełnia kryteria wniesienia istotnego wkładu w <span class="_ _0"></span>łagodzenie zmian klimatu<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y76e wc6 h36"><div class="t m0 xb h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Kryteria<span class="fc1"> </span></div></div><div class="c xf5 y76e wc7 h36"><div class="t m0 xb h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Analiza <span class="ff1">działalności</span><span class="fc1"> </span></div></div><div class="c x1 y10c3 wc6 h1c6"><div class="t m0 xb h2 ydbd ff2 fs0 fc1 sc0 ls0 ws0">W ramach <span class="_ _1"></span>tej <span class="_ _1"></span><span class="ff1">działalności <span class="_ _1"></span></span>produkowana <span class="_ _1"></span>jest <span class="_ _1"></span>energia </div><div class="t m0 xb h2 y10c4 ff2 fs0 fc1 sc0 ls0 ws0">elektryczna <span class="_ _40"> </span>z <span class="_ _40"> </span>wykorzystaniem <span class="_ _69"> </span>technologii </div><div class="t m0 xb h2 y10c5 ff2 fs0 fc1 sc0 ls0 ws0">fotowoltaicznej. </div></div><div class="c xf5 y10c3 wc7 h1c6"><div class="t m0 xb h2 ydbd ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _33"> </span>2024 <span class="_ _28"> </span>roku, <span class="_ _28"> </span>Spółka <span class="_ _33"> </span>RCEkoenergia <span class="_ _28"> </span>zrealizowała </div><div class="t m0 xb h2 y10c6 ff1 fs0 fc1 sc0 ls0 ws0">następujące <span class="ff2">projekty budowy instalacji fotowoltaicznej: </span></div><div class="t m0 x17 h11 y1077 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _12"></span><span class="ff2 fc1">o mocy 118,68 kW,  </span></span></div><div class="t m0 x17 h11 y1078 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _12"></span><span class="ff2 fc1">o mocy 130,64 kW,  </span></span></div><div class="t m0 x17 h11 y1079 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _12"></span><span class="ff2 fc1">o mocy 48,4 kW. </span></span></div><div class="t m0 xb h2 y107a ff2 fs0 fc1 sc0 ls0 ws0">Sumaryczna <span class="_ _4"></span>moc <span class="_ _5"> </span>wybudowanych <span class="_ _5"> </span>w <span class="_ _5"> </span>2024 <span class="_ _5"> </span>roku <span class="_ _5"> </span>instalacji </div><div class="t m0 xb h2 y668 ff1 fs0 fc1 sc0 ls0 ws0">wyniosła 297,72 kW.<span class="ff2"> </span></div><div class="t m0 xb h2 y8b7 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 yb0f ff1 fs0 fc1 sc0 ls0 ws0">Osiągnięte efekty:<span class="ff2"> </span></div><div class="t m0 xb h2 y10c7 ff1 fs0 fc1 sc0 ls0 ws0">Wzrost <span class="_ _1"></span>udziału mocy <span class="_ _1"></span>instalacji <span class="_ _1"></span>fotowoltaicznych o <span class="_ _1"></span> <span class="_ _1"></span><span class="ff2">85,9<span class="ls43">% </span></span></div><div class="t m0 xb h2 y92f ff2 fs0 fc1 sc0 ls0 ws0">w stosunku do roku 2023 r.,  </div><div class="t m0 xb h2 y10c8 ff1 fs0 fc1 sc0 ls0 ws0">Wzrost <span class="_ _1"></span>ilości ene<span class="_ _1"></span>rgii z <span class="_ _1"></span>własnych <span class="_ _1"></span>źródeł OZE<span class="_ _1"></span> o <span class="_ _1"></span>w <span class="_ _1"></span>stosunku </div><div class="t m0 xb h2 y16b ff2 fs0 fc1 sc0 ls0 ws0">do roku 2023 r. o <span class="ls1">58</span>%,  </div><div class="t m0 xb h2 y16c ff1 fs0 fc1 sc0 ls0 ws0">Wzrost <span class="_ _e"> </span>udziału <span class="_ _d"> </span>energii <span class="_ _e"> </span>z<span class="_ _1"></span> <span class="_ _e"> </span>OZE <span class="_ _d"> </span>w <span class="_ _d"> </span>wytwarzaniu <span class="_ _e"> </span>energii </div><div class="t m0 xb h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">elektrycznej do 14,7<span class="lse">%.</span> </div></div><div class="c x1 y10c9 wc6 hd8"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">1.  W  rama<span class="_ _0"></span>ch  działalności  gospodarczej  wdrożono </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">rozwiązania <span class="_ _9"> </span>fizyczne <span class="_ _9"> </span>i <span class="_ _9"> </span>niefizyczne  („rozwiązania <span class="_ _c"> </span>w </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _0"></span>adaptacji”), <span class="_ _8"></span>które zmniejszają <span class="_ _8"></span>najważniejsze </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">zidentyfikowane <span class="_ _38"> </span>ryzyka <span class="_ _39"> </span>fi<span class="_ _1"></span>zyczne <span class="_ _38"> </span>związane <span class="_ _38"> </span>z </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">klimatem, które są istotne dla tej działalności. <span class="ff2"> </span></div></div><div class="c xf5 y10c9 wc7 hd8"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Zastosowano konstrukcję, zabezpieczenia oraz<span class="_ _0"></span> urządzenia </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">dostosowane  do  lokalnych  warunków  klimatycznych,  z </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">uwzględnieniem <span class="_ _2e"> </span>prawdopodobieństwa <span class="_ _2e"> </span>występowania </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">ekstremalnych zjawisk pogodowych. </div></div><div class="c x1 y3d4 wc6 h116"><div class="t m0 xb h2 y10ca ff1 fs0 fc1 sc0 ls0 ws0">2. <span class="_ _0"></span>Ryzyka fiz<span class="_ _0"></span>yczne związane <span class="_ _8"></span>z klimatem k<span class="_ _0"></span>luczowe dla </div><div class="t m0 xb h2 y5ee ff1 fs0 fc1 sc0 ls0 ws0">danej <span class="_ _1d"> </span>działalności <span class="_ _1d"> </span>wyodrębniono <span class="_ _1d"> </span>spośród <span class="_ _1d"> </span>ryzyk </div><div class="t m0 xb h2 ya68 ff1 fs0 fc1 sc0 ls0 ws0">wymienionych <span class="_ _8"></span>w dod<span class="_ _0"></span>atku <span class="_ _8"></span>A <span class="_ _8"></span>do <span class="_ _0"></span>niniejszego <span class="_ _8"></span>załącznika </div><div class="t m0 xb h2 y5f0 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _24"> </span>wyniku <span class="_ _10"> </span>przeprowadzenia <span class="_ _24"> </span>szczegółowej <span class="_ _24"> </span>oceny </div><div class="t m0 xb h2 y48a ff1 fs0 fc1 sc0 ls0 ws0">ryzyka  związanego  z  klimatem  i  narażenia  na  to </div><div class="t m0 xb h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">ryzyko w następujących etapach: <span class="ff2"> </span></div><div class="t m0 xb h2 y9a3 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xf5 y3d4 wc7 h116"><div class="t m0 xb h2 y10ca ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _19"> </span>poddała <span class="_ _19"> </span>analizie <span class="_ _19"> </span>i<span class="_ _1"></span> <span class="_ _19"> </span>wyszczególniła <span class="_ _19"> </span>nas<span class="_ _1"></span>tępujące </div><div class="t m0 xb h2 y5ee ff2 fs0 fc1 sc0 ls0 ws0">ryzyka: </div><div class="t m0 xb h2 ya68 ff2 fs0 fc1 sc0 ls0 ws0">-grad- <span class="_ _37"> </span><span class="ff1">prawdopodobieństwo</span> <span class="_ _45"> </span>uszkodzenia <span class="_ _37"> </span>paneli<span class="_ _1"></span> </div><div class="t m0 xb h2 y5f0 ff2 fs0 fc1 sc0 ls0 ws0">f<span class="ff1">otowoltaicznych <span class="_ _b"> </span>przy <span class="_ _b"> </span>wystąpieniu <span class="_ _b"> </span>gradu <span class="_ _5"> </span>s<span class="_ _1"></span>zacuje <span class="_ _b"> </span>się <span class="_ _c"> </span></span>na </div><div class="t m0 xb h2 y48a ff2 fs0 fc1 sc0 ls0 ws0">poziomie 15%, </div><div class="t m0 xb h2 y54f ff2 fs0 fc1 sc0 ls0 ws0">-huragan, <span class="_ _8"></span>burza- <span class="_ _8"></span><span class="ff1">prawdopodobieńs<span class="_ _1"></span>two <span class="_ _8"></span>uszkodzenia <span class="_ _7"></span>pane<span class="_ _1"></span>li </span></div><div class="t m0 xb h2 y9a3 ff1 fs0 fc1 sc0 ls0 ws0">fotowoltaicznych <span class="_ _7"></span>przy <span class="_ _7"></span>wystąpieniu <span class="_ _7"></span>huraganu <span class="_ _8"></span>szacuje <span class="_ _7"></span>się <span class="_ _7"></span>na </div><div class="t m0 xb h2 y51d ff2 fs0 fc1 sc0 ls0 ws0">15% - <span class="ff1">w szczególności system balastowy,</span> </div><div class="t m0 xb h2 y832 ff2 fs0 fc1 sc0 ls0 ws0">-ekstremalnie  <span class="ff1">wysokie <span class="_ _9"> </span>temperatury <span class="_ _9"> </span>powodujące  szybk<span class="_ _0"></span>ą </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">degradację paneli, w szczególności na płaskich d<span class="_ _8"></span>achac<span class="_ _1"></span>h.<span class="ff2"> </span></div></div><div class="c x1 y10cb wc6 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">a) <span class="_ _7"></span>kontrola <span class="_ _8"></span>aktywności <span class="_ _8"></span>w <span class="_ _7"></span>c<span class="_ _1"></span>elu <span class="_ _7"></span>okreś<span class="_ _1"></span>lenia, <span class="_ _7"></span>jakie <span class="_ _7"></span>ryzyka </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">fizyczne związane <span class="_ _1"></span>z klimatem <span class="_ _1"></span>z wykazu w <span class="_ _1"></span>dodatku A<span class="_ _1"></span> </div></div><div class="c xf5 y10cb wc7 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Zastosowane <span class="_ _24"> </span>materiały <span class="_ _10"> </span>s<span class="_ _1"></span>ą <span class="_ _24"> </span>odporne <span class="_ _24"> </span>na <span class="_ _10"> </span>wystę<span class="_ _1"></span>pujące </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">anomalia <span class="_ _1"></span>pogodowe <span class="_ _6"></span>(grad, <span class="_ _6"></span>śnie<span class="_ _1"></span>g, <span class="_ _1"></span>wiatr) <span class="_ _6"></span>w <span class="_ _6"></span>ograniczonym </div></div></div><div class="pi" ></div></div><div id="pfad" class="pf w0 h0" ><div class="pc pcad w0 h0"><img class="bi x9 y10cc w43 h1c7" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">173<span class="ls0"> </span></div></div><div class="c x1 y10cd wc6 h117"><div class="t m0 xb h2 y77e ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _d"> </span>niniejszego <span class="_ _19"> </span>załącznika <span class="_ _d"> </span>mogą <span class="_ _d"> </span>mie<span class="_ _1"></span>ć <span class="_ _d"> </span>wpływ <span class="_ _19"> </span>na </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">prowadzenie <span class="_ _a"></span>działalności <span class="_ _a"></span>gospodarczej <span class="_ _a"></span>w <span class="_ _a"></span>trakcie <span class="_ _a"></span>jej </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">oczekiwanego cyklu życia;<span class="ff2"> </span></div></div><div class="c xf5 y10cd wc7 h117"><div class="t m0 xb h2 y77e ff1 fs0 fc1 sc0 ls0 ws0">zakresie. W <span class="_ _0"></span>przypadku wystąpienia <span class="_ _8"></span>e<span class="_ _1"></span>kstremalnych zja<span class="_ _8"></span>w<span class="_ _1"></span>isk </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">pogodowych mogą pojawić się uszkodzenia <span class="_ _0"></span>instalacji.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 yb63 wc6 h107"><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">b) <span class="_ _4"></span>w <span class="_ _5"> </span>przypadku <span class="_ _4"></span>gdy <span class="_ _5"> </span>ocenia <span class="_ _4"> </span>się<span class="_ _1"></span>, <span class="_ _4"></span>że <span class="_ _4"></span>działalność <span class="_ _5"> </span>jest </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">narażona <span class="_ _19"> </span>na <span class="_ _19"> </span>co <span class="_ _17"> </span>najmniej <span class="_ _d"> </span>j<span class="_ _1"></span>edno <span class="_ _19"> </span>ryzyko <span class="_ _19"> </span>fizyczne </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">związane <span class="_ _5"> </span>z <span class="_ _b"> </span>klimatem <span class="_ _b"> </span>wymienione <span class="_ _b"> </span>w <span class="_ _b"> </span>dodatku <span class="_ _5"> </span>A <span class="_ _b"> </span>do </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">niniejszego załącznika –<span class="ff2"> </span>analiza ryzyka związanego z </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">klimatem i<span class="_ _1"></span> <span class="_ _1"></span>narażenia <span class="_ _1"></span>na <span class="_ _1"></span>to <span class="_ _1"></span>ryz<span class="_ _1"></span>yko w<span class="_ _1"></span> <span class="_ _1"></span>celu <span class="_ _1"></span>oceny, <span class="_ _1"></span>jak </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">istotne <span class="_ _2a"> </span><span class="ff1">jest <span class="_ _22"> </span>to <span class="_ _22"> </span>ryzyko <span class="_ _22"> </span>dl<span class="_ _1"></span>a <span class="_ _22"> </span>danej <span class="_ _22"> </span>d<span class="_ _1"></span>ziałalności </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">gospodarczej;  </div></div><div class="c xf5 yb63 wc7 h107"><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">Zastosowane <span class="_ _24"> </span>materiały <span class="_ _10"> </span>s<span class="_ _1"></span>ą <span class="_ _24"> </span>odporne <span class="_ _24"> </span>na <span class="_ _10"> </span>wystę<span class="_ _1"></span>pujące </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">anomalia <span class="_ _1"></span>pogodowe <span class="_ _6"></span>(grad, <span class="_ _6"></span>śnie<span class="_ _1"></span>g, <span class="_ _1"></span>wiatr) <span class="_ _6"></span>w <span class="_ _6"></span>ograniczonym </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">zakresie. W <span class="_ _0"></span>przypadku wystąpienia <span class="_ _8"></span>e<span class="_ _1"></span>kstremalnych zja<span class="_ _8"></span>w<span class="_ _1"></span>isk </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">pogodowych mogą pojawić się usz<span class="ff2">kodzenia instalacji. </span></div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yfec wc6 h116"><div class="t m0 xb h2 y846 ff1 fs0 fc1 sc0 ls0 ws0">c) <span class="_ _a"></span>ocenę <span class="_ _a"></span>rozwiązań <span class="_ _a"></span>w <span class="_ _a"></span>zakresie <span class="_ _a"></span>adaptacji <span class="_ _a"></span>do <span class="_ _a"></span>zmiany </div><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">klimatu, <span class="_ _a"></span>które <span class="_ _4"></span>mogą <span class="_ _a"></span>zmniejszyć <span class="_ _4"></span>stwierdzone <span class="_ _4"></span>ryzyka </div><div class="t m0 xb h2 y84a ff1 fs0 fc1 sc0 ls0 ws0">fizyczne <span class="_ _e"> </span>związ<span class="_ _1"></span>ane <span class="_ _e"> </span>z <span class="_ _d"> </span>klimatem.<span class="_ _1"></span> <span class="_ _e"> </span>Oce<span class="_ _1"></span>na <span class="_ _e"> </span>zagrożenia </div><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">klimatycznego  i  naraże<span class="_ _1"></span>nia  jest  proporcjonalna <span class="_ _e"> </span>do </div><div class="t m0 xb h2 y845 ff1 fs0 fc1 sc0 ls0 ws0">skali <span class="_ _28"> </span>działalności <span class="_ _20"> </span>i <span class="_ _28"> </span>oczekiwanego <span class="_ _20"> </span>okresu <span class="_ _20"> </span>jej </div><div class="t m0 xb h2 y778 ff2 fs0 fc1 sc0 ls0 ws0">prowadzenia: <span class="_ _1"></span>a) <span class="_ _1"></span><span class="ff1">w <span class="_ _6"></span>przypadku <span class="_ _1"></span>działalności, <span class="_ _1"></span>która <span class="_ _1"></span>ma<span class="_ _1"></span> </span></div><div class="t m0 xb h2 y782 ff1 fs0 fc1 sc0 ls0 ws0">trwać <span class="_ _b"> </span>mniej <span class="_ _c"> </span>niż <span class="_ _b"> </span>10<span class="_ _1"></span> <span class="_ _b"> </span>lat, <span class="_ _c"> </span>ocenę <span class="_ _c"> </span>przeprowadza <span class="_ _b"> </span>się <span class="_ _c"> </span>z </div><div class="t m0 xb h2 y84c ff2 fs0 fc1 sc0 ls0 ws0">zastosowaniem <span class="_ _17"> </span>przynajmniej <span class="_ _17"> </span>projekcji <span class="_ _17"> </span>klimatu <span class="_ _17"> </span>w </div><div class="t m0 xb h2 y84d ff2 fs0 fc1 sc0 ls0 ws0">najmniejszej odpowiedniej skali.  </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xf5 yfec wc7 h116"><div class="t m0 xb h2 y846 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _19"> </span>planuje <span class="_ _19"> </span>eksploatować <span class="_ _19"> </span>instalację<span class="_ _1"></span> <span class="_ _19"> </span>przez<span class="ff2"> <span class="_ _19"> </span>25 <span class="_ _19"> </span>lat. </span></div><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">Wybrane <span class="_ _17"> </span>rozwiązanie <span class="_ _19"> </span>tec<span class="_ _1"></span>hniczne <span class="_ _17"> </span>zakłada <span class="_ _19"> </span> <span class="_ _17"> </span>odporność </div><div class="t m0 xb h2 y84a ff2 fs0 fc1 sc0 ls0 ws0">instalacji <span class="_ _8"></span>na<span class="_ _1"></span> <span class="_ _8"></span>odpowiednim poziomie w <span class="_ _8"></span>przypadku <span class="_ _8"></span>n<span class="_ _1"></span>asilenia </div><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">się  zmia<span class="_ _0"></span>n  kli<span class="_ _8"></span>matycznych  w <span class="_ _9"> </span>tym  regionie, <span class="_ _9"> </span>możliwa  jest </div><div class="t m0 xb h2 y845 ff1 fs0 fc1 sc0 ls0 ws0">ograniczona <span class="_ _a"></span>wydajność<span class="_ _1"></span> <span class="_ _a"></span>ins<span class="_ _1"></span>talacji <span class="_ _a"></span>lub <span class="_ _a"></span>s<span class="_ _1"></span>zybsza <span class="_ _4"></span>degradacja </div><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">urządzeń<span class="ff2">. </span></div></div><div class="c x1 yb64 wc6 h149"><div class="t m0 xb h2 yaae ff1 fs0 fc1 sc0 ls0 ws0">3. <span class="_ _6"></span>Projekcje <span class="_ _a"></span>klimatu <span class="_ _1"></span>i <span class="_ _6"></span>oc<span class="_ _1"></span>ena <span class="_ _6"></span>wpływu <span class="_ _6"></span>opierają <span class="_ _6"></span>się <span class="_ _a"></span>na </div><div class="t m0 xb h2 y987 ff1 fs0 fc1 sc0 ls0 ws0">najlepszych <span class="_ _19"> </span>praktykach <span class="_ _19"> </span>i <span class="_ _17"> </span>dostępnych <span class="_ _19"> </span>wytycznych </div><div class="t m0 xb h2 y9bf ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _39"> </span>uwzględniają <span class="_ _39"> </span>najnowocześniejs<span class="_ _1"></span>zą <span class="_ _39"> </span>wiedzę </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">naukową <span class="_ _4"></span>w <span class="_ _5"> </span>zakresie <span class="_ _4"></span>analizy <span class="_ _5"> </span>narażenia <span class="_ _4"> </span>i <span class="_ _5"> </span>zagrożenia </div><div class="t m0 xb h2 y46d ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _19"> </span>pow<span class="_ _1"></span>iązane <span class="_ _17"> </span>metody <span class="_ _19"> </span>zg<span class="_ _1"></span>odnie <span class="_ _17"> </span>z <span class="_ _19"> </span>najnowszymi </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">sprawozdaniami <span class="_ _28"> </span>Mię<span class="_ _1"></span>dzyrządowego <span class="_ _20"> </span>Zespołu <span class="_ _20"> </span>ds. </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">Zmian <span class="_ _2c"> </span>Klimatu, <span class="_ _2c"> </span>rece<span class="_ _1"></span>nzowanymi <span class="_ _1e"> </span>pu<span class="_ _1"></span>blikacjami </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">naukowymi  oraz  mod<span class="_ _0"></span>elami  typu  op<span class="_ _0"></span>en  source  lub </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">modelami płatnymi.<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xf5 yb64 wc7 h149"><div class="t m0 xb h2 yaae ff1 fs0 fc1 sc0 ls0 ws0">Przy <span class="_ _1"></span>doborze <span class="_ _6"></span>urządze<span class="_ _1"></span>ń <span class="_ _1"></span>przyjęto <span class="_ _6"></span>margines <span class="_ _6"></span>uwzględniający </div><div class="t m0 xb h2 y987 ff1 fs0 fc1 sc0 ls0 ws0">prognozy <span class="_ _4"></span>narażenia <span class="_ _5"> </span>i <span class="_ _4"> </span>zagrożenia <span class="_ _5"> </span>wynikające <span class="_ _5"> </span>z <span class="_ _4"></span>zmianami </div><div class="t m0 xb h2 y9bf ff1 fs0 fc1 sc0 ls0 ws0">klimatu, zgodnie z dostępnymi modelami.<span class="ff2"> </span></div></div><div class="c x1 yb42 wc6 h1c8"><div class="t m0 xb h2 ya9c ff1 fs0 fc1 sc0 ls0 ws0">4. Wdrożone rozwiązania w zakresie adap<span class="_ _0"></span>tacji: <span class="ff2"> </span></div><div class="t m0 xb h2 y10ce ff1 fs0 fc1 sc0 ls0 ws0">a) <span class="_ _c"> </span>nie <span class="_ _c"> </span>mają <span class="_ _c"> </span>negatywnego <span class="_ _c"> </span>wpływu <span class="_ _c"> </span>na <span class="_ _c"> </span>d<span class="_ _1"></span>ziałania <span class="_ _c"> </span>w </div><div class="t m0 xb h2 ya9e ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _d"> </span>adaptacji <span class="_ _d"> </span>ani <span class="_ _d"> </span>na <span class="_ _d"> </span>p<span class="_ _1"></span>oziom <span class="_ _d"> </span>odporności <span class="_ _d"> </span>na </div><div class="t m0 xb h2 y10cf ff1 fs0 fc1 sc0 ls0 ws0">ryzyka <span class="_ _c"> </span>fizyczne <span class="_ _c"> </span>związane <span class="_ _c"> </span>z <span class="_ _c"> </span>klimatem <span class="_ _c"> </span>innych <span class="_ _c"> </span>ludzi, </div><div class="t m0 xb h2 y322 ff1 fs0 fc1 sc0 ls0 ws0">przyrody,  dziedzictwa  kulturow<span class="_ _1"></span>ego,  dóbr  i <span class="_ _e"> </span>innych </div><div class="t m0 xb h2 y49d ff1 fs0 fc1 sc0 ls0 ws0">rodzajów działalności gospodarczej; <span class="ff2"> </span></div><div class="t m0 xb h2 yadc ff1 fs0 fc1 sc0 ls0 ws0">b) <span class="_ _c"> </span>sprzyjają <span class="_ _9"> </span>wykorzystaniu <span class="_ _c"> </span>r<span class="_ _1"></span>ozwiązań <span class="_ _c"> </span>opartych <span class="_ _9"> </span>na </div><div class="t m0 xb h2 yadd ff1 fs0 fc1 sc0 ls0 ws0">zasobach <span class="_ _6"></span>przyrody <span class="_ _6"></span>lub <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>miarę <span class="_ _a"></span>możliwości <span class="_ _6"></span>polegają </div><div class="t m0 xb h2 ya50 ff2 fs0 fc1 sc0 ls0 ws0">na niebieskiej lub zielonej infrastrukturze; </div><div class="t m0 xb h2 ya51 ff1 fs0 fc1 sc0 ls0 ws0">c) <span class="_ _1"></span>są <span class="_ _1"></span>spójne <span class="_ _1"></span>z <span class="_ _1"></span>lokalnymi, s<span class="_ _1"></span>ektorowymi, re<span class="_ _1"></span>gionalnymi </div><div class="t m0 xb h2 y4d1 ff2 fs0 fc1 sc0 ls0 ws0">lub <span class="_ _19"> </span>krajowymi <span class="_ _19"> </span>strategiami <span class="_ _19"> </span>i <span class="_ _19"> </span>planami <span class="_ _19"> </span>w <span class="_ _19"> </span>z<span class="_ _1"></span>akresie </div><div class="t m0 xb h2 ya52 ff2 fs0 fc1 sc0 ls0 ws0">adaptacji;  </div><div class="t m0 xb h2 ya53 ff1 fs0 fc1 sc0 ls0 ws0">d) <span class="_ _7"></span>s<span class="_ _1"></span>ą <span class="_ _7"></span>monitorow<span class="_ _1"></span>ane <span class="_ _7"></span>i <span class="_ _8"></span>mie<span class="_ _1"></span>rzone <span class="_ _7"></span>prz<span class="_ _1"></span>y <span class="_ _7"></span>użyciu <span class="_ _8"></span>upr<span class="_ _1"></span>zednio </div><div class="t m0 xb h2 y987 ff1 fs0 fc1 sc0 ls0 ws0">zdefiniowanych <span class="_ _34"> </span>ws<span class="_ _1"></span>kaźników, <span class="_ _34"> </span>a <span class="_ _34"> </span>w <span class="_ _39"> </span>przypadku </div><div class="t m0 xb h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">niezgodności <span class="_ _1f"> </span>z <span class="_ _1f"> </span>tymi <span class="_ _1f"> </span>wskaźnikami <span class="_ _1f"> </span>rozważa <span class="_ _1f"> </span>się </div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">podjęcie działań naprawczych; <span class="ff2"> </span></div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">e) <span class="_ _17"> </span>w <span class="_ _17"> </span>przy<span class="_ _0"></span>padku <span class="_ _17"> </span>gdy <span class="_ _19"> </span>wdroż<span class="_ _1"></span>one <span class="_ _17"> </span>rozwiązanie <span class="_ _19"> </span>ma </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">charakter <span class="_ _7"></span>fizyczny <span class="_ _7"></span>i <span class="_ _7"></span>o<span class="_ _1"></span>bejmuje <span class="_ _7"></span>działanie, <span class="_ _7"></span>w <span class="_ _7"></span>odniesieniu </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _24"> </span>którego<span class="_ _1"></span> <span class="_ _24"> </span>w <span class="_ _1d"> </span>niniejszym <span class="_ _24"> </span>załączniku <span class="_ _1d"> </span>określono </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">techniczne <span class="_ _b"> </span>kryteria <span class="_ _b"> </span>kwalifikacji, <span class="_ _b"> </span>rozwiązanie <span class="_ _b"> </span>to <span class="_ _b"> </span>jest </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">zgodne <span class="_ _34"> </span>z <span class="_ _39"> </span>technicznym <span class="_ _34"> </span>kryterium <span class="_ _39"> </span>kwalifikacji </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">dotyczącym nieczynienia poważnych szkód.<span class="ff2"> </span></div></div><div class="c xf5 yb42 wc7 h1c8"><div class="t m0 xb h2 ya9c ff1 fs0 fc1 sc0 ls0 ws0">a) <span class="_ _1"></span>Instalacje <span class="_ _1"></span>w<span class="_ _1"></span>ykorzystują <span class="_ _1"></span>miejsca <span class="_ _6"></span>i <span class="_ _1"></span>tereny <span class="_ _6"></span>przemysłowe, </div><div class="t m0 xb h2 y10ce ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _1d"> </span>ograniczonym <span class="_ _1f"> </span>dostępem <span class="_ _1f"> </span>osób, <span class="_ _1f"> </span>oraz <span class="_ _1f"> </span>w <span class="_ _1f"> </span>znacznej </div><div class="t m0 xb h2 ya9e ff1 fs0 fc1 sc0 ls0 ws0">odległości od innej działalności gospoda<span class="_ _0"></span>rczej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h2 y10cf ff1 fs0 fc1 sc0 ls0 ws0">b) <span class="_ _8"></span>) <span class="_ _8"></span>Ins<span class="_ _1"></span>talacje <span class="_ _8"></span>nie mają <span class="_ _8"></span>negatywnego wp<span class="_ _0"></span>ływu <span class="_ _8"></span>na działania </div><div class="t m0 xb h2 y322 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _6"></span>za<span class="_ _1"></span>kresie <span class="_ _a"></span>adaptacji <span class="_ _6"></span>i <span class="_ _a"></span>sprzyjają <span class="_ _a"></span>wykorzystaniu <span class="_ _a"></span>rozwiązań </div><div class="t m0 xb h2 y49d ff2 fs0 fc1 sc0 ls0 ws0">opartych <span class="_ _1"></span>na <span class="_ _6"></span>zasobach <span class="_ _6"></span>przyrody <span class="_ _6"></span>- <span class="_ _6"></span><span class="ff1">wy<span class="_ _1"></span>korzystują <span class="_ _1"></span>promienie<span class="_ _1"></span> </span></div><div class="t m0 xb h2 yadc ff1 fs0 fc1 sc0 ls0 ws0">słoneczne.<span class="ff2"> </span></div><div class="t m0 xb h2 yadd ff2 fs0 fc1 sc0 ls0 ws0">c) <span class="_ _f"> </span>Sektor <span class="_ _10"> </span>wytwarzania <span class="_ _f"> </span>energii <span class="_ _f"> </span>promuje <span class="_ _f"> </span>w<span class="_ _1"></span>ytwarzanie </div><div class="t m0 xb h2 ya50 ff1 fs0 fc1 sc0 ls0 ws0">energii <span class="_ _a"></span>z <span class="_ _a"></span>odnawialnych <span class="_ _a"></span>źródeł <span class="_ _a"></span>ene<span class="_ _1"></span>rgii, <span class="_ _6"></span>a<span class="_ _1"></span> <span class="_ _a"></span>w <span class="_ _a"></span>szczególnośc<span class="_ _1"></span>i </div><div class="t m0 xb h2 ya51 ff2 fs0 fc1 sc0 ls0 ws0">zero <span class="_ _b"> </span>emisyjnych. <span class="_ _b"> </span>Lokalna <span class="_ _b"> </span>produkcja <span class="_ _b"> </span>e<span class="_ _1"></span>nergii <span class="_ _5"> </span>pozwa<span class="_ _1"></span>la <span class="_ _b"> </span>na </div><div class="t m0 xb h2 y4d1 ff1 fs0 fc1 sc0 ls0 ws0">ograniczenie <span class="_ _2a"> </span>strat <span class="_ _2a"> </span>przesyłu <span class="_ _2a"> </span>oraz <span class="_ _2a"> </span>zagospodarowaniu </div><div class="t m0 xb h2 ya52 ff1 fs0 fc1 sc0 ls0 ws0">elementów infrastruktury takich jak dachy, czy nieużytki.<span class="ff2"> </span></div><div class="t m0 xb h2 ya53 ff1 fs0 fc1 sc0 ls0 ws0">d) Instalacje są monitorowane i mierzone<span class="_ _1"></span>. Praca instalacji </div><div class="t m0 xb h2 y987 ff1 fs0 fc1 sc0 ls0 ws0">jest <span class="_ _14"> </span>codziennie <span class="_ _14"> </span>nadzorowana, <span class="_ _2e"> </span>raz <span class="_ _2e"> </span>w<span class="_ _1"></span> <span class="_ _2e"> </span>mies<span class="_ _1"></span>iącu </div><div class="t m0 xb h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">kontrolowana <span class="_ _10"> </span>jest <span class="_ _10"> </span>jej <span class="_ _10"> </span>wydajność, <span class="_ _10"> </span>raz <span class="_ _10"> </span>w <span class="_ _24"> </span>roku <span class="_ _f"> </span>s<span class="_ _1"></span>tan </div><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">techniczny. </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">e) <span class="_ _23"> </span>Okreś<span class="_ _1"></span>lono <span class="_ _23"> </span>i <span class="_ _34"> </span>dobrano <span class="_ _23"> </span>rozwiązania <span class="_ _34"> </span>techniczne, </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">spełniające techniczne kryteria kwalifikacji.<span class="ff2"> </span></div></div><div class="c x1 y105c w3a h1c9"><div class="t m0 xb h2 y10d0 ff1 fs0 fc5 sc0 ls0 ws0">Kryteria nieczynienia poważnych szkód pozostały<span class="ff2">m </span>celom środowiskowym<span class="ff2 fc1"> </span></div></div><div class="c x1 yf66 w3a h35"><div class="t m0 xb h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">Spółka nie spełnia kryteriów nieczynienia poważnych szkód każdemu z poz<span class="_ _0"></span>ostałych celów <span class="_ _1"></span>środowiskowych<span class="ff2 fc5"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yd1e ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _1"></span>2-34<span class="ff1">. <span class="_ _1"></span>We<span class="_ _1"></span>ryfikacja <span class="_ _1"></span>zgodnośc<span class="_ _1"></span>i <span class="_ _1"></span>z <span class="_ _1"></span>Tec<span class="_ _1"></span>hnicznymi <span class="_ _1"></span>Kryteriami <span class="_ _1"></span>Kwalifikacji <span class="_ _1"></span>pro<span class="_ _1"></span>jektu <span class="_ _1"></span>produkcji <span class="_ _1"></span>ene<span class="_ _1"></span>rgii <span class="_ _1"></span>elektrycznej <span class="_ _1"></span>z </span></div><div class="t m2 x1 h1d y10d1 ff1 fs5 fc1 sc0 ls0 ws0">wykorzystaniem technologii fotowoltaicznej w Spółce RCEkoenergia.<span class="ff2"> </span></div><div class="t m0 x19 h11 yac5 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Weryfikacja <span class="_ _1"></span>zgodności <span class="_ _1"></span>z <span class="_ _1"></span>Te<span class="_ _1"></span>chnicznymi <span class="_ _1"></span>Kryteriami <span class="_ _1"></span>Kwalifikacji <span class="_ _1"></span>projektu <span class="_ _1"></span>wytapiarki <span class="_ _1"></span>asfaltu<span class="_ _1"></span> w<span class="_ _1"></span> <span class="_ _1"></span>Spółce <span class="_ _1"></span>UNIMOT </span></span></div><div class="t m0 x1a h2 y10d2 ff2 fs0 fc5 sc0 ls0 ws0">Bitumen </div></div></div><div class="pi" ></div></div><div id="pfae" class="pf w0 h0" ><div class="pc pcae w0 h0"><img class="bi x9 y141 w43 h25" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">174<span class="ls0"> </span></div></div><div class="c x1 y1da w3a h80"><div class="t m0 xb h2 y4c7 ff1 fs0 fc1 sc0 ls0 ws0">Odzysk materiałów z odpadów innych niż niebezpieczne<span class="ff2"> </span></div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Optymalizacja <span class="_ _1"></span>proces<span class="_ _1"></span>u <span class="_ _1"></span>wytapiania <span class="_ _1"></span>asfaltu <span class="_ _6"></span>w <span class="_ _6"></span>celu <span class="_ _6"></span>minimalizacji <span class="_ _6"></span>wytwarzanego <span class="_ _6"></span>odpadu, <span class="_ _6"></span>zwiększenia <span class="_ _6"></span>efektywności </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">wykorzystania surowców<span class="_ _1"></span> oraz inte<span class="_ _1"></span>gracji procesów <span class="_ _1"></span>recyklingu i pono<span class="_ _1"></span>wnego wykorzystania <span class="_ _1"></span>materiałów <span class="_ _1"></span>w <span class="_ _1"></span>systemie </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zamkniętego <span class="_ _5"> </span>obiegu, <span class="_ _b"> </span>z <span class="_ _5"> </span>poszano<span class="_ _1"></span>waniem <span class="_ _5"> </span>zasad<span class="ff2"> <span class="_ _b"> </span></span>zrównoważonego <span class="_ _b"> </span>rozwoju <span class="_ _5"> </span>i <span class="_ _b"> </span>zgodności <span class="_ _b"> </span>z <span class="_ _4"> </span>w<span class="_ _1"></span>ymaganiami <span class="_ _5"> </span>ochrony </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">środowiska.<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 y10d3 w3a h36"><div class="t m0 xb h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Kryterium <span class="ff1">istotnego wkładu</span> </div></div><div class="c x1 y430 w3a h36"><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">Spółka spełnia kryteria wniesienia istotnego wkładu w <span class="_ _0"></span>przejście na gospodarkę o obiegu zamkniętym <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y10d4 wc6 h35"><div class="t m0 xb h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Kryteria<span class="fc1"> </span></div></div><div class="c xf5 y10d4 wc7 h35"><div class="t m0 xb h2 y264 ff2 fs0 fc5 sc0 ls0 ws0">Analiza <span class="ff1">działalności</span><span class="fc1"> </span></div></div><div class="c x1 ye3e wc6 h1ca"><div class="t m0 xb h2 y973 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>ramach <span class="_ _c"> </span>tej <span class="_ _b"> </span>działalnośc<span class="_ _1"></span>i <span class="_ _b"> </span>co <span class="_ _c"> </span>najmniej <span class="_ _b"> </span>50% <span class="_ _b"> </span>m<span class="_ _1"></span>asy </div><div class="t m0 xb h2 y45e ff1 fs0 fc1 sc0 ls0 ws0">przetworzonych <span class="_ _24"> </span>selektywnie <span class="_ _10"> </span>zebranych <span class="_ _24"> </span>odpadów </div><div class="t m0 xb h2 y930 ff1 fs0 fc1 sc0 ls0 ws0">innych niż <span class="_ _1"></span>niebezpieczne <span class="_ _1"></span>przekształca się <span class="_ _1"></span>w s<span class="_ _1"></span>urowce </div><div class="t m0 xb h2 y933 ff1 fs0 fc1 sc0 ls0 ws0">wtórne, <span class="_ _b"> </span>które <span class="_ _5"> </span>nadają<span class="_ _1"></span> <span class="_ _5"> </span>się <span class="_ _b"> </span>do <span class="_ _b"> </span>zastąpienia <span class="_ _b"> </span>surowców </div><div class="t m0 xb h2 y921 ff2 fs0 fc1 sc0 ls0 ws0">pierwotnych w procesach produkcji.  </div></div><div class="c xf5 ye3e wc7 h1ca"><div class="t m0 xb h2 y973 ff2 fs0 fc1 sc0 ls0 ws0">Wytapiarka <span class="_ _22"> </span>asfaltu<span class="_ _1"></span> <span class="_ _2a"> </span><span class="ff1">służy <span class="_ _2a"> </span>do <span class="_ _22"> </span>pr<span class="_ _1"></span>zetwarzania <span class="_ _22"> </span>asfaltu<span class="_ _1"></span> </span></div><div class="t m0 xb h2 y45e ff1 fs0 fc1 sc0 ls0 ws0">pozaklasowego przez jego podgrzewanie za pomocą oleju </div><div class="t m0 xb h2 y930 ff1 fs0 fc1 sc0 ls0 ws0">grzewczego  i  transport  ciekłego  asfaltu  do  zbiorników </div><div class="t m0 xb h2 y933 ff1 fs0 fc1 sc0 ls0 ws0">docelowych <span class="_ _1"></span>(<span class="_ _1"></span>surowcowych). <span class="_ _1"></span>Wytapiarka <span class="_ _1"></span>wyposażona <span class="_ _6"></span>jest </div><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _c"> </span>syste<span class="_ _1"></span>m <span class="_ _c"> </span>wymiany <span class="_ _c"> </span>cie<span class="_ _1"></span>pła, <span class="_ _c"> </span>który <span class="_ _c"> </span>polega<span class="_ _1"></span> <span class="_ _c"> </span>na <span class="_ _9"> </span>przepływie </div><div class="t m0 xb h2 y934 ff2 fs0 fc1 sc0 ls0 ws0">oleju <span class="_ _19"> </span>grzewc<span class="ff1">ze<span class="_ _1"></span>go <span class="_ _19"> </span>przez <span class="_ _19"> </span>układ <span class="_ _17"> </span>rur <span class="_ _19"> </span>umieszczonych <span class="_ _17"> </span>na </span></div><div class="t m0 xb h2 y91f ff1 fs0 fc1 sc0 ls0 ws0">spodzie urządzenia<span class="ff2"> </span></div><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _2a"> </span>komorze <span class="_ _2a"> </span>w<span class="_ _1"></span>ytapia<span class="_ _0"></span>rki <span class="_ _2a"> </span>zostaje <span class="_ _21"> </span>umieszczony <span class="_ _2a"> </span>asfalt </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">pozaklasowy, <span class="_ _23"> </span>następnie <span class="_ _34"> </span><span class="ff2">p</span>o <span class="_ _34"> </span>szczelnym <span class="_ _23"> </span>zamknięciu </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">urządzenia <span class="_ _d"> </span>uru<span class="_ _1"></span>chamiany <span class="_ _d"> </span>jes<span class="_ _1"></span>t <span class="_ _d"> </span>proce<span class="_ _1"></span>s <span class="_ _19"> </span>podgrzewania, <span class="_ _d"> </span>a<span class="_ _1"></span> </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">potem <span class="ff1">spompowania na właściwy zbiornik surowcowy. </span> </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Cały <span class="_ _22"> </span>proces <span class="_ _2a"> </span>podgrzewania <span class="_ _22"> </span>odbywa <span class="_ _22"> </span>się <span class="_ _2a"> </span>w <span class="_ _22"> </span>sposó<span class="_ _1"></span>b </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">kontrolowany.  </div></div><div class="c x1 y108 w3a h36"><div class="t m0 xb h2 y266 ff1 fs0 fc5 sc0 ls0 ws0">Kryteria nieczynienia poważnych szkód pozostałym celom środowiskowym<span class="ff2 fc1"> </span></div></div><div class="c x1 y10d5 w3a h36"><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">Spółka nie spełnia kryteriów nieczynienia poważnych szkód każdemu z poz<span class="_ _0"></span>ostałych celów środowiskowych<span class="_ _1"></span><span class="ff2 fc5"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y10d6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _5"> </span>2-35<span class="ff1">.<span class="_ _1"></span> <span class="_ _b"> </span>Weryfikacja <span class="_ _b"> </span>zgodności <span class="_ _b"> </span>z <span class="_ _b"> </span>Technicznymi <span class="_ _b"> </span>Kryteriami <span class="_ _b"> </span>Kwalifikacji <span class="_ _b"> </span>projektu <span class="_ _c"> </span></span>wytapiarki <span class="_ _b"> </span>asfaltu <span class="_ _b"> </span><span class="ff1">w <span class="_ _b"> </span>Spółc<span class="_ _1"></span>e </span></div><div class="t m2 x1 h1d ybd7 ff2 fs5 fc1 sc0 ls0 ws0">UNIMOT Bitumen. </div><div class="t m0 x19 h11 y30e ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Weryfikacja zgodności z Technicznymi Kryteriami Kwalifikacji projektu bud<span class="_ _0"></span>owy instalacji fotowoltaicznych<span class="_ _1"></span><span class="ff2"> </span></span></span></div></div><div class="c x1 y1020 w3a h117"><div class="t m0 xb h2 y584 ff1 fs0 fc1 sc0 ls0 ws0">Spółka UNIMOT Energia <span class="_ _0"></span>i Gaz jest wykonuje instala<span class="_ _0"></span>cje fotowoltaiczne dla<span class="_ _0"></span> klientów we<span class="_ _1"></span>wnętrznych i <span class="_ _8"></span>zew<span class="_ _1"></span>nętrznych<span class="ff2 ls10">. </span></div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>ramach <span class="_ _a"></span>działalności <span class="_ _a"></span>wykonuje <span class="_ _a"></span>instalacje <span class="_ _a"></span>bez <span class="_ _6"></span>pozwolenia <span class="_ _a"></span>na <span class="_ _a"></span>budowę <span class="_ _6"></span>(40<span class="_ _1"></span><span class="ff2">-150 <span class="_ _a"></span>kW) <span class="_ _a"></span>oraz <span class="_ _a"></span>wielkoskalowe <span class="_ _a"></span>(+500 </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">kW).<span class="fc5"> </span></div></div><div class="c x1 y10d7 w3a h35"><div class="t m0 xb h2 y264 ff1 fs0 fc5 sc0 ls0 ws0">Kryterium istotnego wkładu<span class="ff2"> </span></div></div><div class="c x1 y3bf w3a h36"><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">Spółka spełnia kryteria wniesienia istotnego wkładu  w łagodzenie zmian k<span class="_ _0"></span>limatu<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y10d8 wc6 h36"><div class="t m0 xb h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Kryteria<span class="fc1"> </span></div></div><div class="c xf5 y10d8 wc7 h36"><div class="t m0 xb h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Analiza projektu<span class="fc1"> </span></div></div><div class="c x1 y10d9 wc6 h103"><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">W ramach <span class="_ _1"></span>tej <span class="_ _1"></span>działalności <span class="_ _1"></span>produkowana <span class="_ _1"></span>jest e<span class="_ _1"></span>nergia </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">elektryczna <span class="_ _40"> </span>z <span class="_ _40"> </span>wykorzystaniem <span class="_ _69"> </span>technologii </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">fotowoltaicznej. </div></div><div class="c xf5 y10d9 wc7 h103"><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 <span class="_ _1"></span>roku <span class="_ _1"></span>Spółka wykonała <span class="_ _1"></span>instalacje fotow<span class="_ _1"></span>oltaiczne o </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">łącznej mo<span class="_ _1"></span>cy 2 <span class="_ _1"></span>078,71 <span class="_ _1"></span>kW.  <span class="_ _1"></span>Planow<span class="_ _1"></span>ana produkcja <span class="_ _1"></span>energii </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">elektrycznej <span class="_ _1"></span>z <span class="_ _1"></span>tych <span class="_ _1"></span>instalacji <span class="_ _1"></span>w<span class="_ _1"></span>yniesie <span class="_ _1"></span> <span class="_ _1"></span>1 <span class="_ _1"></span>974 <span class="_ _1"></span>774,50 <span class="_ _6"></span>kWh </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">(przyjęto 950 kWh z 1 KW). <span class="ff2"> </span></div></div><div class="c x1 yf16 w3a h36"><div class="t m0 xb h2 y266 ff1 fs0 fc5 sc0 ls0 ws0">Kryteria nieczynienia poważnych szkód pozostałym celom środowiskowym<span class="ff2 fc1"> </span></div></div><div class="c x1 ycb0 w3a h35"><div class="t m0 xb h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">Spółka nie spełnia kryteriów nieczynienia poważnych szkód każdemu z poz<span class="_ _0"></span>ostałych celów środowiskowych<span class="_ _1"></span><span class="ff2 fc5"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y495 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _1f"> </span>2<span class="_ _1"></span>-36<span class="ff1">. <span class="_ _22"> </span>Weryfikacja <span class="_ _2a"> </span>zg<span class="_ _0"></span>odności <span class="_ _22"> </span>z <span class="_ _22"> </span>Te<span class="_ _1"></span>chnicznymi <span class="_ _1f"> </span>Kryteriami <span class="_ _22"> </span>Kwal<span class="_ _1"></span>ifikacji <span class="_ _22"> </span>projektu <span class="_ _22"> </span>budowy <span class="_ _22"> </span>instalacji </span></div><div class="t m2 x1 h1d y7c3 ff2 fs5 fc1 sc0 ls0 ws0">fotowoltaicznych <span class="ff1">w Spółce UNIMOT Energia i Gaz</span>. </div><div class="t m0 x19 h11 y10da ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Weryfikacja <span class="_ _a"></span>zgodności <span class="_ _6"></span>z <span class="_ _a"></span>Technicznymi <span class="_ _6"></span>Kryteriami <span class="_ _a"></span>Kwalifikacji <span class="_ _a"></span>działalności <span class="_ _6"></span>związanej <span class="_ _a"></span>z <span class="_ _6"></span>budową <span class="_ _a"></span>magazynów </span></span></div><div class="t m0 x1a h2 y10db ff2 fs0 fc5 sc0 ls0 ws0">energii </div></div><div class="c x1 y10dc w3a h96"><div class="t m0 xb h2 y51d ff2 fs0 fc1 sc0 ls0 ws0">Budowa <span class="_ _1"></span>i <span class="ff1">eksploatacja instalac<span class="_ _1"></span>ji do <span class="_ _1"></span>ma<span class="_ _1"></span>gazynowania ene<span class="_ _1"></span>rgii elektrycznej, <span class="_ _1"></span>które<span class="_ _1"></span> w<span class="_ _1"></span></span> <span class="ff1">późniejszym <span class="_ _1"></span>terminie <span class="_ _1"></span>oddają <span class="_ _1"></span>ją </span></div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">w <span class="ff1">postaci energii elektrycznej. Działalność obejmuje elektrownie szczytowo</span>-pompowe<span class="_ _1"></span>. </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfaf" class="pf w0 h0" ><div class="pc pcaf w0 h0"><img class="bi x9 y9f5 w43 h1cb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">175<span class="ls0"> </span></div></div><div class="c x1 y10dd w3a h108"><div class="t m0 xb h2 y903 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _4"></span>UNIMOT, <span class="_ _5"> </span>realizując <span class="_ _5"> </span>proces <span class="_ _5"> </span>rozwoju <span class="_ _5"> </span>działalności <span class="_ _5"> </span>w <span class="_ _5"> </span>zakresie <span class="_ _4"></span>energetyki <span class="_ _4"> </span>podjęła <span class="_ _5"> </span>de<span class="_ _1"></span>cyzję <span class="_ _4"></span>o <span class="_ _5"> </span>budowie <span class="_ _5"> </span>sieci </div><div class="t m0 xb h2 y8fa ff1 fs0 fc1 sc0 ls0 ws0">magazynów  energii  elektrycznej,  za  pomocą  których  będzie  mogła  świadczyć  usługi <span class="_ _e"> </span>na  rzecz  operatorów </div><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">sieciowych. </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">Po <span class="_ _8"></span>w<span class="_ _1"></span>ystąpieniu <span class="_ _8"></span>o warunki <span class="_ _8"></span>przyłączenia d<span class="_ _8"></span>la 7<span class="ff2">-<span class="ls4">iu</span> <span class="_ _8"></span><span class="ff1">m<span class="_ _1"></span>agazynów <span class="_ _8"></span>e<span class="_ _1"></span>nergii <span class="_ _8"></span>elektrycznej w <span class="_ _8"></span>toku analiz<span class="_ _0"></span> <span class="_ _8"></span>prow<span class="_ _1"></span>adzonych <span class="_ _8"></span>przez </span></span></div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">przedsiębiorstwo <span class="_ _6"></span>Tauron <span class="_ _6"></span>Dystrybucja <span class="_ _1"></span>S.A. <span class="_ _6"></span>udało <span class="_ _6"></span>się <span class="_ _6"></span>otrzymać <span class="_ _6"></span>warunki <span class="_ _1"></span>przyłączenia <span class="_ _6"></span>dla <span class="_ _1"></span>3<span class="_ _6"></span><span class="ff2">-<span class="ls44">ch</span> <span class="_ _1"></span></span>magazynów <span class="_ _6"></span>energii </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">elektrycznej zlokalizowanych w miejscowościach: Siewierz, Ruda <span class="_ _0"></span>Śląska i Węgierska Górka. Planowane magazyny </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zgłoszono <span class="_ _6"></span>do <span class="_ _1"></span>udziału <span class="_ _6"></span>w <span class="_ _6"></span>Aukcji <span class="_ _6"></span>Rynku <span class="_ _6"></span>Mocy <span class="_ _6"></span>w <span class="_ _6"></span>2024 <span class="_ _6"></span>roku <span class="_ _6"></span>ze<span class="_ _1"></span> <span class="_ _1"></span>świadczeniem <span class="_ _6"></span>usług <span class="_ _6"></span>od <span class="_ _6"></span>2029 <span class="_ _6"></span>roku. <span class="_ _6"></span>Dla <span class="_ _6"></span>magazynów </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">zostały opracowane niezale<span class="_ _1"></span>żne ekspertyzy wymagane Regulaminem R<span class="_ _1"></span>ynku Mocy. Magazyny<span class="ff2"> <span class="_ _1"></span></span>przeszły certyfikację </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">i wygrały Aukcję. Dla przedmiotowych magazynów zostały zawarte Umowy Mocowe.<span class="ff2 fc5"> </span></div></div><div class="c x1 y1087 w3a h35"><div class="t m0 xb h2 y264 ff1 fs0 fc5 sc0 ls0 ws0">Kryterium istotnego wkładu<span class="ff2"> </span></div></div><div class="c x1 y10de w3a h35"><div class="t m0 xb h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">Spółka spełnia kryteria wniesienia istotnego wkładu  <span class="_ _8"></span>w<span class="_ _1"></span> łagodzenie zmian <span class="ff2">klimatu<span class="_ _1"></span> </span></div></div><div class="c x1 y10df wc6 h36"><div class="t m0 xb h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Kryteria<span class="fc1"> </span></div></div><div class="c xf5 y10df wc7 h36"><div class="t m0 xb h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Analiza projektu<span class="fc1"> </span></div></div><div class="c x1 y10e0 wc6 h1cc"><div class="t m0 xb h2 yab2 ff1 fs0 fc1 sc0 ls0 ws0">Działalność <span class="_ _23"> </span>polega <span class="_ _20"> </span>na<span class="_ _1"></span> <span class="_ _20"> </span>budow<span class="_ _1"></span>ie <span class="_ _20"> </span>i<span class="_ _1"></span><span class="ff2"> eksploatacji </span></div><div class="t m0 xb h2 yab3 ff1 fs0 fc1 sc0 ls0 ws0">magazynów <span class="_ _c"> </span>energii <span class="_ _c"> </span>elektrycznej, <span class="_ _c"> </span>w<span class="_ _1"></span><span class="ff2"> tym <span class="_ _c"> </span>elektrowni </span></div><div class="t m0 xb h2 yab4 ff2 fs0 fc1 sc0 ls0 ws0">szczytowo-pompowych. </div><div class="t m0 xb h2 yac9 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>przypadku <span class="_ _b"> </span>gdy <span class="_ _c"> </span>działalność <span class="_ _c"> </span>obejmuje <span class="_ _b"> </span>c<span class="_ _1"></span>hemiczne<span class="_ _0"></span> </div><div class="t m0 xb h2 yab6 ff1 fs0 fc1 sc0 ls0 ws0">magazynowanie  energii,  substancja  magazynująca </div><div class="t m0 xb h2 yacb ff1 fs0 fc1 sc0 ls0 ws0">(taka <span class="_ _21"> </span>jak <span class="_ _21"> </span>wo<span class="_ _1"></span>dór <span class="_ _21"> </span>lub <span class="_ _33"> </span>amoniak) <span class="_ _21"> </span>jest <span class="_ _33"> </span>zgodna </div><div class="t m0 xb h2 yab8 ff2 fs0 fc1 sc0 ls0 ws0">z kryteriami  wytwarzania <span class="_ _e"> </span>odpowiedniego <span class="_ _e"> </span>produktu </div><div class="t m0 xb h2 yacc ff1 fs0 fc1 sc0 ls0 ws0">określonymi <span class="_ _21"> </span>w<span class="ff2"> sekcjach <span class="_ _21"> </span>3.7</span>–<span class="ff2">3.17 <span class="_ _21"> </span></span>załącznika <span class="_ _21"> </span><span class="ff2 lsb">I </span></div><div class="t m0 xb h2 yaba ff1 fs0 fc1 sc0 ls0 ws0">Rozporządzenia <span class="_ _1f"> </span><span class="ff2">delegowanego <span class="_ _1f"> </span>(UE) <span class="_ _1f"> </span>2021/2139<span class="ls10">. </span></span></div><div class="t m0 xb h2 yacd ff2 fs0 fc1 sc0 ls0 ws0">W przypadku <span class="_ _2b"> </span>wykorzystywania <span class="_ _2b"> </span>wodoru <span class="_ _2b"> </span>do </div><div class="t m0 xb h2 yabc ff1 fs0 fc1 sc0 ls0 ws0">magazynowania  energii<span class="_ _1"></span>  ele<span class="_ _1"></span>ktrycznej,  jeżeli <span class="_ _e"> </span>wodór </div><div class="t m0 xb h2 ya95 ff1 fs0 fc1 sc0 ls0 ws0">spełnia <span class="_ _17"> </span>techniczne <span class="_ _17"> </span>kryteria <span class="_ _19"> </span>kwalifikacji <span class="_ _17"> </span>określone </div><div class="t m0 xb h2 y742 ff2 fs0 fc1 sc0 ls0 ws0">w sekcji <span class="_ _6"></span>3.10 <span class="_ _a"></span><span class="ff1">powyższego</span> <span class="_ _6"></span><span class="ff1">załącznika, <span class="_ _1"></span>pr<span class="_ _1"></span>zetworzenie </span></div><div class="t m0 xb h2 ya96 ff2 fs0 fc1 sc0 ls0 ws0">wodoru <span class="_ _1d"> </span>z powrotem <span class="_ _1f"> </span>w <span class="ff1">energię <span class="_ _1d"> </span>elektryczną <span class="_ _1f"> </span>jest </span></div><div class="t m0 xb h2 y7a0 ff1 fs0 fc1 sc0 ls0 ws0">również uważane za część tej działalności.<span class="ff2"> </span></div><div class="t m0 xb h2 yace ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xf5 y10e0 wc7 h1cc"><div class="t m0 xb h2 yab2 ff2 fs0 fc1 sc0 ls0 ws0">Magazyn Energii Elektrycznej w Siewierzu:  </div><div class="t m0 xd2 h11 yab3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">kod jednostki rynku mocy: JRM/1816  </span></span></div><div class="t m0 xd2 h11 yab4 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">numer umowy mocowej: AG/2029/4190  </span></span></div><div class="t m0 xd2 h11 yac9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">moc magazynu: 4,0 (netto); 4,4 MW (brutto)  </span></span></div><div class="t m0 xd2 h11 yab6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">pojemność magazynu: 23,22 MWh, <span class="ff2"> </span></span></span></div><div class="t m0 xd2 h11 yacb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">technologia <span class="_ _19"> </span>w<span class="_ _1"></span>ytwarzania <span class="_ _19"> </span>ene<span class="_ _1"></span>rgii: <span class="_ _19"> </span>akumulator </span></span></div><div class="t m0 x3b h2 yab8 ff2 fs0 fc1 sc0 ls0 ws0">elektrochemiczny,  </div><div class="t m0 xd2 h11 yacc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">sprawność <span class="_ _f"> </span>s<span class="_ _1"></span>yklu <span class="_ _f"> </span>ładowania <span class="_ _f"> </span>i <span class="_ _10"> </span>rozładowania: </span></span></div><div class="t m0 x3b h2 yaba ff2 fs0 fc1 sc0 ls1 ws0">85%<span class="ls0">. </span></div><div class="t m0 xb h2 yacd ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 yabc ff1 fs0 fc1 sc0 ls0 ws0">Magazyn Energii Elektrycznej w Rudzie Śląskiej. <span class="ff2"> </span></div><div class="t m0 xd2 h11 ya95 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">kod jednostki rynku mocy: JRM/1812  </span></span></div><div class="t m0 xd2 h11 y742 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">numer umowy mocowej: AG/2029/4186  </span></span></div><div class="t m0 xd2 h11 ya96 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">moc magazynu: 4,0 (netto); 4,2 MW (brutto)  </span></span></div><div class="t m0 xd2 h11 y7a0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">pojemność magazynu: 23,22 MWh, <span class="ff2"> </span></span></span></div><div class="t m0 xd2 h11 yace ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">technologia <span class="_ _19"> </span>w<span class="_ _1"></span>ytwarzania <span class="_ _19"> </span>ene<span class="_ _1"></span>rgii: <span class="_ _19"> </span>akumulator </span></span></div><div class="t m0 x3b h2 y134 ff2 fs0 fc1 sc0 ls0 ws0">elektrochemiczny,  </div><div class="t m0 xd2 h11 yacf ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">sprawność <span class="_ _f"> </span>s<span class="_ _1"></span>yklu <span class="_ _f"> </span>ładowania <span class="_ _f"> </span>i <span class="_ _10"> </span>rozładowania: </span></span></div><div class="t m0 x3b h2 yabe ff2 fs0 fc1 sc0 ls1 ws0">85%<span class="ls0">. </span></div><div class="t m0 xb h2 y378 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 yad9 ff1 fs0 fc1 sc0 ls0 ws0">Magazyn Energii Elektrycznej w Węgierskiej Górce. <span class="ff2"> </span></div><div class="t m0 x17 h11 yac0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">kod jednostki rynku mocy: JRM/1813  </span></span></div><div class="t m0 x17 h11 yada ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">numer umowy mocowej: AG/2029/4187  </span></span></div><div class="t m0 x17 h11 yac2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">moc magazynu: 4,0 (netto); 4,4 MW (brutto)  </span></span></div><div class="t m0 x17 h11 yad4 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">pojemność magazynu: 23,22 MWh, <span class="ff2"> </span></span></span></div><div class="t m0 x17 h11 y45a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">technologia <span class="_ _10"> </span>wytwarzania <span class="_ _24"> </span>energii: <span class="_ _10"> </span>akumulator </span></span></div><div class="t m0 x18 h2 ya4d ff2 fs0 fc1 sc0 ls0 ws0">elektrochemiczny,  </div><div class="t m0 x17 h11 ya4e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">sprawność <span class="_ _0"></span>syklu <span class="_ _8"></span>ładowania <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>ro<span class="_ _1"></span>zładowania: <span class="_ _7"></span>85%<span class="_ _1"></span><span class="ff2">. </span></span></span></div><div class="t m0 xb h2 y10b5 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y96f ff2 fs0 fc1 sc0 ls0 ws0">Z <span class="_ _2a"> </span>uwagi <span class="_ _22"> </span>na <span class="_ _2a"> </span>zastosowanie <span class="_ _2a"> </span>w <span class="_ _22"> </span>aukcji <span class="_ _2a"> </span>korekcyjnego </div><div class="t m0 xb h2 y970 ff1 fs0 fc1 sc0 ls0 ws0">współczynnika <span class="_ _f"> </span>dyspozycyjności <span class="_ _f"> </span>jednostki <span class="_ _f"> </span>rynku <span class="_ _f"> </span>mocy<span class="_ _1"></span> </div><div class="t m0 xb h2 y45e ff1 fs0 fc1 sc0 ls0 ws0">0,613 <span class="_ _a"></span>ofe<span class="_ _1"></span>rowany <span class="_ _a"></span>obowiązek <span class="_ _a"></span>mocow<span class="_ _1"></span>y <span class="_ _a"></span>został <span class="_ _a"></span>obniżony <span class="_ _a"></span>do </div><div class="t m0 xb h2 y10b6 ff1 fs0 fc1 sc0 ls0 ws0">wielkości <span class="_ _1"></span>2,452 <span class="_ _6"></span>MW. <span class="_ _6"></span>W <span class="_ _1"></span>związku <span class="_ _6"></span>z <span class="_ _1"></span>powyższym <span class="_ _6"></span>planowana </div><div class="t m0 xb h2 y846 ff1 fs0 fc1 sc0 ls0 ws0">pojemność <span class="_ _1"></span>magazynów <span class="_ _1"></span>zostanie<span class="_ _1"></span> <span class="_ _1"></span>zmniejszona <span class="_ _1"></span>do <span class="_ _1"></span>16MW<span class="_ _1"></span>h. </div><div class="t m0 xb h2 y847 ff2 fs0 fc1 sc0 ls0 ws0">Maga<span class="ff1">zyny nie będą elementem <span class="_ _1"></span>instalacji fotowoltaicznych </span></div><div class="t m0 xb h2 y84a ff1 fs0 fc1 sc0 ls0 ws0">natomiast <span class="_ _f"> </span>zakłada <span class="_ _f"> </span>się, <span class="_ _10"> </span>że <span class="_ _f"> </span>będą <span class="_ _10"> </span>gromadziły <span class="_ _f"> </span>ene<span class="_ _1"></span>rgię </div><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">wyprodukowaną <span class="_ _2c"> </span>z <span class="_ _42"> </span>odnaw<span class="_ _1"></span>ialnych <span class="_ _2c"> </span>źródeł <span class="_ _42"> </span>ene<span class="_ _1"></span>rgii </div><div class="t m0 xb h2 y845 ff2 fs0 fc1 sc0 ls0 ws0">(wirtualnie). <span class="_ _1d"> </span>Obecnie <span class="_ _1f"> </span><span class="ff1">są <span class="_ _1d"> </span>prowadzone <span class="_ _1d"> </span>działania</span> <span class="_ _1d"> </span>n<span class="_ _1"></span>ad </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">przygotowaniem <span class="_ _e"> </span>w/w  magazynów <span class="_ _e"> </span>do <span class="_ _e"> </span>budowy.  Trw<span class="_ _1"></span>ają </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">prace <span class="_ _8"></span>nad<span class="_ _1"></span> <span class="_ _8"></span>wy<span class="_ _1"></span>borem d<span class="_ _8"></span>o<span class="_ _1"></span>stawcy technologii<span class="_ _0"></span> <span class="_ _8"></span>ma<span class="_ _1"></span>gazynowania </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">energii <span class="_ _b"> </span>oraz <span class="_ _c"> </span>konsultacje <span class="_ _b"> </span>z <span class="_ _c"> </span>dostawcami <span class="_ _c"> </span>oprogramowania </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">umożliwiającego <span class="_ _4"></span>świadczenie <span class="_ _4"> </span>us<span class="_ _1"></span>ług <span class="_ _4"></span>na <span class="_ _4"></span>rzecz <span class="_ _4"> </span>operatorów<span class="_ _1"></span> </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">sieciowych. </div></div><div class="c x1 y72b w3a h35"><div class="t m0 xb h2 y264 ff1 fs0 fc5 sc0 ls0 ws0">Kryteria nieczynienia poważnych szkód<span class="ff2 fc1"> </span></div></div><div class="c x1 y10e1 w3a h35"><div class="t m0 xb h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">Spółka nie spełnia kryteriów nieczynienia poważnych szkód każdemu z pozostałych celów środowiskowych<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfb0" class="pf w0 h0" ><div class="pc pcb0 w0 h0"><img class="bi xb2 y686 wc8 hbc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">176<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _e"> </span>2-37<span class="ff1">. <span class="_ _d"> </span>W<span class="_ _1"></span>eryfikacja <span class="_ _d"> </span>zgodności <span class="_ _d"> </span>z <span class="_ _d"> </span>Techn<span class="_ _1"></span>icznymi <span class="_ _e"> </span>Kryteriami <span class="_ _d"> </span>Kwalifikacji <span class="_ _d"> </span>działalności <span class="_ _d"> </span>związanej <span class="_ _d"> </span>z <span class="_ _d"> </span>budową </span></div><div class="t m2 x1 h1d y118 ff1 fs5 fc1 sc0 ls0 ws0">magazynów energii<span class="ff2"> w Grupie UNIMOT. </span></div><div class="t m0 x19 h11 y119 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff1">Weryfikacja <span class="_ _7"></span>z<span class="_ _1"></span>godności <span class="_ _7"></span>z <span class="_ _8"></span>Technicznymi <span class="_ _7"></span>Kryteriami <span class="_ _8"></span>Kwalifikacji <span class="_ _8"></span>działalności <span class="_ _8"></span>związanej <span class="_ _7"></span>ze <span class="_ _8"></span>sprze<span class="_ _1"></span>dażą <span class="_ _7"></span>paliwa <span class="_ _7"></span>HV<span class="_ _1"></span>O.<span class="ff2"> </span></span></span></div></div><div class="c x1 y10e2 w3a hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Regulacja (UE) 2021/2139 <span class="ff1">–</span> <span class="ff1">Załącznik I, Sekcja 4.13 (Techniczne Kryteria Kwalifikacji dla Biopaliw <span class="_ _0"></span>i Biogazu).<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">HVO100 <span class="_ _a"></span>(uwodorniony <span class="_ _a"></span>olej <span class="_ _a"></span>roślinny) <span class="_ _a"></span>jest <span class="_ _a"></span>biopaliwem <span class="_ _a"></span>nowej <span class="_ _a"></span>generacji, <span class="_ _a"></span>które <span class="_ _a"></span>może <span class="_ _a"></span>znacząco <span class="_ _a"></span>przyczyniać <span class="_ _6"></span>się <span class="_ _a"></span>do<span class="_ _1"></span> </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">redukcji emisji gazów cieplarnianych. <span class="ff2"> </span></div></div><div class="c x1 y11d w3a h35"><div class="t m0 xb h2 y264 ff1 fs0 fc5 sc0 ls0 ws0">Kryterium istotnego wkładu<span class="ff2"> </span></div></div><div class="c x1 y10e3 w3a h36"><div class="t m0 xb h2 y266 ff1 fs0 fc1 sc0 ls0 ws0">Spółka spełnia kryteria wniesienia istotnego wkładu w łagodzenie zmian klimatu<span class="ff2"> </span></div></div><div class="c x1 y10e4 wc6 h36"><div class="t m0 xb h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Kryteria<span class="fc1"> </span></div></div><div class="c xf5 y10e4 wc7 h36"><div class="t m0 xb h2 y266 ff2 fs0 fc5 sc0 ls0 ws0">Analiza projektu<span class="fc1"> </span></div></div><div class="c x1 y10e5 wc6 h116"><div class="t m0 xb h2 y846 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _4"> </span>z <span class="_ _5"> </span>regulacją, <span class="_ _5"> </span>produkcja <span class="_ _5"> </span>biopaliw <span class="_ _5"> </span>kwalifikuje </div><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _9"> </span>jako <span class="_ _c"> </span>działalność <span class="_ _9"> </span>wspierająca <span class="_ _9"> </span>łagodzenie <span class="_ _9"> </span>zmian </div><div class="t m0 xb h2 y84a ff1 fs0 fc1 sc0 ls0 ws0">klimatu, <span class="_ _35"> </span>jeśli <span class="_ _35"> </span>o<span class="_ _1"></span>szczędności <span class="_ _35"> </span>emis<span class="_ _1"></span>ji <span class="_ _35"> </span>gazów </div><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">cieplarnianych <span class="_ _4"></span>(GHG) <span class="_ _5"> </span>wynos<span class="_ _1"></span>zą <span class="_ _a"></span>c<span class="_ _1"></span>o <span class="_ _4"> </span>najmniej <span class="_ _5"> </span>65% <span class="_ _5"> </span>w </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">stosunku do paliw kopalnych. </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Dyrektywa <span class="_ _6"></span>(UE)<span class="_ _1"></span> <span class="_ _6"></span>2018/2001 <span class="_ _a"></span>(RED <span class="_ _a"></span>II) <span class="_ _a"></span><span class="ff1">–</span> <span class="_ _a"></span>Art. <span class="_ _a"></span>29, <span class="_ _a"></span>ust. </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">2-<span class="ff1">7. <span class="_ _2b"> </span>Biopaliwa <span class="_ _2b"> </span>mus<span class="_ _1"></span>zą <span class="_ _2b"> </span>s<span class="_ _1"></span>pełniać <span class="_ _2b"> </span>kryteria </span></div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego <span class="_ _1d"> </span>rozwoju <span class="_ _1d"> </span>i <span class="_ _1d"> </span>o<span class="_ _1"></span>graniczenia <span class="_ _1d"> </span>emisji </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">gazów cieplarnianych.<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xf5 y10e5 wc7 h116"><div class="t m0 xb h2 y846 ff1 fs0 fc1 sc0 ls0 ws0">Neste, <span class="_ _1"></span>jako <span class="_ _1"></span>producent <span class="_ _1"></span>HVO <span class="_ _1"></span>w<span class="_ _1"></span>ykazuje <span class="_ _1"></span>oszczędności <span class="_ _1"></span>emisji </div><div class="t m0 xb h2 y921 ff1 fs0 fc1 sc0 ls0 ws0">CO₂ <span class="_ _5"> </span>powyżej <span class="_ _b"> </span>65%, <span class="_ _b"> </span>zgodnie <span class="_ _5"> </span>z<span class="_ _1"></span> <span class="_ _5"> </span>metodologią <span class="_ _b"> </span>określoną <span class="_ _b"> </span>w </div><div class="t m0 xb h2 y84a ff2 fs0 fc1 sc0 ls0 ws0">Dyrektywie (UE) 2018/2001 (RED II). </div><div class="t m0 xb h2 y84b ff1 fs0 fc1 sc0 ls0 ws0">Producent <span class="_ _22"> </span>paliwa <span class="_ _22"> </span>deklaruje <span class="_ _22"> </span>redukcję <span class="_ _22"> </span>e<span class="_ _1"></span>misji <span class="_ _22"> </span>gazów </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">cieplarnianych na poziomie 11,0 Mt CO₂e.<span class="ff2"> </span></div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">Neste, <span class="_ _9"> </span>jako <span class="_ _9"> </span>dostawca <span class="_ _9"> </span>HVO100, <span class="_ _9"> </span>wykazuje <span class="_ _9"> </span>92% <span class="_ _9"> </span>udziału </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">surowców  pochodz<span class="_ _0"></span>ących  z <span class="_ _9"> </span>odpadów <span class="_ _9"> </span>i  poz<span class="_ _0"></span>ostałości,  co </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">potwierdza zgodność z wymogami Tak<span class="_ _0"></span>sonomii UE.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y10e6 w3a h36"><div class="t m0 xb h2 y266 ff1 fs0 fc5 sc0 ls0 ws0">Kryteria nieczynienia poważnych szkód<span class="ff2 fc1"> </span></div></div><div class="c x1 y10e7 w3a h35"><div class="t m0 xb h2 y264 ff1 fs0 fc1 sc0 ls0 ws0">Spółka nie spełnia kryteriów nieczynienia poważnych szkód każdemu z pozostałych celów środowiskowych<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y10e8 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _8"></span>2-38<span class="ff1">. <span class="_ _8"></span>W<span class="_ _1"></span>eryfikacja <span class="_ _8"></span>zgodnoś<span class="_ _1"></span>ci <span class="_ _8"></span>z <span class="_ _8"></span>Tec<span class="_ _1"></span>hnicznymi <span class="_ _8"></span>Kryteriami <span class="_ _8"></span>Kwalifikacji <span class="_ _0"></span>działalności <span class="_ _8"></span>związanej z<span class="_ _0"></span>e <span class="_ _8"></span>sprzedażą p<span class="_ _8"></span>a<span class="_ _1"></span>liwa </span></div><div class="t m2 x1 h1d y1b8 ff2 fs5 fc1 sc0 ls0 ws0">HVO. </div><div class="t m0 x1 h2 y10e9 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>przypadku <span class="_ _0"></span>każdej z <span class="_ _8"></span>przeanalizowanych działalności <span class="_ _8"></span>nie potwierdzono spełnienia <span class="_ _8"></span>kryteriów nieczynienia <span class="_ _8"></span>poważnych </div><div class="t m0 x1 h2 y10ea ff1 fs0 fc1 sc0 ls0 ws0">szkód <span class="_ _8"></span>pozostałym celom <span class="_ _8"></span>śro<span class="_ _1"></span>dowiskowym. <span class="_ _8"></span>Uznano z<span class="_ _0"></span>atem, ż<span class="_ _0"></span>e <span class="_ _8"></span>w 2024 <span class="_ _8"></span>roku Grupa <span class="_ _8"></span>nie reali<span class="_ _0"></span>zowała <span class="_ _8"></span>działań, które <span class="_ _8"></span>można </div><div class="t m0 x1 h2 y386 ff1 fs0 fc1 sc0 ls0 ws0">uznać za kwalifikujące się do i zgodne z systematyką <span class="_ _0"></span>Taksonomii UE. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y10eb ff1 fs0 fc1 sc0 ls0 ws0">W  poniższej  tabeli  zaprezentow<span class="_ _1"></span>ano  poziom  odsetka  wydatków  operacyjnych<span class="_ _1"></span>  (OpEx)  Grupy  UNIMOT  w<span class="_ _1"></span>  roku </div><div class="t m0 x1 h2 yadf ff1 fs0 fc1 sc0 ls0 ws0">obrotowym 2024 <span class="_ _8"></span>z<span class="_ _1"></span>godnych <span class="_ _0"></span>i niezgodnych z <span class="_ _0"></span>taksonomią działalności zrównoważonej <span class="_ _8"></span>ś<span class="_ _1"></span>rodowiskowo Unii<span class="_ _0"></span> Europejskiej.<span class="ff2"> </span></div></div><div class="c xb2 y3bf wc9 h1be"><div class="t m0 xf6 h16e y12f ff2 fsa fc5 sc0 ls0 ws0">Rok obrotowy <span class="ls45">2024</span> </div></div><div class="c x5e y3bf wca h1be"><div class="t m0 xf7 h16e y12f ff2 fsa fc5 sc0 ls45 ws0">2024<span class="ls0"> </span></div></div><div class="c xf8 y3bf wcb h1be"><div class="t m0 x6 h16e y12f ff1 fsa fc5 sc0 ls0 ws0">Kryteria dotyczące<span class="_ _1"></span> istotnego wkładu<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x7a y3bf wcc h1be"><div class="t m0 x94 h16e yd44 ff1 fsa fc5 sc0 ls0 ws0">Kryteria dotyczące<span class="_ _1"></span> zasady DNSH </div><div class="t m0 x45 h16e y10ec ff1 fsa fc5 sc0 ls0 ws0">(„nie czyń poważnyc<span class="_ _1"></span>h szkód”)<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x87 y3bf wcd h1be"><div class="t m0 x94 h16e y12f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xf9 y3bf wce h1be"><div class="t m0 x94 h16e y12f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xfa y3bf wcd h1be"><div class="t m0 x94 h16e y12f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y3bf wcf h1be"><div class="t m0 xfc h16e y12f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y10ed wc9 h1cd"><div class="t m0 xd h16e y10ee ff1 fsa fc1 sc0 ls0 ws0">Działalność gospod<span class="_ _1"></span>arcza (1)<span class="ff2"> </span></div></div><div class="c x5e y10ed wd0 h1cd"><div class="t m0 xd h16e y98e ff2 fsa fc1 sc0 ls0 ws0">Kod </div><div class="t m0 xd h16e y8a3 ff2 fsa fc1 sc0 ls0 ws0">lub </div><div class="t m0 xd h16e y10ef ff2 fsa fc1 sc0 ls0 ws0">kody </div><div class="t m0 xd h16e y10f0 ff2 fsa fc1 sc0 ls0 ws0">(2) </div></div><div class="c xe y10ed wd1 h1cd"><div class="t m3 xf6 h16e y10f1 ff2 fsa fc1 sc0 ls0 ws0">Wydatki operacyjne</div><div class="t m3 xf6 h16e y10f2 ff2 fsa fc1 sc0 ls0 ws0"> (3) </div></div><div class="c x76 y10ed wd2 h1cd"><div class="t m3 xc8 h16e y8d5 ff1 fsa fc1 sc0 ls0 ws0">Udział % wydatkó<span class="_ _1"></span>w operacyjnych</div><div class="t m3 xc8 h16e y10f3 ff2 fsa fc1 sc0 ls0 ws0">, rok N </div></div><div class="c xf8 y10ed wcd h1cd"><div class="t m3 x4d h16e y10f4 ff1 fsa fc1 sc0 ls0 ws0">Łagodzenie zmian klima<span class="_ _1"></span>tu (5)</div><div class="t m3 x4d h16e y10f5 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x5f y10ed wce h1cd"><div class="t m3 xb2 h16e yb9b ff2 fsa fc1 sc0 ls0 ws0">Adaptacja do zmian k<span class="_ _1"></span>limatu (6)</div><div class="t m3 xb2 h16e y10f6 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xfd y10ed wce h1cd"><div class="t m3 x4d h16e y10f7 ff2 fsa fc1 sc0 ls0 ws0">Zasoby wodne i mors<span class="_ _1"></span>kie (7)</div><div class="t m3 x4d h16e y10f8 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xe7 y10ed wcd h1cd"><div class="t m3 x4d h16e y571 ff1 fsa fc1 sc0 ls0 ws0">Gospodarka o obiegu z<span class="_ _1"></span>amkniętym (8)</div><div class="t m3 x4d h16e y10f9 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x7 y10ed wd3 h1cd"><div class="t m3 xfc h16e y10fa ff2 fsa fc1 sc0 ls0 ws0">Zanieczyszczenie (9<span class="_ _1"></span>)</div><div class="t m3 xfc h16e y10fb ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xfe y10ed wcf h1cd"><div class="t m3 x45 h16e y3e4 ff1 fsa fc1 sc0 ls0 ws0">Różnorodność biol<span class="_ _1"></span>ogiczna i ekosystemy<span class="_ _1"></span> (10)</div><div class="t m3 x45 h16e y10fc ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x7a y10ed wce h1cd"><div class="t m3 x4d h16e y9a9 ff1 fsa fc1 sc0 ls0 ws0">Łagodzenie zmian klima<span class="_ _1"></span>tu (11)</div><div class="t m3 x4d h16e y10fd ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x84 y10ed wd4 h1cd"><div class="t m3 xcc h16e y6d5 ff2 fsa fc1 sc0 ls0 ws0">Adaptacja do zmian k<span class="_ _1"></span>limatu (12)</div><div class="t m3 xcc h16e y9c6 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xff y10ed wd5 h1cd"><div class="t m3 x4d h16e y10fe ff2 fsa fc1 sc0 ls0 ws0">Zasoby wodne i mors<span class="_ _1"></span>kie (13)</div><div class="t m3 x4d h16e y10ff ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x100 y10ed wce h1cd"><div class="t m3 xb2 h16e yd00 ff1 fsa fc1 sc0 ls0 ws0">Gospodarka o obiegu z<span class="_ _1"></span>amkniętym (14)</div><div class="t m3 xb2 h16e y1100 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x50 y10ed wd6 h1cd"><div class="t m3 xb2 h16e y1101 ff2 fsa fc1 sc0 ls0 ws0">Zanieczyszczenie (15)</div><div class="t m3 xb2 h16e y1102 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x101 y10ed wd7 h1cd"><div class="t m3 xfc h16e y3e4 ff1 fsa fc1 sc0 ls0 ws0">Różnorodność biol<span class="_ _1"></span>ogiczna i ekosystemy<span class="_ _1"></span> (16)</div><div class="t m3 xfc h16e y10fc ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x87 y10ed wcd h1cd"><div class="t m3 x4d h16e y1103 ff2 fsa fc1 sc0 ls0 ws0">Minimalne gwarancje <span class="_ _1"></span>(17)</div><div class="t m3 x4d h16e y6d2 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xf9 y10ed wce h1cd"><div class="t m3 x94 h16e yd63 ff1 fsa fc1 sc0 ls0 ws0">Udział działalności zgo<span class="_ _1"></span>dnej z systematyką (A.1<span class="_ _1"></span>) </div><div class="t m3 xd3 h16e ye65 ff1 fsa fc1 sc0 ls0 ws0">lub kwalifikującej się d<span class="_ _1"></span>o systematyki (A<span class="_ _1"></span>.2). </div><div class="t m3 xf6 h16e y1104 ff1 fsa fc1 sc0 ls0 ws0">Obrót, rok N</div><div class="t m3 xf6 h16e y1105 ff2 fsa fc1 sc0 ls0 ws0">-1 (18) </div></div><div class="c xfa y10ed wcd h1cd"><div class="t m3 x4d h16e y1106 ff1 fsa fc1 sc0 ls0 ws0">Kategoria działaln<span class="_ _1"></span>ość wspomagająca (19)</div><div class="t m3 x4d h16e y896 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y10ed wcf h1cd"><div class="t m3 x45 h16e y3e4 ff1 fsa fc1 sc0 ls0 ws0">Kategoria działaln<span class="_ _1"></span>ość na rzecz przejścia (20)</div><div class="t m3 x45 h16e y10fc ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y1107 wc9 h3e"><div class="t m0 xd h2 y65b ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5e y1107 wd0 h3e"><div class="t m0 xd h2 y65b ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xe y1107 wd1 h3e"><div class="t m0 x102 h16e y877 ff2 fsa fc1 sc0 ls46 ws0">PLN<span class="ls0"> </span></div></div><div class="c x76 y1107 wd2 h3e"><div class="t m0 x45 h16e y877 ff2 fsa fc1 sc0 ls0 ws0">% </div></div><div class="c xf8 y1107 wcd h3e"><div class="t m0 x6 h16e yb7e ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xa5 h16e y27f ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xed h16e yf57 ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x12 h16e y10ec ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c x5f y1107 wce h3e"><div class="t m0 x6 h16e yb7e ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xa5 h16e y27f ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xed h16e yf57 ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x12 h16e y10ec ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c xfd y1107 wce h3e"><div class="t m0 x6 h16e yb7e ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xa5 h16e y27f ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xed h16e yf57 ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x12 h16e y10ec ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c xe7 y1107 wcd h3e"><div class="t m0 x6 h16e yb7e ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xa5 h16e y27f ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xed h16e yf57 ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x12 h16e y10ec ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c x7 y1107 wd3 h3e"><div class="t m0 xb h16e yb7e ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xb h16e y27f ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xd h16e yf57 ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x6 h16e y10ec ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c xfe y1107 wcf h3e"><div class="t m0 xd h16e y27f ff2 fsa fc1 sc0 ls0 ws0">T; N; </div><div class="t m0 xd h16e yf57 ff2 fsa fc1 sc0 ls0 ws0">N/EL </div></div><div class="c x7a y1107 wce h3e"><div class="t m0 xed h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x84 y1107 wd4 h3e"><div class="t m0 xd h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c xff y1107 wd5 h3e"><div class="t m0 xed h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x100 y1107 wce h3e"><div class="t m0 xed h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x50 y1107 wd6 h3e"><div class="t m0 xb h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x101 y1107 wd7 h3e"><div class="t m0 xb h16e y27f ff2 fsa fc1 sc0 ls48 ws0">T/</div><div class="t m0 xa5 h16e yf57 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x87 y1107 wcd h3e"><div class="t m0 xed h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c xf9 y1107 wce h3e"><div class="t m0 x6 h16e y877 ff2 fsa fc1 sc0 ls0 ws0">% </div></div><div class="c xfa y1107 wcd h3e"><div class="t m0 xcb h16e y877 ff2 fsa fc1 sc0 ls0 ws0">E </div></div><div class="c xfb y1107 wcf h3e"><div class="t m0 xd4 h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c xb2 y68e wc9 h19a"><div class="t m0 xd h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5e y68e wd0 h19a"><div class="t m0 xd h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xe y68e wd1 h19a"><div class="t m0 xa8 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x76 y68e wd2 h19a"><div class="t m0 x103 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xf8 y68e wcd h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5f y68e wce h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xfd y68e wce h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xe7 y68e wcd h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7 y68e wd3 h19a"><div class="t m0 xd4 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xfe y68e wcf h19a"><div class="t m0 xfc h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7a y68e wce h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x84 y68e wd4 h19a"><div class="t m0 xd4 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xff y68e wd5 h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x100 y68e wce h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x50 y68e wd6 h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x101 y68e wd7 h19a"><div class="t m0 x12 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x87 y68e wcd h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xf9 y68e wce h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xfa y68e wcd h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y68e wcf h19a"><div class="t m0 xfc h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfb1" class="pf w0 h0" ><div class="pc 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">177<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y1108 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-39.</div><div class="t m0 x104 h2 y1108 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="ff1">O<span class="_ _1"></span>dsetek wydatków <span class="_ _1"></span>operacyjnych <span class="_ _1"></span>(OpEx) Grupy <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>dotyczących działalnośc<span class="_ _1"></span>i kwalifikującej się <span class="_ _1"></span>do </span></div><div class="t m0 x1 h2 y307 ff1 fs0 fc1 sc0 ls0 ws0">systematyki, ale niezrównoważonej środowiskowo w roku obrotowym 2024.<span class="ff2"> </span></div><div class="t m0 x1 h2 yebe ff1 fs0 fc1 sc0 ls0 ws0">Grupa  UNIMOT  p<span class="_ _0"></span>oniosła  w  2024  r.  wydatki <span class="_ _9"> </span>operacyjne  w  wysokości <span class="_ _e"> </span><span class="ff2">1  494  625 000  </span>zł  (dane <span class="_ _9"> </span>pochodzą  ze </div><div class="t m0 x1 h2 y1109 ff1 fs0 fc1 sc0 ls0 ws0">Skonsolidowanego S<span class="_ _1"></span>prawozdania<span class="_ _0"></span> Finansow<span class="_ _1"></span>ego Grupy Kapita<span class="_ _1"></span>łowej UNIMOT <span class="_ _1"></span>za rok o<span class="_ _1"></span>brotowy zakończony 31 <span class="_ _1"></span>grudnia </div><div class="t m0 x1 h2 y110a ff1 fs0 fc1 sc0 ls0 ws0">2024 <span class="_ _0"></span>roku, <span class="_ _0"></span>część 4.2. <span class="_ _8"></span>Koszty według <span class="_ _8"></span>rodzaju) <span class="ff2">i <span class="_ _8"></span>tylko w <span class="_ _8"></span>0,0052 <span class="ff1">% <span class="_ _8"></span>dotyczyły one <span class="_ _8"></span>rodzajów działalności <span class="_ _8"></span>kwalifikujących </span></span></div><div class="t m0 x1 h2 y2a ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _1"></span>do <span class="_ _6"></span>systematyki. <span class="_ _1"></span>W <span class="_ _6"></span>przypadku <span class="_ _1"></span>wszystkich <span class="_ _1"></span>pozostałych <span class="_ _6"></span>rodzajów <span class="_ _1"></span>działalności <span class="_ _6"></span>nie <span class="_ _1"></span>zostało <span class="_ _1"></span>potwierdzone<span class="_ _1"></span> <span class="_ _1"></span>spełnienie </div><div class="t m0 x1 h2 y30b ff1 fs0 fc1 sc0 ls0 ws0">odpowiednich <span class="_ _7"></span>kryteriów <span class="_ _8"></span>istotnego <span class="_ _8"></span>wkładu, <span class="_ _7"></span>a<span class="_ _1"></span> <span class="_ _7"></span>zatem <span class="_ _8"></span>uznano <span class="_ _8"></span>wydatki <span class="_ _8"></span>operacyjne <span class="_ _8"></span>związ<span class="_ _1"></span>ane <span class="_ _7"></span>z <span class="_ _8"></span>ty<span class="_ _1"></span>mi <span class="_ _7"></span>rodzajami <span class="_ _8"></span>działalności </div><div class="t m0 x1 h2 yc68 ff1 fs0 fc1 sc0 ls0 ws0">za niezgodne z systematyką.<span class="ff2"> </span></div><div class="t m0 x1 h2 y110b ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>poniższe<span class="_ _1"></span>j <span class="_ _6"></span>tabeli <span class="_ _6"></span>za<span class="_ _1"></span>prezentowano <span class="_ _6"></span>o<span class="_ _1"></span>dsetek <span class="_ _6"></span>nakładów <span class="_ _6"></span>inw<span class="_ _1"></span>estycyjnych <span class="_ _6"></span>(<span class="_ _1"></span>CapEx) <span class="_ _6"></span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>w <span class="_ _6"></span>roku <span class="_ _a"></span>obrotowym </div><div class="t m0 x1 h2 yc6a ff1 fs0 fc1 sc0 ls0 ws0">2024 zgodnych i niezgodnych z taksonomią dz<span class="_ _0"></span>iałalności zrównoważonej <span class="_ _1"></span>środowiskowo Unii Europejskiej<span class="ff2"> . </span></div></div><div class="c xb2 y110c wd8 h1cf"><div class="t m0 xd h2 y110d ff1 fs0 fc5 sc0 ls0 ws0">A.2. Działalność kwalifikująca się do systematyki, <span class="_ _0"></span>ale niezrówno<span class="_ _1"></span>ważona środowiskowo (dzia<span class="_ _0"></span>łalność niezgodna z systematyką)<span class="ff2 fc1"> </span></div></div><div class="c xb2 ye4d wc9 h19a"><div class="t m0 xd h2 y9e ff2 fs0 fc1 sc0 ls0 ws0">Magazyny energii </div></div><div class="c x5e ye4d wd0 h19a"><div class="t m0 xd h16e y56f ff2 fsa fc1 sc0 ls0 ws0">CCM </div><div class="t m0 xd h16e y4e0 ff2 fsa fc1 sc0 ls0 ws0">4.10 </div></div><div class="c xe ye4d wd1 h19a"><div class="t m0 x12 h16e y638 ff2 fsa fc1 sc0 ls45 ws0">78<span class="ls0"> 696,00 </span></div></div><div class="c x76 ye4d wd2 h19a"><div class="t m0 x6 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">0,0052 </div></div><div class="c xf8 ye4d wcd h19a"><div class="t m0 xcb h16e y638 ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c x5f ye4d wce h19a"><div class="t m0 xcb h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c xfd ye4d wce h19a"><div class="t m0 xcb h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c xe7 ye4d wcd h19a"><div class="t m0 xcb h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x7 ye4d wd3 h19a"><div class="t m0 x6 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c xfe ye4d wcf h19a"><div class="t m0 xd4 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x7a ye4d wce h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x84 ye4d wd4 h19a"><div class="t m0 xd4 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xff ye4d wd5 h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x100 ye4d wce h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x50 ye4d wd6 h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x101 ye4d wd7 h19a"><div class="t m0 x12 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x87 ye4d wcd h19a"><div class="t m0 xcb h16e y638 ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c xf9 ye4d wce h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xfa ye4d wcd h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xfb ye4d wcf h19a"><div class="t m0 xfc h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y110e wc9 h109"><div class="t m0 xd h2 y91f ff2 fs0 fc5 sc0 ls0 ws0">Wydatki operacyjne z </div><div class="t m0 xd h2 y46d ff1 fs0 fc5 sc0 ls0 ws0">tytułu działalności </div><div class="t m0 xd h2 y776 ff1 fs0 fc5 sc0 ls0 ws0">kwalifikującej się do </div><div class="t m0 xd h2 y779 ff2 fs0 fc5 sc0 ls0 ws0">systematyki, ale </div><div class="t m0 xd h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">niezrównoważonej </div><div class="t m0 xd h2 y51e ff1 fs0 fc5 sc0 ls0 ws0">środowiskowo (niezgodnej </div><div class="t m0 xd h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">z systematyką) (A.2)<span class="ff2 fc1"> </span></div></div><div class="c x5e y110e wd0 h109"><div class="t m0 xd h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xe y110e wd1 h109"><div class="t m0 x12 h16e y110f ff2 fsa fc1 sc0 ls45 ws0">78<span class="ls0"> 696,00 </span></div></div><div class="c x76 y110e wd2 h109"><div class="t m0 x6 h16e y110f ff2 fsa fc1 sc0 ls0 ws0">0,0052 </div></div><div class="c xf8 y110e wcd h109"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x5f y110e wce h109"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xfd y110e wce h109"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xe7 y110e wcd h109"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x7 y110e wd3 h109"><div class="t m0 xd4 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xfe y110e wcf h109"><div class="t m0 xfc h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x7a y110e wce h109"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x84 y110e wd4 h109"><div class="t m0 xd4 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xff y110e wd5 h109"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x100 y110e wce h109"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x50 y110e wd6 h109"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x101 y110e wd7 h109"><div class="t m0 x12 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x87 y110e wcd h109"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xf9 y110e wce h109"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xfa y110e wcd h109"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y110e wcf h109"><div class="t m0 xfc h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 yfe wd8 h19a"><div class="t m0 xd h2 y9e ff1 fs0 fc5 sc0 ls0 ws0">B. Działalność niekwalifikująca się do systematyki<span class="ff2 fc1"> </span></div></div><div class="c xb2 y1110 wc9 h103"><div class="t m0 xd h2 y602 ff2 fs0 fc5 sc0 ls0 ws0">Wydatki operacyjne z </div><div class="t m0 xd h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">tytułu działalności </div><div class="t m0 xd h2 y3fb ff1 fs0 fc5 sc0 ls0 ws0">niekwalifikującej się do </div><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">systematyki (B) </div></div><div class="c x5e y1110 wd9 h103"><div class="t m0 xd h16e y1111 ff2 fsa fc1 sc0 ls0 ws0">1 <span class="ls45">494</span> 546 304 </div></div><div class="c x76 y1110 wda h103"><div class="t m0 xd h16e y1111 ff2 fsa fc1 sc0 ls0 ws0"> 99,99 </div></div><div class="c xb2 yc8d wc9 h19a"><div class="t m0 xd h2 ydc2 ff2 fs0 fc5 sc0 ls0 ws0">RAZEM A2+B </div></div><div class="c x5e yc8d wd9 h19a"><div class="t m0 xd h16e y638 ff2 fsa fc1 sc0 ls0 ws0">1 <span class="ls45">494</span> 625 000 </div></div><div class="c x76 yc8d wda h19a"><div class="t m0 xd h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> <span class="ls45">100</span> </div></div><div class="c xb2 y1112 wc9 h1ae"><div class="t m0 xf6 h16e y12f ff2 fsa fc5 sc0 ls0 ws0">Rok obrotowy 202<span class="_ _1"></span>4 </div></div><div class="c x5e y1112 wdb h1ae"><div class="t m0 x105 h16e y12f ff2 fsa fc5 sc0 ls45 ws0">2024<span class="ls0"> </span></div></div><div class="c xf y1112 wdc h1ae"><div class="t m0 xcc h16e yf57 ff1 fsa fc5 sc0 ls0 ws0">Kryteria dotyczące<span class="_ _1"></span> istotnego </div><div class="t m0 x106 h16e y10ec ff1 fsa fc5 sc0 ls0 ws0">wkładu<span class="ff2"> </span></div></div><div class="c x107 y1112 w33 h1ae"><div class="t m0 x94 h16e yf57 ff1 fsa fc5 sc0 ls0 ws0">Kryteria dotyczące<span class="_ _1"></span> zasady DNSH </div><div class="t m0 x45 h16e y10ec ff1 fsa fc5 sc0 ls0 ws0">(„nie czyń poważnyc<span class="_ _1"></span>h szkód”)<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x31 y1112 wdd h1ae"><div class="t m0 x94 h16e y12f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x108 y1112 wde h1ae"><div class="t m0 x103 h16e y12f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x109 y1112 wdf h1ae"><div class="t m0 x6 h16e y12f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10a y1112 we0 h1ae"><div class="t m0 xa5 h16e y12f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y10ae wc9 h1cd"><div class="t m0 xd h16e y1113 ff1 fsa fc1 sc0 ls0 ws0">Działalność gospod<span class="_ _1"></span>arcza (1)<span class="ff2"> </span></div></div><div class="c x5e y10ae we1 h1cd"><div class="t m0 xd h16e y1114 ff2 fsa fc1 sc0 ls0 ws0">Kod lub </div><div class="t m0 xd h16e y1115 ff2 fsa fc1 sc0 ls0 ws0">kody (2) </div></div><div class="c x47 y10ae we2 h1cd"><div class="t m3 xa9 h16e y1116 ff1 fsa fc1 sc0 ls0 ws0">Nakłady inwestycy<span class="_ _1"></span>jne (3)</div><div class="t m3 xa9 h16e y47d ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10b y10ae we3 h1cd"><div class="t m3 xc9 h16e y9e6 ff1 fsa fc1 sc0 ls0 ws0">Udział % nakład<span class="_ _1"></span>ów </div><div class="t m3 xc9 h16e y1117 ff2 fsa fc1 sc0 ls0 ws0">inwestycyj<span class="_ _1"></span>nych</div><div class="t m3 xc9 h16e y1118 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xf y10ae wce h1cd"><div class="t m3 x4d h16e y10f4 ff1 fsa fc1 sc0 ls0 ws0">Łagodzenie zmian klima<span class="_ _1"></span>tu (5)</div><div class="t m3 x4d h16e y1119 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y10ae we4 h1cd"><div class="t m3 x94 h16e yb9b ff2 fsa fc1 sc0 ls0 ws0">Adaptacja do zmian k<span class="_ _1"></span>limatu (6)</div><div class="t m3 x94 h16e y111a ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xb0 y10ae wce h1cd"><div class="t m3 xb2 h16e y10f7 ff2 fsa fc1 sc0 ls0 ws0">Zasoby wodne i mors<span class="_ _1"></span>kie (7)</div><div class="t m3 xb2 h16e y111b ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10c y10ae we5 h1cd"><div class="t m3 x4d h16e y571 ff1 fsa fc1 sc0 ls0 ws0">Gospodarka o obiegu z<span class="_ _1"></span>amkniętym (8)</div><div class="t m3 x4d h16e y111c ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x8a y10ae we6 h1cd"><div class="t m3 x94 h16e y111d ff2 fsa fc1 sc0 ls0 ws0">Zanieczyszczenie (9<span class="_ _1"></span>)</div><div class="t m3 x94 h16e y111e ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xdd y10ae wd4 h1cd"><div class="t m3 xcc h16e y3e4 ff1 fsa fc1 sc0 ls0 ws0">Różnorodność biol<span class="_ _1"></span>ogiczna i ekosystemy<span class="_ _1"></span> (10)</div><div class="t m3 xcc h16e y111f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x107 y10ae we7 h1cd"><div class="t m3 xb2 h16e y9a9 ff1 fsa fc1 sc0 ls0 ws0">Łagodzenie zmian klima<span class="_ _1"></span>tu (11)</div><div class="t m3 xb2 h16e y1120 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10d y10ae wdd h1cd"><div class="t m3 xb2 h16e y6d5 ff2 fsa fc1 sc0 ls0 ws0">Adaptacja do zmian k<span class="_ _1"></span>limatu (12)</div><div class="t m3 xb2 h16e y1121 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10 y10ae wdd h1cd"><div class="t m3 xb2 h16e y10fe ff2 fsa fc1 sc0 ls0 ws0">Zasoby wodne i mors<span class="_ _1"></span>kie (13)</div><div class="t m3 xb2 h16e y1122 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y10ae wdd h1cd"><div class="t m3 xb2 h16e yd00 ff1 fsa fc1 sc0 ls0 ws0">Gospodarka o obiegu z<span class="_ _1"></span>amkniętym (14)</div><div class="t m3 xb2 h16e y1123 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10e y10ae we8 h1cd"><div class="t m3 xcc h16e y1101 ff2 fsa fc1 sc0 ls0 ws0">Zanieczyszczenie (15)</div><div class="t m3 xcc h16e y1124 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10f y10ae we9 h1cd"><div class="t m3 x13 h16e y3e4 ff1 fsa fc1 sc0 ls0 ws0">Różnorodność biol<span class="_ _1"></span>ogiczna i ekosystemy<span class="_ _1"></span> (16)</div><div class="t m3 x13 h16e y111f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x31 y10ae wdd h1cd"><div class="t m3 xb2 h16e y1103 ff2 fsa fc1 sc0 ls0 ws0">Minimalne gwarancje <span class="_ _1"></span>(17)</div><div class="t m3 xb2 h16e y667 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x108 y10ae wde h1cd"><div class="t m3 xfc h16e yd63 ff1 fsa fc1 sc0 ls0 ws0">Udział działalności zgo<span class="_ _1"></span>dnej z systematyką (A.1<span class="_ _1"></span>) </div><div class="t m3 xc8 h16e ye65 ff1 fsa fc1 sc0 ls0 ws0">lub kwalifikującej się d<span class="_ _1"></span>o systematyki (A<span class="_ _1"></span>.2). </div><div class="t m3 x110 h16e y1125 ff1 fsa fc1 sc0 ls0 ws0">Obrót, rok N</div><div class="t m3 x110 h16e y1126 ff2 fsa fc1 sc0 ls0 ws0">-1 (18) </div></div><div class="c x109 y10ae wdf h1cd"><div class="t m3 x94 h16e y1106 ff1 fsa fc1 sc0 ls0 ws0">Kategoria działaln<span class="_ _1"></span>ość wspomagająca (19)</div><div class="t m3 x94 h16e y1127 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10a y10ae we0 h1cd"><div class="t m3 x94 h16e y3e4 ff1 fsa fc1 sc0 ls0 ws0">Kategoria działaln<span class="_ _1"></span>ość na rzecz przejścia (20)</div><div class="t m3 x94 h16e y111f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y3c6 wc9 h1d0"><div class="t m0 xd h16e y1128 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x5e y3c6 we1 h1d0"><div class="t m0 xd h16e y1128 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y3c6 we2 h1d0"><div class="t m0 xd2 h16e y1128 ff2 fsa fc1 sc0 ls46 ws0">PLN<span class="ls0"> </span></div></div><div class="c x10b y3c6 we3 h1d0"><div class="t m0 x13 h16e y1128 ff2 fsa fc1 sc0 ls0 ws0">% </div></div><div class="c xf y3c6 wce h1d0"><div class="t m0 x6 h16e y1129 ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xa5 h16e y112a ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xed h16e y112b ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x12 h16e y112c ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c x6a y3c6 we4 h1d0"><div class="t m0 xd h16e y1129 ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xd h16e y112a ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xd h16e y112b ff2 fsa fc1 sc0 ls47 ws0">N/</div><div class="t m0 xd h16e y112c ff2 fsa fc1 sc0 ls49 ws0">EL<span class="ls0"> </span></div></div><div class="c xb0 y3c6 wce h1d0"><div class="t m0 x6 h16e y1129 ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xa5 h16e y112a ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xed h16e y112b ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x12 h16e y112c ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c x10c y3c6 we5 h1d0"><div class="t m0 x6 h16e y1129 ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xa5 h16e y112a ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xed h16e y112b ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x12 h16e y112c ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c x8a y3c6 we6 h1d0"><div class="t m0 xd h16e y1129 ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xd h16e y112a ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xd h16e y112b ff2 fsa fc1 sc0 ls47 ws0">N/</div><div class="t m0 xd h16e y112c ff2 fsa fc1 sc0 ls49 ws0">EL<span class="ls0"> </span></div></div><div class="c xdd y3c6 wd4 h1d0"><div class="t m0 xa5 h16e y1129 ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xb h16e y112a ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xd h16e y112b ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x6 h16e y112c ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c x107 y3c6 we7 h1d0"><div class="t m0 xed h16e y1128 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x10d y3c6 wdd h1d0"><div class="t m0 x111 h16e y1128 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x10 y3c6 wdd h1d0"><div class="t m0 x111 h16e y1128 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x51 y3c6 wdd h1d0"><div class="t m0 x111 h16e y1128 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x10e y3c6 we8 h1d0"><div class="t m0 xd h16e y1128 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x10f y3c6 we9 h1d0"><div class="t m0 x111 h16e y112a ff2 fsa fc1 sc0 ls48 ws0">T/</div><div class="t m0 xb h16e y112b ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x31 y3c6 wdd h1d0"><div class="t m0 x111 h16e y1128 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x108 y3c6 wde h1d0"><div class="t m0 x45 h16e y1128 ff2 fsa fc1 sc0 ls0 ws0">% </div></div><div class="c x109 y3c6 wdf h1d0"><div class="t m0 x111 h16e y1128 ff2 fsa fc1 sc0 ls0 ws0">E </div></div><div class="c x10a y3c6 we0 h1d0"><div class="t m0 xed h16e y1128 ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c xb2 y112d wc9 h19a"><div class="t m0 xd h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5e y112d we1 h19a"><div class="t m0 xd h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y112d we2 h19a"><div class="t m0 x39 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10b y112d we3 h19a"><div class="t m0 x45 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xf y112d wce h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y112d we4 h19a"><div class="t m0 x6 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb0 y112d wce h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10c y112d we5 h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x8a y112d we6 h19a"><div class="t m0 x6 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xdd y112d wd4 h19a"><div class="t m0 xd4 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x107 y112d we7 h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10d y112d wdd h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10 y112d wdd h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y112d wdd h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10e y112d we8 h19a"><div class="t m0 xd4 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10f y112d we9 h19a"><div class="t m0 xcb h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x31 y112d wdd h19a"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x108 y112d wde h19a"><div class="t m0 x103 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x109 y112d wdf h19a"><div class="t m0 x6 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10a y112d we0 h19a"><div class="t m0 xa5 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y1fb wd8 h19a"><div class="t m0 xd h2 ydc2 ff1 fs0 fc5 sc0 ls0 ws0">A.2. Działalność kwalifikująca się do systematyki, <span class="_ _0"></span>ale niezrównoważona środowiskowo (działalność niezgodna z<span class="_ _0"></span> systematyką)<span class="_ _1"></span><span class="ff2 fc1"> </span></div></div><div class="c xb2 ybe6 wc9 hda"><div class="t m0 xd h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Remediacja gruntów </div><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczonych </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">historycznie </div></div><div class="c x5e ybe6 we1 hda"><div class="t m0 xd h16e y40a ff2 fsa fc1 sc0 ls0 ws0">PPC 2.4 </div></div><div class="c x47 ybe6 we2 hda"><div class="t m0 x45 h16e y40a ff2 fsa fc1 sc0 ls45 ws0">319<span class="ls0"> 170,06 </span></div></div><div class="c x10b ybe6 we3 hda"><div class="t m0 x6 h16e y40a ff2 fsa fc1 sc0 ls0 ws0">0,58 </div></div><div class="c xf ybe6 wce hda"><div class="t m0 xcb h16e y40a ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x6a ybe6 we4 hda"><div class="t m0 x111 h16e y40a ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c xb0 ybe6 wce hda"><div class="t m0 xcb h16e y40a ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x10c ybe6 we5 hda"><div class="t m0 xcb h16e y40a ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x8a ybe6 we6 hda"><div class="t m0 x111 h16e y40a ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c xdd ybe6 wd4 hda"><div class="t m0 x6 h16e y40a ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x107 ybe6 we7 hda"><div class="t m0 x94 h16e y40a ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10d ybe6 wdd hda"><div class="t m0 x94 h16e y40a ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10 ybe6 wdd hda"><div class="t m0 x94 h16e y40a ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x51 ybe6 wdd hda"><div class="t m0 x94 h16e y40a ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10e ybe6 we8 hda"><div class="t m0 xd4 h16e y40a ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10f ybe6 we9 hda"><div class="t m0 xcb h16e y40a ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x31 ybe6 wdd hda"><div class="t m0 x12 h16e y40a ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c x108 ybe6 wde hda"><div class="t m0 x103 h16e y40a ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x109 ybe6 wdf hda"><div class="t m0 x6 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10a ybe6 we0 hda"><div class="t m0 xa5 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y112e wc9 h19a"><div class="t m0 xd h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0">Wytapiarka asfaltu </div></div><div class="c x5e y112e we1 h19a"><div class="t m0 xd h16e y638 ff2 fsa fc1 sc0 ls0 ws0">CE 3.4 </div></div><div class="c x47 y112e we2 h19a"><div class="t m0 x45 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">290 000,0<span class="_ _1"></span>0 </div></div><div class="c x10b y112e we3 h19a"><div class="t m0 x6 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">0,52 </div></div><div class="c xf y112e wce h19a"><div class="t m0 xcb h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x6a y112e we4 h19a"><div class="t m0 x111 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c xb0 y112e wce h19a"><div class="t m0 xcb h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x10c y112e we5 h19a"><div class="t m0 xcb h16e y638 ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c x8a y112e we6 h19a"><div class="t m0 x111 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c xdd y112e wd4 h19a"><div class="t m0 x6 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x107 y112e we7 h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10d y112e wdd h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10 y112e wdd h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y112e wdd h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10e y112e we8 h19a"><div class="t m0 xd4 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10f y112e we9 h19a"><div class="t m0 xcb h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x31 y112e wdd h19a"><div class="t m0 x12 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c x108 y112e wde h19a"><div class="t m0 x103 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x109 y112e wdf h19a"><div class="t m0 x6 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10a y112e we0 h19a"><div class="t m0 xa5 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfb2" class="pf w0 h0" ><div class="pc pcb2 w0 h0"><img class="bi xb2 y632 wc8 h16c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">178<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y105 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _1"></span>2-<span class="ls1f">40</span>.</div><div class="t m0 x104 h2 y105 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x65 h1d y105 ff2 fs5 fc1 sc0 ls0 ws0">O<span class="ff1">dsetek <span class="_ _6"></span>nakładów <span class="_ _6"></span>inwestycyjnych <span class="_ _6"></span>(CapEx) <span class="_ _6"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>dotyczących <span class="_ _6"></span>działalnośc<span class="_ _1"></span>i <span class="_ _1"></span>kwalifikującej <span class="_ _6"></span>się </span></div><div class="t m2 x1 h1d yc37 ff1 fs5 fc1 sc0 ls0 ws0">do systematyki, ale niezrównoważonej środowiskowo w roku obrotowym 2024.</div><div class="t m0 x112 h2 yc37 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yc38 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _c"> </span>UNIMOT <span class="_ _9"> </span>zrealizowała <span class="_ _c"> </span>w <span class="_ _9"> </span>2024 <span class="_ _c"> </span>r. <span class="_ _9"> </span>nakłady <span class="_ _c"> </span>inwestycyjne <span class="_ _9"> </span>w <span class="_ _c"> </span>wyso<span class="_ _1"></span>kości <span class="_ _9"> </span><span class="ff2 ls1">55<span class="ls0"> </span>228<span class="ls0"> <span class="_ _c"> </span></span>000<span class="ls0"> <span class="_ _9"> </span></span></span><span class="ls12">zł</span><span class="ff2"> <span class="_ _c"> </span>(</span>dane <span class="_ _9"> </span>pochodzą <span class="_ _c"> </span>ze </div><div class="t m0 x1 h2 yed2 ff1 fs0 fc1 sc0 ls0 ws0">Skonsolidowanego S<span class="_ _1"></span>prawozdania<span class="_ _0"></span> Finansow<span class="_ _1"></span>ego Grupy Kapita<span class="_ _1"></span>łowej UNIMOT <span class="_ _1"></span>za rok o<span class="_ _1"></span>brotowy zakończony 31 <span class="_ _1"></span>grudnia </div><div class="t m0 x1 h2 y112f ff1 fs0 fc1 sc0 ls0 ws0">2024 <span class="_ _a"></span>roku, <span class="_ _4"></span>część<span class="ff2"> <span class="_ _4"></span></span>3.2. <span class="_ _4"></span>Sprawozdanie <span class="_ _a"></span>z<span class="_ _1"></span> <span class="_ _a"></span>całkowitych <span class="_ _4"></span>dochodów <span class="_ _a"></span>w <span class="_ _4"></span>podziale <span class="_ _4"></span>na <span class="_ _a"></span>s<span class="_ _1"></span>egmenty <span class="_ _a"></span>operacyjne)<span class="_ _1"></span>. <span class="_ _4"> </span>Częś<span class="_ _1"></span>ć <span class="_ _a"></span>z <span class="_ _a"></span>nich </div><div class="t m0 x1 h2 y1130 ff2 fs0 fc1 sc0 ls0 ws0">(4,<span class="ls1">05</span><span class="ff1">%) dotyczyła <span class="_ _8"></span>ro<span class="_ _1"></span>dzajów dzia<span class="_ _0"></span>łalności kwalifikujących <span class="_ _0"></span>się do systematyki, ale niezrównoważonej środowiskowo,<span class="ff2"> <span class="ls13">w </span></span></span></div><div class="t m0 x1 h2 y65d ff1 fs0 fc1 sc0 ls0 ws0">tym (działalności wymienione są w k<span class="_ _0"></span>olejności od mających największy udział w nakładach inwestycyjnych):<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yc39 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Produkcja energii elektrycznej z wykorzystaniem technologii fotowoltaicznej, </span></span></div><div class="t m0 xa h11 yf86 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Magazyny energii, </span></span></div><div class="t m0 xa h11 y9ae ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Remediacja gruntów zanieczyszczonych historycznie,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf87 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Wytapiarka asfaltu. </span></span></div><div class="t m0 x1 h2 y1059 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _9"> </span>poniższej <span class="_ _c"> </span>tabeli <span class="_ _9"> </span>zaprezentow<span class="_ _1"></span>ano <span class="_ _c"> </span>obrót <span class="_ _9"> </span>Grupy <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span>z <span class="_ _9"> </span>działalności <span class="_ _9"> </span>kwalifikującej <span class="_ _c"> </span>się <span class="_ _9"> </span>do <span class="_ _9"> </span>systematyki, <span class="_ _9"> </span>ale </div><div class="t m0 x1 h2 ye11 ff1 fs0 fc1 sc0 ls0 ws0">niezrównoważonej środowiskowo w roku obrotowym <span class="_ _0"></span>2024.<span class="ff2"> </span></div></div><div class="c xb2 y119 wc9 hd9"><div class="t m0 xd h2 y77d ff2 fs0 fc1 sc0 ls0 ws0">Produkcja energii </div><div class="t m0 xd h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">elektrycznej z </div><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">wykorzystaniem </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">technologii fotowoltaicznej </div></div><div class="c x5e y119 we1 hd9"><div class="t m0 xd h16e y1131 ff2 fsa fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h16e y9ea ff2 fsa fc1 sc0 ls0 ws0">CCM 4.1 </div><div class="t m0 xd h16e y519 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y119 we2 hd9"><div class="t m0 x45 h16e y9ea ff2 fsa fc1 sc0 ls0 ws0">900 263,3<span class="_ _1"></span>0 </div></div><div class="c x10b y119 we3 hd9"><div class="t m0 x6 h16e y9ea ff2 fsa fc1 sc0 ls0 ws0">1,63 </div></div><div class="c xf y119 wce hd9"><div class="t m0 xcb h16e y9ea ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c x6a y119 we4 hd9"><div class="t m0 x111 h16e y9ea ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c xb0 y119 wce hd9"><div class="t m0 xcb h16e y9ea ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x10c y119 we5 hd9"><div class="t m0 xcb h16e y9ea ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x8a y119 we6 hd9"><div class="t m0 x111 h16e y9ea ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c xdd y119 wd4 hd9"><div class="t m0 x6 h16e y9ea ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x107 y119 we7 hd9"><div class="t m0 x94 h16e y9ea ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10d y119 wdd hd9"><div class="t m0 x94 h16e y9ea ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10 y119 wdd hd9"><div class="t m0 x94 h16e y9ea ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y119 wdd hd9"><div class="t m0 x94 h16e y9ea ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10e y119 we8 hd9"><div class="t m0 xd4 h16e y9ea ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10f y119 we9 hd9"><div class="t m0 xcb h16e y9ea ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x31 y119 wdd hd9"><div class="t m0 x12 h16e y9ea ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c x108 y119 wde hd9"><div class="t m0 x103 h16e y9ea ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x109 y119 wdf hd9"><div class="t m0 x6 h2 y916 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10a y119 we0 hd9"><div class="t m0 xa5 h2 y916 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y1132 wc9 h19a"><div class="t m0 xd h2 y9e ff2 fs0 fc1 sc0 ls0 ws0">Magazyny energii </div></div><div class="c x5e y1132 we1 h19a"><div class="t m0 xd h16e y56f ff2 fsa fc1 sc0 ls0 ws0">CCM </div><div class="t m0 xd h16e y4e0 ff2 fsa fc1 sc0 ls0 ws0">4.10 </div></div><div class="c x47 y1132 we2 h19a"><div class="t m0 x45 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">728 938,0<span class="_ _1"></span>2 </div></div><div class="c x10b y1132 we3 h19a"><div class="t m0 x6 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">1,32 </div></div><div class="c xf y1132 wce h19a"><div class="t m0 xcb h16e y638 ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c x6a y1132 we4 h19a"><div class="t m0 x111 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c xb0 y1132 wce h19a"><div class="t m0 xcb h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x10c y1132 we5 h19a"><div class="t m0 xcb h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x8a y1132 we6 h19a"><div class="t m0 x111 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c xdd y1132 wd4 h19a"><div class="t m0 x6 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x107 y1132 we7 h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10d y1132 wdd h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10 y1132 wdd h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y1132 wdd h19a"><div class="t m0 x94 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10e y1132 we8 h19a"><div class="t m0 xd4 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10f y1132 we9 h19a"><div class="t m0 xcb h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x31 y1132 wdd h19a"><div class="t m0 x12 h16e y638 ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c x108 y1132 wde h19a"><div class="t m0 x103 h16e y638 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x109 y1132 wdf h19a"><div class="t m0 x6 h2 y9e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10a y1132 we0 h19a"><div class="t m0 xa5 h2 y9e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y1133 wc9 h107"><div class="t m0 xd h2 y91f ff1 fs0 fc5 sc0 ls0 ws0">Nakłady inwestycyjne z </div><div class="t m0 xd h2 y46d ff1 fs0 fc5 sc0 ls0 ws0">tytułu działalności </div><div class="t m0 xd h2 y776 ff1 fs0 fc5 sc0 ls0 ws0">kwalifikującej się do </div><div class="t m0 xd h2 y779 ff2 fs0 fc5 sc0 ls0 ws0">systematyki, ale </div><div class="t m0 xd h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">niezrównoważonej </div><div class="t m0 xd h2 y51e ff1 fs0 fc5 sc0 ls0 ws0">środowiskowo (niezgodnej </div><div class="t m0 xd h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">z systematyką) (A.2)<span class="ff2 fc1"> </span></div></div><div class="c x5e y1133 we1 h107"><div class="t m0 xd h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y1133 we2 h107"><div class="t m0 x13 h16e y110f ff2 fsa fc1 sc0 ls0 ws0">2 <span class="ls45">238</span> 371,38 </div></div><div class="c x10b y1133 we3 h107"><div class="t m0 x6 h16e y110f ff2 fsa fc1 sc0 ls0 ws0">4,<span class="ls45">05</span> </div></div><div class="c xf y1133 wce h107"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y1133 we4 h107"><div class="t m0 x6 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xb0 y1133 wce h107"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10c y1133 we5 h107"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x8a y1133 we6 h107"><div class="t m0 x6 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xdd y1133 wd4 h107"><div class="t m0 xd4 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x107 y1133 we7 h107"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10d y1133 wdd h107"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10 y1133 wdd h107"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y1133 wdd h107"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10e y1133 we8 h107"><div class="t m0 xd4 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x10f y1133 we9 h107"><div class="t m0 xcb h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x31 y1133 wdd h107"><div class="t m0 x94 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x108 y1133 wde h107"><div class="t m0 x103 h16e y110f ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x109 y1133 wdf h107"><div class="t m0 x6 h2 y779 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10a y1133 we0 h107"><div class="t m0 xa5 h2 y779 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y1e wd8 h19a"><div class="t m0 xd h2 y9e ff1 fs0 fc5 sc0 ls0 ws0">B. Działalność niekwalifikująca się do systematyki<span class="ff2 fc1"> </span></div></div><div class="c xb2 y1134 wc9 hd9"><div class="t m0 xd h2 y782 ff1 fs0 fc5 sc0 ls0 ws0">Nakłady inwestycyjne z </div><div class="t m0 xd h2 y84c ff1 fs0 fc5 sc0 ls0 ws0">tytułu działalności </div><div class="t m0 xd h2 y84d ff1 fs0 fc5 sc0 ls0 ws0">niekwalifikującej się do </div><div class="t m0 xd h2 yb6c ff2 fs0 fc5 sc0 ls0 ws0">systematyki (B) </div></div><div class="c x5e y1134 wea hd9"><div class="t m0 xd h16e y1135 ff2 fsa fc1 sc0 ls45 ws0">52<span class="ls0"> </span>989<span class="ls0"> 628,62 </span></div></div><div class="c x10b y1134 web hd9"><div class="t m0 xd h16e y1135 ff2 fsa fc1 sc0 ls0 ws0">95,95 </div></div><div class="c xb2 y24 wc9 h19a"><div class="t m0 xd h2 ydc2 ff2 fs0 fc5 sc0 ls0 ws0">RAZEM A2+B </div></div><div class="c x5e y24 wea h19a"><div class="t m0 xd h16e y638 ff2 fsa fc1 sc0 ls45 ws0">55<span class="ls0"> </span>228<span class="ls0"> </span>000<span class="ls0">,00 </span></div></div><div class="c x10b y24 web h19a"><div class="t m0 xd h16e y638 ff2 fsa fc1 sc0 ls45 ws0">100<span class="ls0"> </span></div></div><div class="c xb2 yea wc9 h1ae"><div class="t m0 xf6 h16e y1136 ff2 fsa fc5 sc0 ls0 ws0">Rok obrotowy 202<span class="_ _1"></span>4 </div></div><div class="c x5e yea wec h1ae"><div class="t m0 x63 h16e y1136 ff2 fsa fc5 sc0 ls45 ws0">2024<span class="ls0"> </span></div></div><div class="c x113 yea wcb h1ae"><div class="t m0 x6 h16e y1136 ff1 fsa fc5 sc0 ls0 ws0">Kryteria dotyczące<span class="_ _1"></span> istotnego wkładu<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x7a yea wcc h1ae"><div class="t m0 x94 h16e yf57 ff1 fsa fc5 sc0 ls0 ws0">Kryteria dotyczące<span class="_ _1"></span> zasady DNSH </div><div class="t m0 x45 h16e y112c ff1 fsa fc5 sc0 ls0 ws0">(„nie czyń poważnyc<span class="_ _1"></span>h szkód”)<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x114 yea wce h1ae"><div class="t m0 x94 h16e y1136 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x115 yea wce h1ae"><div class="t m0 x94 h16e y1136 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x116 yea wce h1ae"><div class="t m0 x94 h16e y1136 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x117 yea wed h1ae"><div class="t m0 xfc h16e y1136 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y1137 wc9 h1cd"><div class="t m0 xd h16e y10ee ff1 fsa fc1 sc0 ls0 ws0">Działalność gospod<span class="_ _1"></span>arcza (1)<span class="ff2"> </span></div></div><div class="c x5e y1137 wee h1cd"><div class="t m0 xd h16e y1138 ff2 fsa fc1 sc0 ls0 ws0">Kod lub </div><div class="t m0 xd h16e y10ef ff2 fsa fc1 sc0 ls0 ws0">kody (2) </div></div><div class="c x47 y1137 wef h1cd"><div class="t m3 xf6 h16e y1139 ff1 fsa fc1 sc0 ls0 ws0">Obrót (3)</div><div class="t m3 xf6 h16e y9c8 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x118 y1137 wf0 h1cd"><div class="t m3 xa6 h16e y113a ff1 fsa fc1 sc0 ls0 ws0">Udział % obrotu</div><div class="t m3 xa6 h16e y971 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x113 y1137 wcd h1cd"><div class="t m3 x4d h16e y10f4 ff1 fsa fc1 sc0 ls0 ws0">Łagodzenie zmian </div><div class="t m3 x4d h16e y113b ff2 fsa fc1 sc0 ls0 ws0">klimatu (5)</div><div class="t m3 x4d h16e y10f5 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x119 y1137 wce h1cd"><div class="t m3 x4d h16e yb9b ff2 fsa fc1 sc0 ls0 ws0">Adaptacja do zmian k<span class="_ _1"></span>limatu (6)</div><div class="t m3 x4d h16e y10f6 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x11a y1137 wce h1cd"><div class="t m3 xb2 h16e y10f7 ff2 fsa fc1 sc0 ls0 ws0">Zasoby wodne i mors<span class="_ _1"></span>kie (7)</div><div class="t m3 xb2 h16e y10f8 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x5b y1137 wce h1cd"><div class="t m3 xb2 h16e y571 ff1 fsa fc1 sc0 ls0 ws0">Gospodarka o obiegu z<span class="_ _1"></span>amkniętym (8)</div><div class="t m3 xb2 h16e y10f9 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x7 y1137 we8 h1cd"><div class="t m3 xfc h16e y10fa ff2 fsa fc1 sc0 ls0 ws0">Zanieczyszczenie (9<span class="_ _1"></span>)</div><div class="t m3 xfc h16e y10fb ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x11b y1137 wcf h1cd"><div class="t m3 x45 h16e y3e4 ff1 fsa fc1 sc0 ls0 ws0">Różnorodność biol<span class="_ _1"></span>ogiczna i ekosystemy<span class="_ _1"></span> (10)</div><div class="t m3 x45 h16e y10fc ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x7a y1137 wce h1cd"><div class="t m3 xb2 h16e y9a9 ff1 fsa fc1 sc0 ls0 ws0">Łagodzenie zmian klima<span class="_ _1"></span>tu (11)</div><div class="t m3 xb2 h16e y10fd ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x84 y1137 wd4 h1cd"><div class="t m3 xcc h16e y6d5 ff2 fsa fc1 sc0 ls0 ws0">Adaptacja do zmian k<span class="_ _1"></span>limatu (12)</div><div class="t m3 xcc h16e y9c6 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xff y1137 wf1 h1cd"><div class="t m3 x4d h16e y10fe ff2 fsa fc1 sc0 ls0 ws0">Zasoby wodne i mors<span class="_ _1"></span>kie (13)</div><div class="t m3 x4d h16e y10ff ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x100 y1137 wce h1cd"><div class="t m3 x4d h16e yd00 ff1 fsa fc1 sc0 ls0 ws0">Gospodarka o obiegu z<span class="_ _1"></span>amkniętym (14)</div><div class="t m3 x4d h16e y1100 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x50 y1137 wf2 h1cd"><div class="t m3 xb2 h16e y113c ff2 fsa fc1 sc0 ls0 ws0">Zanieczyszczenie (15)</div><div class="t m3 xb2 h16e y1102 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x101 y1137 wf3 h1cd"><div class="t m3 x13 h16e y3e4 ff1 fsa fc1 sc0 ls0 ws0">Różnorodność biol<span class="_ _1"></span>ogiczna i ekosystemy<span class="_ _1"></span> (16)</div><div class="t m3 x13 h16e y10fc ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x114 y1137 wce h1cd"><div class="t m3 xb2 h16e y1103 ff2 fsa fc1 sc0 ls0 ws0">Minimalne gwarancje <span class="_ _1"></span>(17)</div><div class="t m3 xb2 h16e y6d2 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x115 y1137 wce h1cd"><div class="t m3 x94 h16e yd63 ff1 fsa fc1 sc0 ls0 ws0">Udział działalności zgo<span class="_ _1"></span>dnej z systematyką (A.1<span class="_ _1"></span>) </div><div class="t m3 xd3 h16e ye65 ff1 fsa fc1 sc0 ls0 ws0">lub kwalifikującej się d<span class="_ _1"></span>o systematyki (A<span class="_ _1"></span>.2). </div><div class="t m3 x1d h16e y1104 ff1 fsa fc1 sc0 ls0 ws0">Obrót, rok N</div><div class="t m3 x1d h16e y1105 ff2 fsa fc1 sc0 ls0 ws0">-1 (18) </div></div><div class="c x116 y1137 wce h1cd"><div class="t m3 xb2 h16e y1106 ff1 fsa fc1 sc0 ls0 ws0">Kategoria działaln<span class="_ _1"></span>ość wspomagająca (19)</div><div class="t m3 xb2 h16e y896 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x117 y1137 wed h1cd"><div class="t m3 x45 h16e y3e4 ff1 fsa fc1 sc0 ls0 ws0">Kategoria działaln<span class="_ _1"></span>ość na rzecz przejścia (20)</div><div class="t m3 x45 h16e y10fc ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y113d wc9 h38"><div class="t m0 xd h16e y877 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x5e y113d wee h38"><div class="t m0 xd h16e y877 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y113d wef h38"><div class="t m0 x102 h16e y877 ff2 fsa fc1 sc0 ls46 ws0">PLN<span class="ls0"> </span></div></div><div class="c x118 y113d wf0 h38"><div class="t m0 x94 h16e y877 ff2 fsa fc1 sc0 ls0 ws0">% </div></div><div class="c x113 y113d wcd h38"><div class="t m0 x6 h16e y86d ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xa5 h16e y27f ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xed h16e yd44 ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x12 h16e y10ec ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c x119 y113d wce h38"><div class="t m0 x6 h16e y86d ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xa5 h16e y27f ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xed h16e yd44 ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x12 h16e y10ec ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c x11a y113d wce h38"><div class="t m0 x6 h16e y86d ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xa5 h16e y27f ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xed h16e yd44 ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x12 h16e y10ec ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c x5b y113d wce h38"><div class="t m0 x6 h16e y86d ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xa5 h16e y27f ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xed h16e yd44 ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x12 h16e y10ec ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c x7 y113d we8 h38"><div class="t m0 xb h16e y86d ff2 fsa fc1 sc0 ls0 ws0">T; </div><div class="t m0 xb h16e y27f ff2 fsa fc1 sc0 ls47 ws0">N;<span class="ls0"> </span></div><div class="t m0 xd h16e yd44 ff2 fsa fc1 sc0 ls0 ws0">N/E</div><div class="t m0 x6 h16e y10ec ff2 fsa fc1 sc0 ls0 ws0">L </div></div><div class="c x11b y113d wcf h38"><div class="t m0 xd h16e y27f ff2 fsa fc1 sc0 ls0 ws0">T; N; </div><div class="t m0 xd h16e yd44 ff2 fsa fc1 sc0 ls0 ws0">N/EL </div></div><div class="c x7a y113d wce h38"><div class="t m0 xed h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x84 y113d wd4 h38"><div class="t m0 xd h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c xff y113d wf1 h38"><div class="t m0 xed h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x100 y113d wce h38"><div class="t m0 xed h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x50 y113d wf2 h38"><div class="t m0 x111 h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x101 y113d wf3 h38"><div class="t m0 x111 h16e y27f ff2 fsa fc1 sc0 ls48 ws0">T/</div><div class="t m0 xa5 h16e yd44 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x114 y113d wce h38"><div class="t m0 xed h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T/N </div></div><div class="c x115 y113d wce h38"><div class="t m0 x6 h16e y877 ff2 fsa fc1 sc0 ls0 ws0">% </div></div><div class="c x116 y113d wce h38"><div class="t m0 xcb h16e y877 ff2 fsa fc1 sc0 ls0 ws0">E </div></div><div class="c x117 y113d wed h38"><div class="t m0 xd4 h16e y877 ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c xb2 y113e wc9 h17c"><div class="t m0 xd h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5e y113e wee h17c"><div class="t m0 xd h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y113e wef h17c"><div class="t m0 xa8 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x118 y113e wf0 h17c"><div class="t m0 xb2 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x113 y113e wcd h17c"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x119 y113e wce h17c"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x11a y113e wce h17c"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5b y113e wce h17c"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7 y113e we8 h17c"><div class="t m0 xd4 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x11b y113e wcf h17c"><div class="t m0 xfc h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7a y113e wce h17c"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x84 y113e wd4 h17c"><div class="t m0 xd4 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xff y113e wf1 h17c"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x100 y113e wce h17c"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x50 y113e wf2 h17c"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x101 y113e wf3 h17c"><div class="t m0 x12 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x114 y113e wce h17c"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x115 y113e wce h17c"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x116 y113e wce h17c"><div class="t m0 x94 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x117 y113e wed h17c"><div class="t m0 xfc h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfb3" class="pf w0 h0" ><div class="pc pcb3 w0 h0"><img class="bi xb2 y113f wc8 h1d1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABGIAAAIOCAIAAAB8tzzTAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdedxlV1kn+t/zrLX23md4x5qrUiHzTCAhCUISSLQVpRFpu20RFUWEVtt2unrV5rYil3tbmsu1VbovcqWRURkNaEKQEAIJGSqVsVJJKqkhNU/vfM7Zwxqe5/5x3kqCN/2HcfhE2N/P+Xyq6rzvOXXOPvu87/qd9axnkaqi1Wq1Wq1W61kiok0MAYRgKRrE1a+IQCIwgiUgA3LAjL8AIcAADqDxbV17IFut1j9Xtj0ErVar1Wq1/hYFgQEFiADwqREDAwp2EAAEOMCtXgkBBODx7Qmg9ii2Wq1/xqidTWq1Wq1Wq/W31NAMIAUJfUvmEYUCUCgDgIyjFMCAESXo+NsVUD6VmVqtVquNSa1Wq9Vqtf75C8B4fMCnQtAqBQFIgPz/bsPji3zrVa1Wq9XGpFar1Wq1Wt8WVJEIEdDxRBEkAQlQwKwuQErj1HRqadKzEhFJG5NardY/d+3apFar1Wq1Wn8bBXA2LqmTDIlEiRQEv5p+SFABSGQjrIAJZEEWYB2nJwWE2pjUarXamNRqtVqtVuvbR4AYqEGGZJqIQQUSY5CPBw6ewSO4jFNKbFx/QmAVUEAJACcEAbL2MLZarTYmtVqtVqvV+vZhAINGm1wUh45v+89/ZMpRY1FZyRL3PZQr78x8t0tnn3HNG34o37Al6/dIoQQBEpAgbUxqtVptTGq1Wq1Wq/XtQ1UDyBHbpmxu+ebo0zdviOJYnJU8YapBZBkaClOdi9562mRvPZAjAAYEKCEBEe3i51ar1cakVqvVarVa30bIkEewAJaXbv+TP72oCet82SCWEAudAAC3Ausne+d93w/AWoQGXTvuBm4AC+U2JrVarTYmtVqtVqvV+raSoKoN+d5o+eTBfbkoIxjEmIlAo5cAMyDfPX0NztmEQmJRNAwD5AApsnZv2Var1cakVqvVarVa325UWdUQPfTA9qxwAcOAZsWFE/0UjSw1ICqOSjztupei2zSFOWELAnpANu4HrgpIO8potVr/fLX7JrVarVar9U9jNEKW4CYbIAA5jjtENJui5cbAABFgIAciMAIU6MOnKuMcNYNSnDB2CDQJfYOkKAgiUH5ms1fCyMVeBggvUJxFhvlqebazh6tLYidrZA7ldN6xYoBTG8cCCEAABoACHaAbYATzOXKgSgt79+rxE/VomHLTGC4tJzKkZu3waNktNl5+5dTG9YgQi5MFIrBFgRFCB/MGGwdAsfrY6hwemBwBQzSTOupQv5EMjLw9Mf7uAkAoLVYgOdKUJI4E5mBIyLoErrG3h42K7gjwQIFRVytoB9IFSBQMBUgdTu0jDIIgKAKDCDkppwjjRKKqGmMAQMgzJSACpHBADoDSsKnrvDclAmKXgKRqiES8YZLUEOWGTYiRLKeUDJsQgyN2JociVrXNi8oPO908aqOkDKtwBMvjB4UKSAHOwxRQjUNrCDR+q9gEwwCpB1JDPZVYsCJFCIGyqEwOKcFADAcI+ZqyjlMFEcASY2ktAAN0oIAAFEAEQpJIzAmJwSmFbHwIgOQ9Z/1T24UBChXw6rspATGlYKgPglIMyQuJZUMAj+9XGMKIkvLKkANYEjEyMESgBGUZ+kEnK3h1NkNo3Jn/GQyYU2/ggHGhq46vgSQwYzSqe/0CgIiwafvytzGp1Wq1Wq0XMikjZwk2j4DCO8whOTQzMdnIKFwDjKADsIVZr+RERhxKika1i6IiMwQ7iFEpiCXVZMAAAw5gsIITOAI9BYLWjgsYlFJ1aJ5lvdcMUMu0WJdrCoYIYkACKIe1jRhTLNR16tqSPSBd9KyiUM1ibQWAgBQGkQzIkJJpmlSXYXI2sTMCNRiRZJq6w5HlToL4riPAEIwiERrAAHkD8nGpbz2ZaSCPgG3r8/7Okq4GmyRKJIZEFSRKMCBDhChIEsX7js1ABqRiOUCFwBAH4fHAm/9WTEohlQxjuENKpBCAGVCoIsbkMgYFIBCgyAAHBWkCkYJESA1iUhFyFqoKicyaEjtnmxDYGiYOMRkYhjjmpq7zvIAkWJMkgqMSR4EqG7YMkIIpEcQDQtZBWRuSqEkp6yWwgAiglAxhxIaTFpxiXbq8UGEvzBkTQAkSPLMlZlFIUpdRWdfdLhP8t8YkabxnY4xzTUjGkKoYY1QS6+qmYGzNM1snK3R8gTBBIapiOItJFULWiKpqIoKmlBtHCkQCUTSlRDHWEgyTS0kABFF2LEQKVUkZMwCCEkDjF0pp9dUCAaSUTl3DpAAQomSOQ1BjQEREpz4NabUxqdVqtVqtFyZFA7WkBrr6QXCYO0pP7LELQ8AKS+OC9Ki0RjWfrG3hpYnlIuqNr7oq5EXgHnM+xFCfOoonDswQp1AmJ84ZlxSJwSZlVl90ut1yBpqEPBNDTEhByKAJVSezKAW37YDzQAPjkwuJKPMW0h2SWTxjtnvO2QFlF2Yksoldue8AHTjaKWvEACNgVoDEIPGDOjz/spdmp51eUy4qfVGKTbjnXhcVwwpJMTtzuDfaMgAUKzlZpW7DwbJ79ctOIE2g0xGCGrQfdf/dDQEFJgSoAYOQoSJkQOETQkBhB0Ym9i0CJc5cPwIy5GY5cq+IFh6wSFlUREXhnj329rFJGpwt9u45evzYUmanAo1UNTRaZLkx6cqrzgeE4QkKOKgF8NhjRxaXB7UP1uY27zBTDDWxvPyKc2ODLIMwlldGj+zcFQKs61ibGWMk1pdecn6/S3VZdzITk2MDsgii+w8d37vvSCefgWaExPCgUMfm2mteKjVyk4hJE92/44kyIqkjAqVgCanrJnN+yQVnQBpAq9qbrLdj1+HhoM6N61qTSDjP61GZksyumTj3nI2ERPAAETIoQ+BFCRQSvnH79k5vqtubLMuSVJliJ6d+rzjvvK3P5A4CgMaHLHMC1HWyzhgDAZoGT+0/uXvv3mFVWmuZ+aUvvnjzuukigyWoIGpwzhEkxmStAzAs/YMP7wpqmqi9iUmNQjGNdyNjBehZI/bVaITE6dSAnhkCwLC+/MoLYoR1gKqImFPzYK2/q7ZquNVqtVqtfwoDcA9kBCBAAR+Wbt3+yDvfWxydd3lRQi3VyQ9qayqTG8m6XtdsWHuE6tf8yX9xV17qiJBQ1OXev9m27V1/uL6JBUfp0cpoORN1iZVNldvTfvbHX/wffwtESBDSYMgKsRIy0nqw7y9uvP8d799YNU59sGXtUmSdbKwJxZO5O+8dP3fl29YT5wg8mQtOLjz4rj86+dVvrqtjDCNklAiknCXOIt94/YW/seVMM1X1Jq1IpMrj7gc/87Z/v14xXFqe6E+FJhyfimctQAnHepwnM1kzLjrr+i//2VTH5pJQCVzexqTnQaCArtZbKshBCAkQEqYEpgIBX/vGV+/88vf899+3rAFi2EJhFUJgMCiBCVAQPV3P5Yyz5Eal/x8f+tgNN9y8OF9nk8YYF4MMVlZO27Lhlq/csGF9T8G0mvUBxW//znvuu//BECKxE1FAmdKmjWv/5ubPr5kxUKyUzYc+/NH3vvePXNY33AlBRKTI6Iff8Jr3vOd3YBiWLCEmsIJAt3397ve+949XlpMiIwVRAMVez934158774wZCgYBPuDHf+JnRx61GMOGUjCEJb/yiisv/fzHPzjRt0DqdLtlMP/PBz54y1e+vrwwzCkbNgPXsSKYnJh4+csv/+Qn/piUmey3dGVkEsXH//yLf/Bf/9vCfBUCOeeMgTERUr3+da/5z7//rsnu01M0AsBl1icJUbPCKHD7nbs+/LFPHjp45PFdu5omknXDQTk51Y91ddEFZ1/36qt/9Ef+zYXnr0+Bh4vDmZk+W/IxOOvu3nbfT//sLzTeCXeNzRHFaHyOF/+Z+SGJPA5rSjruLRlfdc0rPvGxP2QHEWUm076/2pjUarVardYLXAPuCiEiZhD2mdb04CNbH9u7liRZtxCqNUYmUpVgB8hH1hWReLDiXTrx8INrX3lJTZoTUs+cfv7Zx4NuWqn7vqpN7W1wUbKERDTMTbntIQxHmOgiJRUTDTJRQGMmVFWLf/ON85ZGm5rSoUkYlZkX6KTPnJlMU+teds0VTacoGocywlb19nsX79625fjcmSZrwjAaVcAKWWEWftHZ53U3bYXLA1Jg3/XDE1+88cLDcy9aM32sLrs+uSpeueAnBQAvLZETm8Pu3fHE8Cu39f7l9UJClsi09UDPRwFRQBicAwKTYAFleEuFUVSDpdu/efT3/uNQwq1v++VX/eLPZRe/GP2eKFiQASCKhpORDEIwODVREVMy1nU6RVI3GCal3sAHAJZz110zrGRiuicAwwJpnNSgEDsxaNh70+12kqbMcl0PDh0+MTVlUgRUrc3Ydsj0wFOjWkVsnueDaulzX/zKRZde+uaf/KEyNV1YwwhRxZDCnpwfEk+pdgACJVCsl5bXzPR1XGNnkbxGFF61TmyQkTiGZJ3MB9vpFTEGVW9dIUi79x5cGqWiu8lpltsJyUInywdldff2nfc+8NTlLznD0bgsdJVXqMinPvuFlWFqYkHctVlvNFrOXADiwkoFA8jqOiAgKUGUwcbl+NLfbPvwRz53//2PjJomiabkoF2OttOfTUJ1NHsOrjz+4c/+2Sc//+pXX/2Lb3nTlVedn4AQ1DlXhcjOChzbqdGIibqdjEQqgBWkz66co/T0gqUAR1BSISRGMOBh6ZMiRRgCs8SUrHHtW+b5aSNmq9VqtVr/FDIYowRFw7KCgKzZd//tLgtDOzrcXT7WHy73moAg8DFrfNGICyEub5mceuzee4LBMtsqw8Hc8svONRdsLbuuQh21oSxJHlLmU+bF1UuP78L8IrIQbHJCOUCGkSGpx8EjR7/45Y1NVWWhcqHu+JB7zXxy8URa6rz0RebK858yaLo5pnpq6m9+5a/n545NdlxIo2B97erG1ZXzy0U42Qv/4mfegtnpxtmj0CPkdTC/+/bb1lg9emyPZIHYT0AzjQQfUIv1ygHwbji65Q8/kJQXjVsqut625UDP61wS5NBIGGWIBYjQBSwg5BEaPPnUI//pfRPDxbMWlvmGW7/21l+Xhx+nWAVWEMYTUBV4BYxv7QxgrSPAhxTFKXVgel4KW8xGLWpvEpzLxs0Exi0EVgfudUI2MRXZJnZCtvIxibI1UVDVwTqyGbHrNoGGpSj1VftVbWAm51f8O37v/9h/dI5NAYJIdI5UUfmm9HUCReJALsAG5FHR67qYABqnFBIgKnyiRrhWbtQMhjGpE4LCGGMVCjZHTsyLuiZmyyOGnRo03KQsUbE8jH/28c+DIWAFr3YaIViLg8fm7n/44cVhafJeFDcoA0wnqIvKS6Mqjg/ZMweOlHhYpY/++Y1v//lf33bf46Palh4+WXCPbV+pF2Ne1abTX780jIOaR8HccNPX3vr237jpSw8IoIyRb6yzLnOiZjQK0I4xk5KsKkSRYBNsQOYpC8gCXIKN47WImkfNk+YJmWiW1IakQnAOZLC6pLDVxqRWq9VqtV7gv3G99zCIEj1WMFw5tufJAhHqE2pbUGnSYofLjhkmbwyxxI3o2uNLceeBouH1kSYaJHSjza/6oR+aH1U5d7owWZ2ykKyIS8gjsrmV9MjOqI04QhIrAMEbyYge+tOPn8m545B8SJJUNQPnykjoT63JT9/aABk6ooCClsqj23euqWnaE/kyT2qblAW1yoOy7m/evH7D6bCFNwbgPnpLBw5WR07YkHpFl4iiCEAnevTEJO3qh7muzHVlLkuZMfz4ET6x7CEJiCLtifF8iI5H9QEYAg1BFA7ohoAn9u147x91Ht03KWm2Dmc26O4+tPODH4VPTjwYsIgkEZHA+FtbAKsCyDLjsiKIChm2eQyalIx1RM9VgqSA41FZujxLmmCYDHUnOjE2htGfcKAEIHhxWZc4I1gyGVHuIyan1rps4ht33FnLuPueByIbpNRMTvXBCiJlVSYlsplZGZTOQQAwlJQsJU02M4LE1oAp7/TZuJRgLTMxgQaDMnOFwhJnTaSoptefGoy8sV2Q+9qtt1c1Rk1QoGpqEGIUAR7euSOqkCGFkqG8KBQCo2T4yT1PKEOTQES8Fx3P89D/9b7/+s7fe3ftpaxCUlsUPRFVxWg0EokpRZeZwWCwfv1mv1ImuCbS/MLot/+3d+7YcdwYNuwANE1jDPV6HVKUwxWi2O876xBS3UQvEGUSQ8bZIAGsrmB6BoiUiPIiTwki8D4CIGonbNuY1Gq1Wq3WC5sBKDfJqpFmc8j2f+SGrQv1rPdrYzpzoOctaRHsCaYlcuw60ogDEbQPmT28MvzM1+2A0EBhE2W44vL1L798xXLBRR6ZxQqsgLNgN9d4+LN/aetRiQZMqDUaDMF8bD7e88jaumloSNZGaz3ZUIFKE0zvENGmV14NKbpAR4CEuW/u7O2dO1c6eVWud1OIMmX7eXCImVm/ubn04sz0UaIXzTrldaN6eOfjp63IVEQnoOOp500HJlBnJc+j69poQore0aSPLz+OcMuOtWK7IXXbccjzHL4ZwFiBSQJgwEnYx+V5v/2xu9/+v658/pazAnorfkIwI9jkU/jqXU/8xjv54JGURisY1qw2aDcFeY7QM66kIwEnGNLVsALlb+2Y9ux8FUABSLpahzcuRUs6bvsGDwBqxt3alFRJE2ledMsqrgz9xz7xhZSgqWHLTfKiMStsE8pxrR2QgATyIC8clACKoAQSUAIlpTQuQsOzu2breIhrjMlWhkMFJVZypISUUOQ9EVK1S0ujnTufyJ1ThTEGEDYUgfvuf9g6lxdFSJ4zNKmGVWM5aizLanmQfKhgCMYS2bLWT33mpk99+sbFhca5fhRSRTUczExNaqqmJlwKy0XWSLXQ6/ChQ09Nb9gYa+1119TBzC2UP//vf+3JvUetZZ8SEVlK9WihW8ReEa0Z+uZEkiVCledQitYyII2vstwAvmmGjitLlTW1JW84GAoSG4nCjMwZUaG2z93fQ7s2qdVqtVqtfwrdJJ5Rk3YS49DSjo/fcE4da0BBgQyx9ZQFLkZeJskhhMZikUJQjqPB9s/+5XU/+P3DybwASebw0nNe9KbX3rnzvl5lSE2VoTEENZ1gJgIeueXrZ91zf3Hd9bCEEhEgID56gB8/wFJVuQ88MbTBmLxvnHg7PzH1+FR2+dUvKznrgpLCZDj5ze0zTZoAJ8gwxwBUMAm5Muvuz7KLX3P9eIVGNOgAGKWVr941FZInqR0ic2BTJut8Pu2bSWgWmwUNVGgOnhU6fOs3t/zYa8oU1fXaQdzzEIgowhImwA2kpibzNXy479d+d2bbrjMmpwbLc5nmDVKpPmOeOXL05Ec/e2Lj+vW//tYipxouDeuJ/lQy6Vn3KuOZH4CFVRiiyhAGVJUg4+qtU52pxxcCg1bXySSCZZCsNqomEBRCEFYA41VoCRShpCqNT8baqd66hx7a/anP3PYLb3pVSt6ZzMMMR8N+tzeqBJRYx0txEkGVSJ/ui73aCEUZKkpMCqhSBJ3qcKCGwBp1uDIC56KBMyMaoo+9oufL2nHmm9G2bQ9f9bLzkmhunQLEZIDbv36v4UJ03BE9JEmZI5CqUPBalZLNWrA2TXJsrbEf+tNPnzw+6vXWEeUpNcaoJT9//MDkRO/6V1168UUXLi4ufv22bzx18MimdesWF4fWdeuhn+xMLK6c4GPzX/zCrT/373683zUXX3DeH//B79cNgboq1po6z8Og1P/2Jx/btfugoc6gHBBRbgnSrF0z/cu/9Auz0xMACEKqrApKa2cnOzk/3Qac29mkNia1Wq1Wq/VCVwOFeGOsqLnrQX94bmjkUB/RmGScsEnRnDa9pZlfLoaVU46II3gyrhfDwpN7sbxYTm2cBQwRnBaXX6yT3bR0sqeolYTASnmkjsq6Ohy57c5zrrsGnJAZAgpIufvYdDQBAY4nIlVRHJuu2szzKGH9JRdj7UwHTB4gwCHb+cRGEJfLXfBCuWJzE0ZNB4WXbLkOm847HxlqixXWWUQrcf7gga6Ni5SGhSSYBBLltGbWHTneharhZFWteBuTNAtHntrSlHaiU0HaCaXnwRBCgrVAipqqqUwwrA794QfSY3u22KJcmqvJl8gaZo9kgElmE/yBT31u/TWXZa+8ArHOpqdQqbpnZSQIqSqNuxOIkijUamKlBGGkp6eTVmMS6TiwGAUrQZmVMZ56gkJZFaDxzl5gpdXRPBIIxhpRIaK6jtHTn37wY6+/5twtp28RAApJRGRIxwN8heo4/Ky2xYaBMiCsTKv/4/iCRJGRWE8FKMBXtYgwRNSDWBUaE0Shaoidy/bsfurp58+AqjSejx5elGS8TzbLkwQaR74kRIaIUuSExsKACIz7th94Ytf+opgGbNN4VkmpWjs9eeTIoXe+43d+8idf1ynQNLp377/6+Z//1WPzVa+TNY1MdqaqMJyZXVc3K7ffcdev/eqPA5iamvr+77/enKqFFInW2DLgk5/+fFUO1KglG2PiLDPgTpb/+Bu/t1+svn50qkKMFExISZlVVdvJpL+P9mdTq9VqtVr/JJqUFDWSXake+bMvnLlEEw0HYoFzwRS1EWSbX/farS+/wlsLaDJx6Bq4sL6uth6cG9x5t0OYrJFFiAm48LTNLz4naZNBWTURBMgFDuEMobm//gYdm0us431nO4OU7tjRCckbVpKZRjpRXUReUgbW3uQr3/ymultQiBh5xPLg4V3DHTv7ZWlQwoSBlsiIkbowNtE5F13aO+9cTbWYGNHQaGnlpi9PHDrRjY1wIE1FkjyBgPT6a7PJKQuuSEOXI5olHp4oysX9T2Db/b1QG4T2vHg+o7cIE5AIIaPCQh7Zff9P/dL+D31qfV03Ug65QeYO5/kwy51xTgRh5MKw2H/g3l9/98L7P5ktSy1pocCpFnenYg8ljHvoUVKkRMKaWIPRyJpYI+mpLuCrFwBgYZMMyfjioA6SQccb17LAkQIKViXyoIaoUVTOEYCqbDqd6b27j73nPe+fn1+JCaro5pNVGUgti2FhVrAQKSscgNXG10IQQ8qslsWY8XciAJFwqvRPcOLY0cxY1QTyxgXDyUGQomUO3jtrH3zggfmFapwvoiSBfuIjd5VDjo1l5ASjqmygIiIw1ImNXVlsfKwFcEU2KtO73/2+smKVLHo2bItO7qzWK3P/yy+9/U3/9nsKGyxibspzz5x61zt/dbR0vBkucpJQR3bZYFQD5vFde5/at8BAbmDUkzSMhrQmrSWUhVWNPrdsibpFz1mnUXJXhKrpZXBoHIJDtCpGxahKFAKYlABJ0m4u28akVqvVarVe8EIILCso+dDxwR2PnDcyp3s6bWDOXebzBnzukDl3eMN19vuuOrzGHs3CwiQWpzDsCXGzpglHHn5QUSFhZONSZjHJ3cvPHRY8NLKcY6mjyx0MHRrEfFS6AyeH+w/H8UCVAE/VI3vLuELdXCQNta4LrjtuRJKKbv/Cs7qveMmCMcEBLo3C/KfvvnGkowFXtt8/4ZrlSTqZRd/NYzdfsvqS136PzPQpoluX0whmYbDzw596UeXXpDTbpLWVbBimjY2sjZAfeGVnZhZgD7HWFCnlRskEe+gYbtmGo4t528Lh+YmwBtFghRKQHvrjP5U7Hz5jGE1oRjakPKtjWJrul8wmoVAiI3nfTGsyO57c9u73L37pNhgzz6uBAs8OFtDxEqPxSiJGGl8ICd+yPkmBcXndaoGdUSY1pBZqoas7zwLAuOE4AChBCZEodLpZiN573+9PlKMgYj7yZ594YtdhY2AY3kuv6ANMMARiJQZhfM/PIIJlMSRs1JAaVgMaf1xw6gECJ0+etNaqCrG4TJ0j56yB5tbVVZVi2rt777Gjx8Z3mFSg+MB//4hBV5LtdqdT1MxYElUB1BjK6loW50dZ7obNCMDefSfvuec+ZzvWFMZkkqQaDWOszzzjtP/4m7/YyU1uwaiho26B77rq0pdcct5Uv8ug3NqQxGZZWfmyrG+//S5VQGGMMjUpLiEtWRNIEkN9VUqKmXPlcNhxBYOQYMgED0bDqBkNUyASIiXEFGLwNaDOta3A25jUarVardYL33RXkzsfdv7ee7foUDGa79iDfXcs4yFGJeb81AQuvhyv/8Hjzl1UbNiyFLnEUWcO9fIBmuGDD8/Wgz09GDGzTRej3F7+XXv6vfluUVhz9oAum0M3n9iflZzVp5U63HY0D9YblOyx+LDsvvMsmG5DTZpZ6XV8EzcNZYOkI7bZ8ObXxrXTHXRWkIWMegf0und+acvS0rnR6FDn8sk1zeyWeZzV7y2UB/dvsp1/928SJjRKWfSRgK89kD+0p7S8p2ODuk1m3VD1QCcd64WJM84zr/3u+7r5ctbJggGbgZGJRq6ozKFP3IykNUcgohE0QEJQjRBFgHhEIEHbGPVcSgcUyEUiFuKuB/jzN710OOw1iyxLzkiZpWGhqHf16ERJYb9wbU/3w82Hi/X7pvsapPzIF4on92zAcIBqAcEnQrIe+RCGPIpSGVI6IslHWjTcC1xEOD21yoVWAxU/s8spSeIkJkTbKDdianBDgAUMQmIkOxTtS5pUOIWtRwXJZKdPS/VTtkhZsaa/4YLP3HjLICIAWTeMqhOEQAqoUbACShASAcBRjQeLICZmJSuG1DTJjChNqhZKgAFcVAsPMyg1SSfn6XIp+pCkI4vxxEAWi4mZxZVMdMsNX7iVWRQjZ9yh/Su7y/lhFjX3g9GxzAY2CusCu1HSZGInC/v3PQjtWuoL8OS+x2Y3rfHkl+tlWAkS+xPThjs/8sbXkBGbGVX2DayZUu1lWe/a7/6+ga+8qYOrHXnxTa/TM5rf/KVb6elROeXWrWO3UWWG84lEyXVya9b6unCZqJlXaqJ3xEw5gElgAugBOWABti4zzuZFl8iOr2nfL21MarVarVbrhf4rNzOEKMsPPdQ0o4AmRZ+Nq2NsJ5ju2jPOhGJgxmAAACAASURBVGFMTcxs2jgYlZ1g1kY3VUq/SevUNo/twxNHCLBCUEJerL/wnPy0jSxkl5vUxCHrqBp0KKt8nVIcPf4EAgyjkLj/1ttjDAlJJDGBQ9Pr5Mv1iiLP1qxbf9UVjbWUJAeE08IXP28XlklJgERqRAlwMMNBSaa36eLz2VprDE12VRO83/aFvyKopkApkDPDamQ5T1mhmzes37x15qWXdWZmnTDXql5A1GgKwL6FI/v+6gYrEQAsw0AAAj0zX0ECgrYVQ8+lCwjhsfpE1uCh3/3g6ctpfxwcmIYv8iJgsqG1MTu37okWxyc7yy9aU7/mcnrHGy9936/86//7HT/wh78z8/prl+aOWKmL5PNxL+506hw91aKBFCz/sFvuPPNaWmuZjW8aa9hYlKNhWda3fOVrhw+dVKCufNHpnxqj/r2Ccoxh3BFbRJgZIAI555jJGOOcS0lu/tJXVspSQDHp9u0PSggxBGtMpyhEUoxRNQHKzKpQwnA4UlXnjAJHjhxfWFggXh1OM3NKSUQuu+yyTocBIhrfUIlAjIsvvjDPHRsWjSAafymmuLy8XNfted3GpFar1Wq1viNVFhaCQXno3u3WBLYi6gsQC9WuM9/pTF9yIbo5+sX0BecupJAhW9/YdSPMREyFOHH4BD72V9OASYoQoerO2rr1e14BmM3oZsrLHR2lUYfUdjsSmsX7H8ZoRLFxyyuPf+ZLmuIIKWkgSBG9gyjcMmTqkktw1pmRu12YDsRVo7s//ampxSUnPARqq07AikKMr+JKka955eXodECoLIyI23Nk9733sQZHkokIwYM6+cQyzNrrri56U7jixWbrJhJTeHKUqaogjYx4F7fdeJNZGsQUhUTNakc+Ho+Mx4P0Nib9z/kUtnTX9I8tyB2PTkQYl4t1JdOKgZCbaajbTDWTm09/7fdf+z8+dPZPvfGpk7s+9IH/8uH/9Fuffedvf/WTH1r66h3dPSudZGxojCEIYhAFw4x3JRpvufoPE5O+dazJClRVpZouvfTFnU5GmjpFNjkxs//AkXe9630xYt3aLaNRAMZR/e/3pqtKZmbmJMlaqwLxmhnHpOMEZdnufGTXk0/sBzJjzF33PJBSUhFDYIJhQBJBFGodqyoxnzhxkpmZQMDx44tVVVljjDHjmCQinU7n7LPPBCCSxs3VDdO4F8Vll73EOcOkqmkcFwGkmE6ePHns2FJ7VrcxqdVqtVqt70Q1gX1obrsLhw5Z8rUpwaFIwokWQcfzPLvovNSxlY10+QUne7mHMYlsJBIaYWW9NQ9//C/soaPceKgIU2353Df+qzrPcy2coLTCBhyi5uzT0D11SB/dyakMjz+ZP7THMA0KJAg0EjVcVt3+9FHr5LqrG3YJDqJclUuPP6oHDsz6yiZe7FBtkSdlgQUL5fPT/ZmrXgqlmOJAUwH71Ne2n247EkqNVYHUpGjzLjQb2mLqDa9rrOKc9dPXXxlcnqljMQbGJXip1xeu88ge2f64IU5ATYABAUjjjVNFSYT+gaczvm2UJhWR6KZvun1zT5nRwGJ9Q2vmIott+v2BtaUpHr3iiq1/8H8ufvf1d7/vAw+87bfxmW9cs3vpNUfDFcerjU8eOfG+jx/5F28b3fNIlyzFBIPccoIKEwxIweNat38YSqt3tfpnkkREM9MTP/LDb6hGK0h1Vcc8m7j5ptvuuP2+kLIYxtu2qpIoiT7frtZLSyur6SWJtdaygdK6tWu3nrbZsDjDqpQXE3feeb8iiwnbtu+wTM6wpBia8qwzTmejIgIVY4yKEJmjx46paOMTgNFoZIxJIsaYlJKqisjU1NTk5GQS2NWmdQKs9saYnMysNaKJCFA1xogICIPBYGVlpT2x25jUarVardZ3ogSYleFjn/j81MqIuK5oRByzKM5mI7Ir3e7ExRcMGEuF6V189sl13UU2DahiWc7SEkmTKlpeeOSDnyAAXY7GVmD3kosnLr4wSCiQqY430JRB0+SgyfnF3V/4S5Qri3fcc+ZiYEhZqDAMpEY9oTSofXnGaTOv+q6G8hxgIiI5eesdp6WUoTTEKzk1VvIkVkEwjeu6S86fuewikGFmS4w6pa9v762UXcesIVNVQq06rOve+i142UsHjutJu/m118RuQWANkokthJxKb2V4zrFRees2qmpiqoEIQHR1Dx5oggqknUx6Tl0onpq773ffv3T4iLzsjBUnGWywNqd87cmgg7D0r6++bNvn+Y2vK160ubZueqAXLZSXLMQpvzgdR1OjwdZB1Tvw1IG/+Cv4RKoYd1oAAgiGCGBV/gdaGfb0pOA47Sih6HRAae7ksbf/7E+fsXUjUi2iqnaiv+ajH7u5k09PTK4bN+hebQUOen4d25aXh6qrZW/GGE2QEDeuW3f+eWcak2JqRNTa3vZ7dwJ45NEjBw6dyI0liEpwll/xyqtUVjfPNYZUlYjm5uYVysyiqKvaWjuu6COi8WySc67fy8dPVzRZ6xQqmpgoRPT6PUDHgYqIxg8shBBjbE/sNia1Wq1Wq/WdyAAYjOYfeqSXorHgjBWJRY3hZEzMMp6eYoQCtj894TNbWgRDXjE0se7bFVOvnZ08/pVvwtfBagRUAeOKi85dAmWuWwglKDJXe9/LOp3UHH7wPgyXmz371iWoiGcoKyuGjB5li7Est6w1Z20pmDuyOkLWJ/dPCzXwAAeDRLCipEiwg8yZ0zfL9BSCCHOBiLl5OnTcz891s9xaq0nYmCr4EXxvegqdnBEDtLN5PYzhcS2XiEKzzHJdbxSWw0ewuASRIDGtjoYBjLfXEW2HKf8zUfDEgbjn4MkjBy541RVD6ALrXIeYbA9uTWdd5+ff8DiZ4zBnv/pV177lx+Zmbc9OJvUgh7W96BIcEhSHTuDkPAygCKPA4HSqz7f5x9txR4kZKSZJcevp6846Y2u/m2dZVte+avSB+3dOTa33jZwquluNas/v4TRNUD01k0XExIZ4Znp608b1RWGdARtTlf6pA8dGFXbu3F1VnnjcC13y3J1+2paUImkiKBEpAGXvo2HjLKmuLnkigIiejkkpJQAhBNHVvwMaYwQhhJTnORGJrM6UqipTe5q3ManVarVare8kesr4nxNSLd13f+/YQj9J6ZtKIsGoRI0aJb7kkkvYZJODeqYOGyc2rLWZNQxw7jIyxiPmxOXC/MyO3WHnjgZRgJ7mIsZde9W+zA7B3Voz5oFGZmdI+xyXH9lRfelm2rHTacMEryrMVpG67GNys1s2/+D3DtdO60C4ATNw6ADf86gbDoZWwJadg4pJyYJWrDk22bn2l/9DgxxsOUk3lPLIo+Wu3RtMkerKQwAiIbVcZL0NZ56OspmcH000DWxx9mlbMlBhskhcO16hoBmE455t96JKHH3BdnU4LICSgAKIAGo73T33uRX2fu7TZ1VY+cKtL7n+VXLthfumtDbMyZZZb9N/eLO/+pUbPLY0rBXMa66d/dkf3tWNQ9L5TjrRrOQplHEw76r5B3bC1+Mc7KyzoKE0iZAbJz6Mc8m4MKzX64kIgNVh/+rpDQAppSzLUkrj0T+AGKP3nggprX4TQU7t0MRKFFJkg+FgqR5Vb/uZN6VmUDajvFMw25MnB3/9V18pip4CIBESIQj4+c0mDYelMSbLMmttVVWWDQum+p1XX/vi4eCEyzUEz6Y4dGhu34G5L9/y9ag2Ng2TAOnSiy88fet6STWzAikErwq29sSJkyISohrG1NTUOB5570MI48PlvV9eGeVZRmBmAyBFscaJYDQcDVYGADEbY0xVVUVRhBh6vd6aNWva8/qFxraHoNVqtVqtfwzjFltPJyU7Wjlx1z0zlc8Vc4piqsh9YWsjoExleffu/e9+76ISNG6F6e0/0QkpSwCtfqLpkhrF2VIfu/vu2asvMNZlyZDrrXvFFbet628uqVhc1pyGpIWM95mJa3zc8eFPdB4/ug7KyiwiREY0JBqSG23ZcPnP/MRh6GTGaMCFP/rV27pPHe3CzvUoH1muPaVk2TCZgxm/+Kd/FFtPU2QwBlEwP7/r058xSwsdxqBqbO5A1iaOrDX55Ye2z//Gb2nlMJuv9bE4eJgQU4qNRWMBkEK90XpxcekzX5j+lbeYzAIupcQgEAlYwKSM1H6i+1wpyckdD915bb04dc/8gY/+5Yt/+ae++jvviY8eHTWWXnPZzK++ETabrYGTHhuylTxseMvrbvzgByYq63zKgTzyci5LuWTLIxksJaNOAYUVFFwoyNd1YRySWGvHxWDMrFFDQJY9x8NpmgZgqIrIuEFBp9MZn/xEz15XxEqn9qbVpJp6hf3e7776umuu+tLdd6fgibtM7i/+/DNTM1MAhBJAq9s1Pa9uHqPRSETk1PZcvmkm+8WGdbNXXnEpUd3tmnoUncuHw+X/90N/vv2BHVHZMVliInnrW3+604VzDFaonJpmo5Ck9nWeTygwNT1lrU1CzKv99ERkeXl5aWkwPdkDmMkCwuyYLSsOHTq6tDQg6jQ+WmvHK5oM8/T09IteNAW0a/FeWNqfPa1Wq9Vq/SMMZJ9V6rOalEJsHtvVTZFAnHGCWx4MBcSGXWgGBw7sufkrc1++7fDnbtp/w83ZaLlHFoATdAIVEXlCHtERXz36WE8oh4JIAdq4cebyiw74kmFNBMhklCFJpfWMMf7Jfbn3NYSUrbAArDTB3SXHW665Av0uj9ekWEVTHrxrG1eltUUNCqAsqgMzICkNetmG674LvR6LAbFR4Mn9J3fs6FgYFVYEMsMQHbjbLajQwdEDj372hsUvfe3I52564i9vGswdj0jOGSE0dlxHxaXlGJqDd25D5R0EEFk9aJTAabwcJbWn0nMl8BCClWXEXoz7Pn7j6Mjc97zlTf2ztuZr1hwxCdP9vpqmA2zMUi5PyXK1cWb25S+pbOYi55GEUWc0zMRq8hrjeHQuQBICQ8BJDbGcWtVDzOPFM1X1LZ8CfEsAYgatrt6JMVprUwKvdsoWetb4X4E8z1NKvU6eYoD6n3nLm8kkdtTrdVISsKmqSgmr290Sxh0lnseB8t6P57iSJGY2TIZ0erK7Zs30aVs3VNWysYbJRtG779p+4uQ8MZOKxLBhw4YrX3Z5kbMxBAgRFKtLiWKUuq6ZAKDbMeMMRqeeOxGFEI4dPQFARCWNj40JIWnCkSPHmiYwGYJZXS6lCsXs7Gx7VrcxqdVqtVqt77ikpKopJex6cvTYEz0gKVx/ugmY6swazupQT7CcAdqwvHRGObo88dmV34xsIOXIiWdipSwxKQsxTDV64GEcWqCyjAYxQVxx1U//xKGuiZxbr+zZiCUyjcOEpo3LdZ95KQMp5cEojFFaU3Xm1k2d9fYfq8pyVhgGyH3ct2/lju25qma591pBJwL1ySRKSaM5bytedkEgzsWmkKBUfvhjce+TzolqyG3hreNiwkRq6tF8PT+l1SujnJ38+cNm43BELo4QIiVSJeXZmtZW5BL1Yhre97Du3m0RGckygQhEERAYCKFd1v6cEnUykq2TjZGLh+6J//39jy8uX/2bv7zmJ390anJtevzQbOwcwnAFKxri2WmmN8LF3/d9i/1eoHzEbq5rSossCSNJQdV44Y+AlRhQwZqZGYYkyLh7mzEmxuicO3lyPiWIiEIBqEJktdvbOBEREYFijJ1ORwTMUFF+VkBSEEAxRms4peB9ZZmvv+783/ztX1E0VVVal6kQs1EISJQEempC6e+uaRoiGu9lZIwxzNVocOYZpznSN7/531b1CrNEFWPyg4eOAIaMSTFC9fWv+5fr16EociYhJGKMW9KpkPd+NByNn86mTZtijKuFhUQArLVEtH37AzGCiQEDsKohMiL/H3t3HrzZddd3/vM959x7n+X36/71om6trbYseZVsy1i25R2CIch2sGFYwmZMAZNQk2CSGYaiKE/sUDWTkMksDCEzQw0QiiwEiBnAYVjGBmxjjAPeJe+yZWvr9bc9z3PvPed854/n15IseaYq8SJr9H5Vl6q7VL++z3Oepe/73nPP1fve+8FgTa0WY6NLcxRdfuuttxaOCJBJAAA8rhpJl+bdnflXv9Zu77RSlvXZpHZ30S9rtmSHgh1aLE5YORrr0TK0ZTcm7WzY+Zl2Og3BcrAh2jJZ367qpz6rP3ynVmVpKkFB8fALnnvty25dtCm4T9XYUEv2oQvj3u7VNdVx3J7IZF0JUgwK87Fu3Pw03XRdiKkbVVId4njPu9+zdWYv1Hhx7Ft1OYSNnJqi6qUN7bXPu3l1dGsVQqwWm7h35sxdv/W7R8c85P0UUlDsPfauIN/YmIWZbfpwVS6tVsdVjm20+7O6P/feh+iajTo6hmM5Hl/YsWKz89v3/sV7gkpVDibJZFbWKwi4OJv0hZm/8sUva87sNimcVT/b7s//3K+9/R/80/0Pvf8p3/vd8YrT6Uy9cufMoaXSn316/tP/9txP/+srb3rhMJkXa/uQ+hgu2/OnXSibh+azyy974GxSslg1muuJ1z4hWlC09d5/vXTd0bve9a6D7cvcNY55uRzuu+/+dYrIPaVUvYYQjh8/HoJKeeTKCyYp52ymWnLJfQzRi/7zH3z1s7/mpn5Yrtc50MFS2utf9uAttf4jXbhwYX2SJ4YYQig5Lxf7J04cc9VXvfKvX3v6qlyGWqtZkCUL0c1isI357G9+13cG05Gtw7WW9YN290sPvq6Wq1xk0k033ZRSqutNxLj+pJvZm9/85s999qyZQgjyKA+mcPfdZ972tj9OKZWDW8uGYRjcvW3a17zmNZXL8L76cG0SAABfiWq64y//aksyVZmthn462dyab8b9vqjWnL0sR4t99abUpFrbsK8+J5NskhWKxqASFGL1xeLM7R+7rNZBatc7kF33hKc/dectbzf5pJlo6LOvRi8+lkkzka1y1MFtaEwmuezotdd4VDfd1EJDN2blc3fffchiTb4/jm03c7c4Klev8knTrq6+spcFNepdjZ259958cWfr2Nbywn7btstxGKunpiv9Mue8yquqpqr2nuowjqHdD/nwtGuC97U0VUkmaVbNq7pSL95zzxVSLoNqunT7pEs71Ph/2X07dPq6I6sco392sjzps5Pb9cLZCx8pH/31N/2UTl190/Eb5k+a6v33HH37XeUT9x1+yTP0bbOkED3EqlT82CiTb21u6fC8rkd6lKrKmM269coEIQRLsZZSSqnSol/cfvvtIbzCdHDR3TjmYSh7e7vr86WxUYyxlCHGuLGxEaPKWMIXqpu2bfNy0XVNKcVCDqmp0nOe85wPf+Du3d3hsssu294/F+JDf+I/8bD+YrGotYZoFs3MYgxp0k0nreSXX3HyiU98wj13fbwf3d3DOt6Cpxgn08n11x0y02w6rTUrXnovmnl1SaWWUkqK8fLLTzZNM67cgplZKVVyC/6+937g7rvvueqq402QBcmsX43nz53/xCc+GZvD7tU8BLPVOKbYpibdcMNG5F391YezSQAAfPEZJI3K8l6ja1DJodgg7WgcfZn6nY/96i/f/M7br9rdPd/U3S7OwzQMZbvu703zaEOYTs6Gtm9ijqvdiV2Mqfb11F5z6pyfWEruY+qGPGn9+L5Nb6jt8l+8efm2t275djP64OHCkUOX/cB3XThxNGuMqx232qe2Gzc0PfmR1PU6fGJ3EjxN1W3tN8va/ftr2s1bnmur2QUL9800Xbabn1xOf+sdG8uLCv1W16ZhnJf9uzb3StmfKL31munkG15+eHe++bmwPfXe9qa/83vzLnbbu1eW0K/2hli8tbua4f6Njby9unl5ZGOcf3pzvhH67a72wZ64v3Hl+dDs2RjiXqP7k85bOtdMrMbLyji87T06s3tYttPEvpVK2FqF471iGPzwkjfXI1Xb0Ktf+cnXvfpj80PXr7Zm2S8023Vj74qzn/yO93zotb/+R8//+f/9ST/241v/5n87fue7t+K9H75+qUOra3Zbs24xn1+5SBdSeMfV3Qd+4FUatk6WuN3u98dzbvqtEmOvW57z7BNXHF+FRe+lV82N7VsZuvkv/fof/OCP/sy73n/3bp5+9sziLX/4F9/87d9/fkiDJs1s01XLsNeEobPh6176fHeVkLLaqlQ9lrjttvCaapmXMsZYy6qdpRPRpGZvNugHvv0bNyfbqT27O9ydrc82qfVQKF3jq87PdyW3Y9NUmRfZqtpYzKvHWhvPjUoMxUoOl+5km70OZdTO9iDfCGFzqNbXvo/DEHT4yJWphkOp/s1vebHSPXFexrixqPP9IusWadW/7AW3FPPe1M47syYM83Z5ZDJspRpL2snNuaFfTtswrvLhub73O1/T2aBxoTIEkwdzhUOTJ/6dv/UP3/4nHx6qdpbeSx/77Of+8c/+QozTFCett21OdQxbm5veL1/x8hfZSmFUKCaPUiyqWblaL89WG9W2xmVOq8Fmgx+tSjVdkC0CU1K/7IcjAADAFy9IUpTZeoKQmZsaqRlH7e6/41f/9Wa7nj9UN0af5NBJUUpqFrI61BN2fFgu53Hm1qxKMVlMHtLC61DKqqbSdpNFubgz92Ese5vjB/7PX/vaV790tylFsVGwE4ebFz393rs/cVVWsCFJ1RUVJCW3ULyNzSqv3EIJdv7E5cef+8wySQspS659u3DXh+77+I1H2zN7i0WTa9u0y1I2mrH2s9SFZz5pesO1SlKrPqlR/sDtf355p77I3Ke5HB58Nvrg/WVxY9/7pnQqcd63G3HzYlkWhWKz6uXwfLIYznoYk5caSo2pr17m00/d/amnfvD97UtfWK0uFJTUHawrFqqco+xfuMu3Nl7yd3/4rX/0july1S7On1BYxLzf6uJkSO6hltym3qsvLhzWZddY0Pn7LvjusTpMlqWtoZ91Y7+4+aVfK5lLTepcofqoEE06csT+9t/+ob/7U/+wjFlSMG+bLsr3dvd+8zd/5y2/83uzrjl/7v4mpaZpoo5a9Fpy8BJU89jfcN2p7/iObyvVUzQzrwez5h42cc4ufWxMFttGp64+8V/+/df/5H/zj7YXe/ONI2PRes6fPErmNshU12eyDv5jn/+3Bffi5sEkBbcoW8/uM3eZQi0WZU2TDm3MpWoKr3jFK37qjf/s/h3PeZjNZmNvqm6hPPvmJ7eNZa8y67puWMklN7kFqZHVoc/uFmMKUT/2937kd//9799z30UFWy7GjY1DQykXFv19u5/93h/6sWd/zU03PeNpd37mUx/4wIfuve/8qoRoJaWJWfSy6iaznQt73/bt39h28nH9Ujz4hWJ64M5h9pB1/tbDGKTAunhkEgAAjwV2aTfQgzxk1+i1M1MIuuvu+ok7a5BVNVVdKZ08yoIm56Szk9n987Zsznb2UlubEkL1ZhJit7x40jTp87SWZhyjWRxL2E0rs9T3/V/cPvvs+eXpzUbxaHHVdvP66/e8mZZhsBKqTOZmkjpF96JcivoUJ9amU6efrMMnYwnzqEayvpz943fML+5tWgzF3EtWOjx4WJqX7mKoX/O8W5MaVcl0pNRm50K+45PRFX197N4b1eQ2iRv3x7zsLrPjhz897O9GP25b51crxXgodceinfvMx66cxc1cGy+uojyOFoemC8vFR9/+rhuf99w4K73SIHVhfVWSFQUy6Qu810JQWekJV5x4ztOG3//zw2OTlKfFhpL3Wi2CtzmMXjdC06jtjmxoY3b2vX+pmKMGz6s6vfyTWjzlpS85eupqmUnBFA5Wo65F0RXsBbfecuTQfHs7ppS85jIWqZq6FOM45guLZTc5Wr3kIotVVUHepBiCD6ty6wtuueKKDTOPpupF9nnr1D2ww18tVAtuZp6Wi1U7mbz6m1/1sz//i/neHS8leFyvBu7yagpu9eAnzW292ISk6qoHJ5AU3Ny9epAryMOQNeYi6WAl/OopWNPaxmaUskld211++ckL+7tNSmbWNI3nvknl+uuvkeTu8dJKfZfWMQ+uKG92d1fDUJourlZ+9Ig9/3nP+q3f/oPqdXM+W65WTdOFjY1js9lqtXj7u9//7vd9OOfhwoXtI1vHq8aaNdloF6tevuqXw/Of96wbrn+qpDHntomfd9BFWl+gVx/SgwfP1deLQ4BMAgDgq76RZCXIzYNKkJSDRvcNqxrGz/3J25+ew7lJbGqd5FJCGUupFnem5Y7gz/iJH33Zt71qPLJZSjvxlN1rUFtH3XXnv/vBH5rctf/EnCb7yyascluv2q8X2q45v79xvuQ//sCha6/Kqtoe1dnGrc+8/+iR/TP3r5q8XpzLpODKtSrVHOM4mezWYUzj13z7d2t2qFZNq3fjqE999i9/6V8+KTdbeztb1l1UHFd+rFhaadFM77n8yNFv/ZbioZpCVLO3qv/2/77m4/cOXRyCVtEXqUyzYvXFNN2+0Xz9T/94+5Jbn3Bo7rNN7XqTOm9SXe7F3Yvv+h/+p8+++bev3V3lUGTF3EJtwu72k+rRz/2rt9z4sr8+ff5NuWmrbH0NVVFYylreXY/gsjqd+tifev3rPn3PPfaevcvHvmiUu2qJ7pPiJxaNN/GjYbjQnH3hLTe+/ef+2VX9qlOzVPyLI+HUa7/v9A9/vw5tKqYaQpZFWYqN5141W2iuOXX4+1/7bT//s7+e+70QQmOxVp/N5sMwuFoPqVo75tHMrJYQrYlhGPatjs959o1/7/U/JCkFVR/DweU8QW6XlmQoB5fISe6huqLF6VTu5fjh+D3f+a3/6J/+r6thTN2GHiwlq+bVarVgbubRZdVqtfUqH35w8jHm6tmkUhUsXri4WPa9WZNLjtHy6NaWQ5uTjbnKoKYL4yo/9zm3vPdDvx1jWi32Zl2bh34y8Wc98+lePZhL3nVt37tbdXk1czWSzp3ZTjGaKybl4v/F3/m+2z/24fe9747JJKbYWtUyVM95KEppYzlUr83W0a1hGDYObbp8Z+9CinHSQph8VgAAIABJREFUji998a3/1d9//cmT3aovk2l64G7KdhBEQQpV67ssu1TMo1TlJq1XhuCj8OXFtUkAAHwJdlxdVfIHdlwsKoRotajP/Tv/4uT+qo/NEJocYrFQghXTSrL51omnPUsnTg1HrvTNy7VxvB67bHH8sv7E5brhhpPPeGaZbQ2ePE2XIS1TZwpyTbKODr7zznc35isrtfM8j5PnP+vuG0/dO52uYtvHNoeULWVr+2phtrkfLB+an5NPn3Cqe/U37BxqzzdaNiZfffJ3/932mXtilcuCR/MQ1ZpHuS4oppc/X9eduNCl+6LORWlx8cO/8m+O9TnUtlpaNGHR2hAtuJexamOzfdFLdO11dvIJZfOKesVV4/zYONtanDip66696Zu+yX3alHaI3V7T9rEJNRwp8fROufz2M/rVtzTby4lyWu8muorZkh2VL6QqjnG2k8LGC26+8R//+P0veeaHjmx+enO+10zbsd1YpsOrcFRHVaZnnnz14e/5psX9Z/Whz62CfWqrvevJVx3/qb913Zt+UkdPKphSLGbxUn0pyhpz06zTj/zwd73iG194+uqjKvuH5sF8WOxfjMHN1DTtsu9DaiazeZsUy2jeW+2fd8szfuxHf+TKK7faJJNqHsOlj8T6NlimElSC8sEtsUxuJguyXMsYpP/s1a88NG1mbYhegoq5r5cfcSsKox/8Tev3SJVls9GUzau52ra6Z0nV5Qpnzpwd88pC9jpEubJHq1defUymtknyMOnSLc++UT6qLn3Ys5qbEF7zmm84emTaBEumpknHjx8xy7LBLbtVV3Cl5aKPUSWrSdZGe/KTr/35n/sn3/Nd39KkorwKXjzkveVuVR3GMqxytMne9nKSutXe7nL33OENm7b9N778+b/yL37m6U+/KkZNpnHMK6lemmi4notoftBM9WDcbAzrMbz0P/BlxdkkAAC+dB7YdfGD/dly732fufPOY6vxqf1MyuZBCmPwPoUhTPbVzK95ksKm54NjxMkUJfMgnz3z6S9+/++9f2u3HHWvikv5rvVeQ1uDx/i5D95x9GLZnGQ1naTJfOspL3jJ8GefOrp/sCzXepGtJItqQm58Z+P83t5V179QaSa5LVbzSZfvPfv+P/iTY3Ge+6FqPqjpY6qx2fX2cEl7RVff/NzVGDYtBNWUtPeJz+ze8ZmTam7YaYrqbqzFxrYoKpTaHDv1RB2/oo5xCCHIPHiTTEGKjVZ5ftMLr9ZlR/sh95PRwqZNLjbL7UYbvbU1/dU73/20u++Nxw9llYMj5f75l5/gIVHuFtp0ZNuXsxfeeuMvXPmhX/qXO7d/cu/dH5id3W2t9il8PG0cu+7UU37obxy76bq//In//mg4fv6my4687Dk3vPRFkxe/NMeNVFNtiocHl9yWu6UkL6X4WOKxQ93P/y8/+R/+8gO/+qu/8ad/+s49253N5svVdojtmL2btG1TF8vzE/VNCteeuubr/9qLXvMtL7/xaU8c+zzpkqlaDO7VpJoHL6u2ibI8ljEqKOQ8LtdLx42lhmE/TjfGYTx1zeGf+K9f/zP/5Gd39lZVjexSZ9nYNGH9GIMFr8U8t7H2ZbG+qWu0UsMQbKxFyWTS7u7umJcuBQuqZRKqan/q6stqkdxrdXc9+frrNzpb5l6NW1015q997XeUPCp4NU3bduvQhuneYCs7eBzF5eNwcEBkzH1KoebxyTec+u/+25+6+Vlf85u/8Ycf+tDHLY6r3AdvmjBTG5UXh7tgw+4srlzjzU95wje/+rbXfOvXD8thNm29VpmHaJe+Pdbr4j+4Hr7XMVg2r9EmuV92KcWg4DXy6SCTAAB4LPSRFSmYLEpFSQql7F7Yue/2j3521de2sXAohzymcdmMi7aukl2cbbRPu1GXH8lJY1IoVVIOYZTc1E6a+Que3//u7398/Nh05eomC9nuZfuHdvN04f3G9CP7Z4699R1XfsM3qotVSsvw9Bd+3Z/99jvv+MxdVUFScAVXqGEYh2XXtseOjNecsFtvtYUOzUzdRLnec8fHPnPmzMmmDUe3zuS6aGyvTUOUL4art5ty6qon3PisiW2oD52VavmDH/7wJ2LZ3mqeunNoleq5WV22oySX3d/Gkzder8PznKZFWvTaSFVdzNJCSl0TDm/snL5mWI2rWPe8bjQbn4sX99vliUU3WLs/18aZz53Ukw4qQJZcU95YX0gwa11BGm26L/npG27+Bz+p3az3fFRve+edn/z4flMmX/vcG57xwk9/6o5f+uXf+LrLbnja3/g+ff+t5fKtrO6MplvLqF3VrVAvzSwK65xQkXlMZgpVql5efOtNL3jeTRcvLt/1nv/w1rf+yR0f+cSF7d3tnf2mnRw5enw6nb7ia1/2whfdes01Jw8fVjDJ1XbpYGc/REmrPbXRZ13YX+5VWTeZj2MfLc+nR8ZhkcKGhWih81qarq1V3/2dr7p44fz/+D//86hcFdbxkLp65uw9hzZOdTGqStVq6VPyXMcQQ3ILpjzubM7bflkm87i3N549c6/qMoQarIl17JoQm7q52S4Xi8lsZtHq4KeuueplL33uez/0kTP3nTt5/PB1156+/vpTwTzGtOiHGPX8W27+4Ps/FGTVxqCwXkph1a+8yoKsukkxuHycTZrXvfZVr/nmV330I/f88q/83LlzFz5yx8fP3Hfea0ihnbbtU5/6xFe+8q/d8txnPf3pT5hOUzaZqlRDcMljjJdeh4NMMguSFsuxTZomr3mYTru+z1F5tb/cvPrYzgVNTvBp+HJ+qz/0/ncAAOA/xfrQshWTJwWVINMY1NSq7Yt6z/u1u9JlRxSK4qiQ1xdil8Hi/JhuuFFtUtDQj22oauJ+TIO0odIsV/1fvbfLrqrcduno0b45096ztBw0Dec6Hbvx2VndxZSKtFX67v7t+rGPhC5J0voad5c8yEItubeseddedbI/dk2VpDqRh7Nn8ic+0dagYZRVtVJrOSrEGO6t6mb5OU/up928bz3knSbHM/dtfOZutUHnsmJVWxTrerdVFvPWkXTDUxSaMiq6FFZSUog7wYLqxjDqI5/RufOaRg9mk3kZt2Pe16JR77nT8pnXr44cS4qHSwyjKalP6nh3PUJdX7NSJGnRaFeKWh3vXfuuxUrjvo6021uHDo+mveW4vWiGLTXqryklhYk3S+vmvXRRw8kixXCwTpxk1TS6XEpVyS+tErDOVpfOby+3Dk+HrLHIgtpGktSrbSXTsPKmtRR0adGBgytt3NPZM6v7z2/PN7dWfdnbX05nXa2r5f7FZz/r+jKOXsbJxEtWTNNSg0z33be8sL3vig/spK7GC8+48boo+ejJLEsf++z9o2ssioptCVYszxca8k3Xn1qvc3B2e3XvuQvFkjzG2qQS+3K+3cxPuvZ02R/arpVUg+45t9w8Ml3PEhwX2pjlccypmdQqD/rgBz+V2qkruRr3uF4W5eR8dcWVxyQVzwrFZabkCqXKgvKorlEpunhhGBbFLHRdd/yo+kFdtw4gX632uun00hGWhxxsufTLJXflXEKKd91zsWmnIXR9n8dxPDTvVOU5X36yNSalkkkAAHy1Z1LRKtWs0srbEsdF9SbGxqNLO7sa8/LkRlV1Vak0qkGWcrScVKM81i4qD0FVKY6xWZlMHtXHOlTVGrqLbqN1o4bL82rDtWjyjuJmaZO3uyn10mU1t32fWx+iVSlLVRakeDBvKfbyqrhQPjp0oQmy6l5iGWKpTUhy1Vj6mBfyolrdL182UtydTQfVY3uuSVyk3KvOpNFztKD1pSU6WKx47HOXJqHEEFovLjOrC8WmhLR+SEE55qVZKbHZVRrUJI1HlG1wkynF7eCu1Cls1GCjKcoj8+6+YCZ5OHiNTUmrqGUuk2Bdroo2hrIIdSmlYezaTfdyaDcEld3NPK8Ki6jU5FYalKdDVBt9vVCAFFyWq4orSo1JNfcxRnflnFNqxlwsRAvm65l6IXhVdJeZXDFUV5XXEA4m8a2Xcx9HubuZuSkE86BxVNMoSO4lWK1lVJAphtDk0c1CDAerGayvwXEp11xKmTRtKAqyIuWobNJ6YX1XyNoP4zQ0luWlhBhGr9aG9eU+TVUs6jUOGqdpkmpQlUYvTfUmDq4gefWQa9d5KW6W3E1yC7auxPWj8fVjqjlYrF5jslzGJjWlusxqtRDNXZZrjEFSLdXdgwULJlOtXsoQoyxasIctj26f/xuVUoOFMdeQQnW5FKL6VZ20oQxjk9KYvZvQSWQSAABf3futylq0vtLQqG6WoLHJY7HNJktWchuknGRSlK/v+OKq41hMOcWF1YVyI5+rkdJ6rd9GUl7FaGWxH7u5QivZ2aBjo6yotP0qhPkYtIqKUpRCUb9U12h9w6Swvs2LzE3F1oFWxyHMOq3v0FJHSUrNwZkCSUGearGxKi+LDu9EjVaPdiFKC1cpaj3HuszWqmmnZlUaJJeSctJgaiUNY2rjvnxfflR1V22V5lWTKjcNcUgqMQd5oxjGIJOyNKhWmalOZK1kxSRTUDGWPf6CVT6YRimoNKrp4CUIWkmjfCyrzsKhYX+3aS7EaaN0eZYvx/Ob+XDxto9SWs3iUpppldTGEg7WiouukIvqOj2CH1ywNPZ90zSKsZQhpiTJa5aZHSRsKmUsdcx5mE46s0u3SPIoD5IWOxen06k13Xr/vxS3aDnnttGqX3ZtdM81TN1Vc2mbiT1w6EGSrReyU5FLMSrkvZJSVKMSlVVcNcmiJyvKKZuHYXc1TRMlU1OLFVcxheiNSsiWa/ToZr2FEFVVUvbke8Ni3s5KqZPQVQ3BmpJNUjDlnJs2yUb5+tNr0vpc3vpCKZVSQwguVc8pxuVqL6aQfBpCsLBeiMSk6tJq7KtbSimFJIXoeT0x8eCz98AzPvhCkfxSMpnqeo6fVMoYY5B7GVZyxckGH4cvH65NAgDgS7PrWmVFSqout2IptoO0L+UYk+xolptqkaS4vglLaoLJzJM0UXQpKyWpkdoqVWkomqQ4mWoclavCdNbJRinLLFnnGg8W2FOrVYpquqavcazr8zA1VHmIxWWNRlcMwToNUhwVTSFIoY4al+parW+LZMVSdEnBZupMnfb7sc6bwxPX+T15rJN2Y9Jarz3XpCgNUpGi6kSj1ElRjXJVGlcapA2XqpSq1MsarSzHkDeGIAVVpRxsVNxQSMGlxmOol/YWo0Y72GHHI+SsviiFqMakMalIpoVqsnA0TlMv5X7WpEFJtfpCsWsaxfOxbM7qVLXIg5LkQXX9WjxQJg/ZWV+/K6zpJqqqY45NqzwqmFmQuWrxWt2KvLZNbJvOPdeqENqH/h2zQ3PJvA5ePaQ2Rqt1bJJJ3iTVMsSUqqKsWmweWN1bqlKVF5lL1RV2dvcmcdrFVlFlLCFaUMkapLReDW6x3NuYzKcbM1VJ7nlUk6ViCnKXN0PpU0w5excm60cXgxWVeZtMuYuplqGqWvC4Xh7B1aQkH6VRqqpJ3kjBQ7l48ZypOXx4K8XgLpNCTFKeTlqpeDYL60MUXlXGOoQQm6atsiqtao0hRK0nxOr/Y826MgwysxBCspzHlILXse9X3Wwa20u3usKXDWeTAAD4ohPJNRQNqY7qG5WZW+yjhy4n2/aSoyQd8breIVrfmPVgHasgt+pRy9Kn2EbFIIVyaf8nuEKtnt1iUPRqRWrWdwGNGqQkpVEy5aQ9ueRdrVPF9dLLB6sLuyeZj8ViVHEFG1ItXoJFyVwWL10MER5cWa5WD74scRKXUYPUydtxDE0aFfpBc9NOo1aarNPQVKPcFLNUJc+eah81Ke0Y5VI7SkVKWqXqKl31oFTMhiF2Hs2koJpU1sstu9a/y8lLqJ0a3mCPSPKhaswKUujWJ5LcvNFKClJXpVWVr2oXh9SmammUhrzYDDsaG9lM1iqs76oVFa0+sJqcK9R6UDjBXFYvzQJbzzazB+595A90lfv6OjivtdjBKaawvt/RwYS59Ymvgx3PB06P1FLGpkmS1zJ6nHutIQSvRe7BZGbrK3TWv9ZvjeAm17AY21njwV2lqgRZ8CC3GtzcrJosSOvnsp6YKPOoGotVBVNVqNHMZHKVXIeQQvWaLJkH2Tp7rJb1EywhrtdnkfzgSVWVEKJkpbgUgml9Cq16NvNSx2Qzl2otMg8Ho+vZXbJgSbLqatdHJtbDYQ8Wjz0kWL26BRvzmFI0Uyl5PZdPctWqECTuK0YmAQDw1S1LRUUapBoUkppxVZuQrAmyIdc+BWZwPFyv6Eop1xRSDjpbx1lo5lLsXbWocU8yMgkAmQQAwGOSS6MUq+JYVLOiKSUPIUvDoNWeyqjNGeP0cLVXLdod1M4VQz8JPp0lhbQ+K5U0BLXcYRbAo4EjWwAAfCms9+wVYoy9wqrWQ27h/M5f/fNfuP//+qMrxtyPLNn2cI32DodxMjZnx3p2Y/rE1//gqW9/ldqmxuQxDaaeSUUAyCQAAB6rbL07H2ShSFnay/lQqap2/K77Z+/7+LWL3VUkkx7uYre/0MKGzqzT4XneO684DLLeYpS48AIAmQQAwGNYlVZJE2m9+JRJh9vWlqMUNkudjIO0WGjJQD3Mbmd7bdAqZGvGaextUKxL1VF1KrWu4GLOHQAyCQCAx2om7UiSpq4gNdLCVYOi+gtt3m+HdlRp+Tf34Y4smiv22klpc522Q9rYm2hI03YdR8XWC6YBAJkEAMBjkUmd1Losy1xt0spVutSk1cdONnddle4v8+4M/+Y+Yi+k19GxO6ZJr/b8Km/WqeqkUegUJnLzoiqxQiCAR+WLnZXuAAD4IrnkVSG7ikumxhZRo9WJlst7Pl3v/fS03290HQP1MNtNGUI9PNRZs3kxr/rrrvLjl1WFw/J5lkaXSzMyCQCZBADAY7STRklVKjIphmUIVR6VbVyksoixLpqrGaeHZ5L2q8qWpLFYs3Feymo66airGy9d5sUyDgAeDRyhAQDgS8GkKIXqqkUxeO1KCmpVTSWqllllCYeHm429JA1BJWhWU6q1a4LUVslUGq1Mc4YJAJkEAMBjkZuGRoN8VJFqI9+wxgbXbr7zbW+/5yN31L2dzbjHQD08LUNcnd+dHT6+XzVMmye8/KVXPfcW6eDesjumC2KqIgAyCQCAx+juvtRKrQezyUIhVdlKuRtT3N790zcf/z9+sym7UZGBevi41eJN0OhHS3P/bDKcmOhFTyuaBg9L04b7kT5r0jBQAL7yuBkBAAAAAJBJAAAAAEAmAQAAAACZBAAAAABkEgAAAACQSQAAAABAJgEAAAAAmQQAAAAAZBIAAAAAkEkAAAAAQCYBAAAAwFeZxBAAAPDFcrfeVYPMZknLRmdmdcsHnb8w9cVyMlx2IbsOPeyHwucfrHS5yx9Xw3bv1s6FeuGJdvjsIp8/MrNZM8izxllpZ72ps/1JM+fdBYBMAgDgMVlJptoqVJlUg6rUKvhYZZ0GWUlB7b0bOwzUw5Q8XDm2G6OCZqVM2v3cuqIFuRRUTCNjBIBMAgDgsZpJ0l6oXQiN5JJJjRQUleZDbS6M2lDcHHYf9lO11of+0czM7HE1biFOL2tOqC+m2XhxmOROOcZkclNQCWQSADIJAIDHciYd7Pe7qilKRXIPis1waHNx/Nj+ftnc7R+eSf75mSQzPb4yaTvH/XGYKyxk95U87zpZkMLjbBgAkEkAAPz/UZDmrljcqkXJkopkTaOwmr/gliMp5v1hJ+VH/tTDWssfZ+OWTaGGvIjJ0+lDs0NPvy7HVMzaICtKrhm9BOBRYu7OKAAA8EVx11hUoqqtp9xtl1qaMo+x86x+VC7jxuwRmfR4X8Ih1GWsgxamkjRt9jvrbRKlzaqQpSBFcWYJwKOCs0kAAHzp2EHxzCdhqTBIstR1UkoD/+Y+QgldDDY7FMyjWxwUixQfOKvmUpUi4wTg0fg652wSAABfJJdnr7Fa8INV2mo8WH4gSrG6VVfgXoUP11sp5q0syKqsl7nUSG2VFckkI5MAkEkAADw2FWlbtZVahfjAjr1fOh9SJJcmLNv2yIELqlG6VET2YHeu/+jGnDsAjw4mAAAA8CURXLWqBqkeLM9gcjtoAJc8M0YPV5NKPLhE66GHbYMUDuqSPRUAjwrOJgEA8MVyKbtMHlQlN3OXXOaKB6XkSioM1CMyydxCuXTWKFZZlSSPKuFgvDpGCcCjgWM0AAB8sczVrKfUBVdwmao0you8mlcFmTousnmkoCr1l84azaKSHcy4qwwOgEf5i52zSQAAAADwEKy6AwAAAABkEgAAAACQSQAAAABAJgEAAAAAmQQAAAAAZBIAAAAAkEkAAAAAQCYBAAAAwFdKknT6tjcwEAAAAACwZu6+u7vLQAAAAADAGpPuAAAAAIBMAgAAAAAyCQAAAADIJAAAAAAgkwAAAACATAIAAAAAMgkAAAAAyCQAAAAAIJMAAAAAgEwCAAAAADIJAAAAAMgkAAAAACCTAAAAAIBMAgAAAAAyCQAAAADIJAAAAAAgkwAAAACATAIAAAAAMgkAAAAAyCQAAAAAAJkEAAAAAGQSAAAAAJBJAAAAAEAmAQAAAACZBAAAAABkEgAAAACQSQAAAABAJgEAAAAAmQQAAAAAZBIAAAAAkEkAAAAAQCYBAAAAAJkEAAAAAGQSAAAAAJBJAAAAAEAmAQAAAACZBAAAAABkEgAAAACQSQAAAABAJgEAAAAAJMnc/fRtb2AgAAAAAODBTGIU8Bhy+rY33PmWN/F0eN15kGz98bn1r6rPwunb3vC658VHa+u/+OflK7/1R2WjD2z6zre86Y1vfOPjasAflcewHmo+Vo/P99hDMekOAAAAAMgkAAAAACCTAAAAAIBMAgAAAAAyCQAAAADIJAAAAAAgkwAAAACATAIAAAAAMgkAAAAAyCQAAAAAIJMAAAAAgEwCAAAAADIJAAAAAMgkAAAAACCTAAAAAIBMAgAAAAAyCQAAAADIJAAAAAAgkwAAAACATAIAAAAAkEkAAAAAQCYBAAAAAJkEAAAAAGQSAAAAAJBJAAAAAEAmAQAAAACZBAAAAABkEgAAAACQSQAAAABAJgEAAAAAmQQAAAAAZBIAAAAAkEkAAAAAQCYBAAAAAJkEAAAAAGQSAAAAAJBJAAAAAEAmAQAAAACZBAAAAABkEgAAAACATAIAAAAAMgkAAAAAyCQAAAAA+I9g7n76tjcwEAAAAADwYCYxCngMOX3bG+58y5t4OrzuPEi2/vjc+lfVZ+H0bW943fPio7X1X/zz8pXf+qOy0Qc2fedb3vTGN77xcTXgj8pjWA81H6vH53vsoZh0BwAAAABkEgAAAACQSQAAAABAJgEAAAAAmQQAAAAAZBIAAAAAkEkAAAAAQCYBAAAAAJkEAAAAAGQSAAAAAJBJAAAAAEAmAQAAAACZBAAAAABkEgAAAACQSQAAAABAJgEAAAAAmQQAAAAAZBIAAAAAkEkAAAAAQCYBAAAAAMgkAAAAACCTAAAAAIBMAgAAAAAyCQAAAADIJAAAAAAgkwAAAACATAIAAAAAMgkAAAAAyCQAAAAAIJMAAAAAgEwCAAAAADIJAAAAAMgkAAAAACCTAAAAAIBMAgAAAAAyCQAAAADIJAAAAAAgkwAAAACATAIAAAAAMgkAAAAAIEnm7qdvewMDAQAAAAAPZhKjgMeQ07e94c63vImnw+vOg2Trj8+tf1V9Fk7f9obXPS8+Wlv/xT8vX/mtPyobfWDTd77lTW984xsfVwP+qDyG9VDzsXp8vsceikl3AAAAAEAmAQAAAACZBAAAAABkEgAAAACQSQAAAABAJgEAAAAAmQQAAAAAZBIAAAAAkEkAAAAAQCYBAAAAAJkEAAAAAGQSAAAAAJBJAAAAAEAmAQAAAACZBAAAAABkEgAAAACQSQAAAABAJgEAAAAAmQQAAAAAZBIAAAAAgEwCAAAAADIJAAAAAMgkAAAAACCTAAAAAIBMAgAAAAAyCQAAAADIJAAAAAAgkwAAAACATAIAAAAAMgkAAAAAyCQAAAAAIJMAAAAAgEwCAAAAADIJAAAAAMgkAAAAACCTAAAAAIBMAgAAAAAyCQAAAADIJAAAAAAgkwAAAAAAZBIAAAAAkEkAAAAAQCYBAAAAAJkEAAAAAGQSAAAAAJBJAAAAAEAmAQAAAACZBAAAAABkEgAAAACQSQAAAABAJgEAAAAAmQQAAAAAZBIAAAAAkEkAAAAAQCYBAAAAAJkEAAAAAGQSAAAAAJBJAAAAAEAmAQAAAACZBAAAAAAgkwAAAACATAIAAAAAMgkAAAAAyCQAAAAAIJMAAAAAgEwCAAAAADIJAAAAAMgkAAAAACCTAAAAAIBMAgAAAAAyCQAAAADIJAAAAAAgkwAAAACATAIAAAAAMgkAAAAAyCQAAAAAIJMAAAAAgEwCAAAAADIJAAAAAMgkAAAAAACZBAAAAABkEgAAAACQSQAAAABAJgEAAAAAmQQAAAAAZBIAAAAAkEkAAAAAQCYBAAAAAJkEAAAAAGQSAAAAAJBJAAAAAEAmAQAAAACZBAAAAABkEgAAAACQSQAAAABAJgEAAAAAmQQAAAAAZBIAAAAAkEkAAAAAQCYBAAAAAMgkAAAAACCTAAAAAIBMAgAAAAAyCQAAAADIJAAAAAAgkwAAAACATAIAAAAAMgkAAAAAyCQAAAAAIJMAAAAAgEwCAAAAADIJAAAAAMgkAAAAACCTAAAAAIBMAgAAAAAyCQAAAADIJAAAAAAgkwAAAACATAIAAAAAMokhAAAAAAAyCQAAAADIJAAAAAAgkwAAAACATAIAAAAAMgkAAAAAyCQAAAAAIJMAAAAAgEwCAAAAADIJAAAAAB515u6nb3sDAwEAAAAAD2YSowAAAAAAD2DSHQAAAACQSQAAAABAJgEAAAAAmQQAAAAAZBIAAAAAkEkAAAAAQCYBAAAAAJkEAAAAAGQSAADeRhKWAAADSklEQVQAAJBJAAAAAEAmAQAAAACZBAAAgP+nXTu2ARAEwjAKiXvIOrKTFA7FPGxyFiZa2Eph8t4I/1VfcoBMAgAAkEkAAAAyCQAAQCYBAADIJAAAAJkEAAAgkwAAAGQSAAAAMgkAAEAmAQAAyCQAAACZBAAAIJMAAABkEgAAgEwCAACQSQAAADIJAABAJgEAAMgkAAAAmQQAACCTAAAAZBIAAIBMAgAAkEkAAAAyCQAAQCYBAADIJAAAAJkEAACATAIAAHhZUkqlNkMAAABcckRYgR8ptY1+2MHdAQDm8XQHAAAgkwAAAGQSAACATAIAAJBJAAAAMgkAAEAmAQAAyCQAAACZBAAAIJMAAABkEgAAgEwCAACQSQAAADIJAABAJgEAAMgkAAAAmQQAACCTAAAAZBIAAIBMAgAAQCYBAADIJAAAAJkEAAAgkwAAAGQSAACATAIAAJBJAAAAMgkAAEAmAQAAyCQAAACZBAAAIJMAAABkEgAAgEwCAACQSQAAADIJAABAJgEAAMgkAAAAmQQAACCTAAAAkEkAAAAyCQAAQCYBAADIJAAAAJkEAAAgkwAAAGQSAACATAIAAJBJAAAAMgkAAEAmAQAAyCQAAACZBAAAIJMAAABkEgAAgEwCAACQSQAAADIJAABAJgEAAMgkAAAAZBIAAIBMAgAAkEkAAAAyCQAAQCYBAADIJAAAAJkEAAAgkwAAAGQSAACATAIAAJBJAAAAMgkAAEAmAQAAyCQAAACZBAAAIJMAAABkEgAAgEwCAACQSQAAADIJAAAAmQQAACCTAAAAZBIAAIBMAgAAkEkAAACfyRFRajMEAADAk0lW4EdKbaMfdnB3AIB5PN0BAADIJAAAAJkEAAAgkwAAAGQSAACATAIAAJBJAAAAMgkAAEAmAQAAyCQAAACZBAAAIJMAAABkEgAAgEwCAACQSQAAADIJAABAJgEAAMgkAAAAmQQAACCTAAAAkEkAAAAyCQAAQCYBAADIJAAAAJkEAAAgkwAAAGQSAACATAIAAJBJAAAAMgkAAEAmAQAAyCQAAACZBAAAIJMAAABkEgAAgEwCAACQSQAAADIJAABAJgEAAMgkAAAAZBIAAMBLXrfdCgAAALcTuyl8AZjZs9MAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">179<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y1140 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _d"> </span>2-<span class="ls1f">41<span class="ls1d">. <span class="_ _19"> </span></span></span><span class="ff1">Obrót <span class="_ _d"> </span>Gru<span class="_ _1"></span>py <span class="_ _19"> </span>UNIMOT <span class="_ _d"> </span>z <span class="_ _19"> </span>działalności <span class="_ _19"> </span>kwalifikującej <span class="_ _d"> </span>się <span class="_ _19"> </span>do <span class="_ _19"> </span>systematyki, <span class="_ _d"> </span>ale <span class="_ _19"> </span>niezrównoważonej </span></div><div class="t m2 x1 h1d y1141 ff1 fs5 fc1 sc0 ls0 ws0">środowiskowo w roku obrotowym 2024.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1142 ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _b"> </span>UNIMOT <span class="_ _c"> </span><span class="ff1">osiągnęł</span>a <span class="_ _c"> </span>w <span class="_ _c"> </span>2024 <span class="_ _c"> </span>r. <span class="_ _c"> </span>przychody <span class="_ _c"> </span><span class="ff1">ogółem <span class="_ _c"> </span>w <span class="_ _c"> </span>wysokości</span> <span class="_ _c"> </span>14 <span class="_ _c"> </span>096 <span class="_ _c"> </span>814 <span class="_ _b"> </span>000 <span class="_ _c"> </span><span class="ff1">zł <span class="_ _c"> </span></span> <span class="_ _c"> </span>(<span class="ff1">dane <span class="_ _b"> </span>pocho<span class="_ _1"></span>dzą <span class="_ _b"> </span>ze </span></div><div class="t m0 x1 h2 y1b3 ff1 fs0 fc1 sc0 ls0 ws0">Skonsolidowanego S<span class="_ _1"></span>prawozdania<span class="_ _0"></span> Finansow<span class="_ _1"></span>ego Grupy Kapita<span class="_ _1"></span>łowej UNIMOT <span class="_ _1"></span>za rok o<span class="_ _1"></span>brotowy zakończony 31 <span class="_ _1"></span>grudnia </div><div class="t m0 x1 h2 y1143 ff1 fs0 fc1 sc0 ls0 ws0">2024 roku, częś<span class="_ _1"></span>ć <span class="ff2">4.1. P</span>rzychody ze spr<span class="_ _1"></span>zedaży) <span class="ff2">i tylko w<span class="_ _1"></span> 0,16 <span class="_ _1"></span></span>% dotyczyły one rodzajów <span class="_ _1"></span>działalności kwalifikujących </div><div class="t m0 x1 h2 y1144 ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _1"></span>do systematyki, <span class="_ _1"></span>ale nie<span class="_ _1"></span>zgodnych z <span class="_ _1"></span>nią, <span class="_ _1"></span>w t<span class="_ _1"></span>ym <span class="_ _1"></span>(działalności wymienione<span class="_ _1"></span> są <span class="_ _1"></span>w kole<span class="_ _1"></span>jności o<span class="_ _1"></span>d mających <span class="_ _1"></span>największy </div><div class="t m0 x1 h2 y1145 ff1 fs0 fc1 sc0 ls0 ws0">udział w wydatkach operacyjnych):<span class="ff2"> </span></div><div class="t m0 xa h11 y1146 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Budowa instalacji fotowoltaicznych </span></span></div><div class="t m0 xa h11 y1147 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Paliwo HVO </span></span></div><div class="t m0 x1 h2 y1148 ff2 fs0 fc1 sc0 lsa ws0">W <span class="_ _9"> </span><span class="ff1 ls0">przypadku  wszystkich <span class="_ _9"> </span>pozostałych  rodzajów <span class="_ _9"> </span>działalności  nie <span class="_ _9"> </span>zostało  potwierdzone  spełnienie <span class="_ _9"> </span>odpowiednich </span></div><div class="t m0 x1 h2 y1149 ff1 fs0 fc1 sc0 ls0 ws0">kryteriów <span class="_ _8"></span>istotne<span class="_ _1"></span>go <span class="_ _8"></span>wkładu, <span class="_ _8"></span>a zatem <span class="_ _7"></span>uznano<span class="_ _1"></span> <span class="_ _8"></span>wydatki operacyjne <span class="_ _8"></span>związane <span class="_ _8"></span>z tymi <span class="_ _8"></span>rodzajami d<span class="_ _8"></span>ziałalnośc<span class="_ _1"></span>i <span class="_ _8"></span>za <span class="_ _8"></span>niezgo<span class="_ _1"></span>dne </div><div class="t m0 x1 h2 ycca ff1 fs0 fc1 sc0 ls0 ws0">z systematyką.<span class="ff2"> </span></div><div class="t m0 x1 h2 y114a ff1 fs0 fc0 sc0 ls0 ws0">Metodologia obliczeń<span class="ff2"> </span></div><div class="t m0 x1 h2 y114b ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _4"></span>ujawnia <span class="_ _4"></span>w <span class="_ _4"> </span>S<span class="_ _1"></span>prawozdaniu <span class="_ _4"></span>po <span class="_ _4"></span>raz <span class="_ _5"> </span>pierwszy <span class="_ _4"> </span>udział <span class="_ _5"> </span>działalności <span class="_ _5"> </span>kwalifikującej <span class="_ _4"></span>się <span class="_ _4"></span>do <span class="_ _4"> </span>s<span class="_ _1"></span>ystematyki <span class="_ _a"></span>i <span class="_ _5"> </span>zgodnej <span class="_ _4"></span>z </div><div class="t m0 x1 h2 y114c ff1 fs0 fc1 sc0 ls0 ws0">systematyką Taksonomii UE. Ujawnienie dotyczy <span class="_ _0"></span>ostatniego roku obrotowego, tj. 1.01.2024<span class="_ _1"></span><span class="ff2">-31.12.2024. </span></div><div class="t m0 x1 h2 yd34 ff1 fs0 fc1 sc0 ls0 ws0">Dane wykorzystane do obliczeń pocho<span class="_ _1"></span>dziły z systemu <span class="ff2">finansowo<span class="_ _1"></span>-</span>księgowego UNIMOT S.A. i z systemów <span class="_ _1"></span><span class="ff2">finansowo-</span></div><div class="t m0 x1 h2 y50b ff1 fs0 fc1 sc0 ls0 ws0">księgowych poszczególnych spółek zależnych wchodzących w skład Grupy.<span class="ff2"> </span></div><div class="t m0 x1 h2 y114d ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>un<span class="_ _1"></span>iknęła <span class="_ _a"></span>podwójnego <span class="_ _a"></span>liczenia <span class="_ _a"></span>podczas <span class="_ _a"></span>przypisywania <span class="_ _6"></span>o<span class="_ _1"></span>brotu <span class="_ _a"></span>i <span class="_ _6"></span>nakładów <span class="_ _a"></span>inwe<span class="_ _1"></span>stycyjnych <span class="_ _a"></span>poprzez <span class="_ _6"></span>dokonanie </div><div class="t m0 x1 h2 yd38 ff1 fs0 fc1 sc0 ls0 ws0">stosownych wyłączeń konsolidacyjnych, zgodnie z obowiąz<span class="_ _0"></span>ującymi przepisami rachunkowości.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y8 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>celu <span class="_ _8"></span>obliczenia <span class="_ _7"></span>odse<span class="_ _1"></span>tka <span class="_ _7"></span>obrotu, <span class="_ _8"></span>nakładów <span class="_ _8"></span>inwestycyjnych <span class="_ _8"></span>(CapEx) <span class="_ _7"></span>i <span class="_ _8"></span>wydatków <span class="_ _8"></span>operacyjnych <span class="_ _8"></span>(OpEx) <span class="_ _8"></span>kwalifikujących </div><div class="t m0 x1 h2 y9d6 ff1 fs0 fc1 sc0 ls0 ws0">się do systematyki zastosowano założenia<span class="ff2"> </span>opisane poniżej<span class="ff2 ls2">. <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y114e ff1 fs0 fc5 sc0 ls0 ws0">Nakłady inwestycyjne (CapEx)<span class="ff2"> </span></div><div class="t m0 x1 h2 y114f ff1 fs0 fc1 sc0 ls0 ws0">Mianownik <span class="_ _c"> </span>wskaźników <span class="_ _c"> </span>taksonomicznych <span class="_ _c"> </span>dla <span class="_ _c"> </span>nakładów <span class="_ _c"> </span>in<span class="_ _1"></span>westycyjnych <span class="_ _c"> </span>(CAPEX) <span class="_ _c"> </span>s<span class="_ _1"></span>tanowią <span class="_ _b"> </span>nakłady <span class="_ _c"> </span>inw<span class="_ _1"></span>estycyjne </div><div class="t m0 x1 h2 y1150 ff2 fs0 fc1 sc0 ls0 ws0">poniesione <span class="_ _1"></span>we <span class="_ _1"></span>wszystkich <span class="_ _1"></span><span class="ff1">spółkach <span class="_ _1"></span>Grupy <span class="_ _1"></span>Kapitałowej, <span class="_ _1"></span>które <span class="_ _1"></span>zostały <span class="_ _1"></span>wykazane <span class="_ _1"></span>w <span class="_ _6"></span></span> <span class="_ _1"></span>Skons<span class="_ _1"></span>olidowanym Sprawoz<span class="_ _1"></span>daniu </div><div class="t m0 x1 h2 y1151 ff1 fs0 fc1 sc0 ls0 ws0">Finansowym <span class="_ _8"></span>Grupy <span class="_ _7"></span>Kapit<span class="_ _1"></span>ałowej <span class="_ _7"></span>UNIMOT <span class="_ _8"></span>z<span class="_ _1"></span>a <span class="_ _7"></span>rok <span class="_ _8"></span>o<span class="_ _1"></span>brotowy <span class="_ _7"></span>zak<span class="_ _1"></span>ończony <span class="_ _8"></span>31 <span class="_ _8"></span>grudnia <span class="_ _8"></span>2024 <span class="_ _8"></span>roku, <span class="_ _8"></span>część <span class="_ _8"></span>3.2. <span class="_ _8"></span>Sprawozdanie </div><div class="t m0 x1 h2 yc61 ff1 fs0 fc1 sc0 ls0 ws0">z całkowitych dochodów w podzia<span class="_ _0"></span>le na segmenty operacyjne.<span class="_ _1"></span><span class="ff2">  </span></div><div class="t m0 x1 h2 y470 ff1 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _b"> </span>licznika <span class="_ _b"> </span>ws<span class="_ _1"></span>kaźnika <span class="_ _b"> </span>nakładów <span class="_ _b"> </span>kwalifikowalnych <span class="_ _c"> </span>do <span class="_ _b"> </span>Taksonomii <span class="_ _c"> </span>UE <span class="_ _b"> </span>przypisano <span class="_ _b"> </span>tę <span class="_ _c"> </span>część <span class="_ _c"> </span>CA<span class="_ _1"></span><span class="ff2">pEx<span class="ls2">, <span class="_ _b"> </span></span></span>która <span class="_ _b"> </span>dotyczy </div><div class="t m0 x1 h2 y1081 ff1 fs0 fc1 sc0 ls0 ws0">rodzajów działalności kwalifikujących się <span class="ff2">do systematyki (zgodnych i <span class="_ _8"></span>nie<span class="_ _1"></span>zgodnych z kryteriami technicznymi). </span></div></div><div class="c xb2 y110c wd8 h1cf"><div class="t m0 xd h2 y110d ff1 fs0 fc5 sc0 ls0 ws0">A.2. Działalność kwalifikująca się do systematyki, <span class="_ _0"></span>ale niezrównoważona środowiskowo (działalność niezgodna z<span class="_ _0"></span> systematyką)<span class="_ _1"></span><span class="ff2 fc1"> </span></div></div><div class="c xb2 y1152 wc9 h5b"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Budowa instalacji </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">fotowoltaicznych </div></div><div class="c x5e y1152 wee h5b"><div class="t m0 xd h16e y9eb ff2 fsa fc1 sc0 ls0 ws0">CCM 3.1 </div></div><div class="c x47 y1152 wef h5b"><div class="t m0 x6 h16e y9eb ff2 fsa fc1 sc0 ls0 ws0">15 900 <span class="ls45">000</span> </div></div><div class="c x118 y1152 wf0 h5b"><div class="t m0 xa5 h16e y9eb ff2 fsa fc1 sc0 ls0 ws0">0,11 </div></div><div class="c x113 y1152 wcd h5b"><div class="t m0 xcb h16e y9eb ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c x119 y1152 wce h5b"><div class="t m0 xcb h16e y9eb ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x11a y1152 wce h5b"><div class="t m0 xcb h16e y9eb ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x5b y1152 wce h5b"><div class="t m0 xcb h16e y9eb ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x7 y1152 we8 h5b"><div class="t m0 x6 h16e y9eb ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x11b y1152 wcf h5b"><div class="t m0 xd4 h16e y9eb ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x7a y1152 wce h5b"><div class="t m0 x94 h16e y9eb ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x84 y1152 wd4 h5b"><div class="t m0 xd4 h16e y9eb ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xff y1152 wf1 h5b"><div class="t m0 x94 h16e y9eb ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x100 y1152 wce h5b"><div class="t m0 x94 h16e y9eb ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x50 y1152 wf2 h5b"><div class="t m0 x94 h16e y9eb ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x101 y1152 wf3 h5b"><div class="t m0 x12 h16e y9eb ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x114 y1152 wce h5b"><div class="t m0 xcb h16e y9eb ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c x115 y1152 wce h5b"><div class="t m0 x94 h16e y9eb ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x116 y1152 wce h5b"><div class="t m0 x94 h16e y9eb ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x117 y1152 wed h5b"><div class="t m0 xfc h2 y411 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 yd05 wc9 h17c"><div class="t m0 xd h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0">Paliwo HVO </div></div><div class="c x5e yd05 wee h17c"><div class="t m0 xd h16e yc8a ff2 fsa fc1 sc0 ls0 ws0">CCM </div><div class="t m0 xd h16e y4e0 ff2 fsa fc1 sc0 ls0 ws0">4.13 </div></div><div class="c x47 yd05 wef h17c"><div class="t m0 xd4 h16e y264 ff2 fsa fc1 sc0 ls0 ws0">7 384 550 </div></div><div class="c x118 yd05 wf0 h17c"><div class="t m0 xa5 h16e y264 ff2 fsa fc1 sc0 ls0 ws0">0,05 </div></div><div class="c x113 yd05 wcd h17c"><div class="t m0 xcb h16e y264 ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c x119 yd05 wce h17c"><div class="t m0 xcb h16e y264 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x11a yd05 wce h17c"><div class="t m0 xcb h16e y264 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x5b yd05 wce h17c"><div class="t m0 xcb h16e y264 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x7 yd05 we8 h17c"><div class="t m0 x6 h16e y264 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x11b yd05 wcf h17c"><div class="t m0 xd4 h16e y264 ff2 fsa fc1 sc0 ls0 ws0">N </div></div><div class="c x7a yd05 wce h17c"><div class="t m0 x94 h16e y264 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x84 yd05 wd4 h17c"><div class="t m0 xd4 h16e y264 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xff yd05 wf1 h17c"><div class="t m0 x94 h16e y264 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x100 yd05 wce h17c"><div class="t m0 x94 h16e y264 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x50 yd05 wf2 h17c"><div class="t m0 x94 h16e y264 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x101 yd05 wf3 h17c"><div class="t m0 x12 h16e y264 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x114 yd05 wce h17c"><div class="t m0 xcb h16e y264 ff2 fsa fc1 sc0 ls0 ws0">T </div></div><div class="c x115 yd05 wce h17c"><div class="t m0 x94 h16e y264 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x116 yd05 wce h17c"><div class="t m0 x94 h16e y264 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x117 yd05 wed h17c"><div class="t m0 xfc h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y1153 wc9 h76"><div class="t m0 xd h2 y463 ff1 fs0 fc5 sc0 ls0 ws0">Wysokość obrotu z tytułu </div><div class="t m0 xd h2 y776 ff1 fs0 fc5 sc0 ls0 ws0">działalności kwalifikującej </div><div class="t m0 xd h2 y602 ff1 fs0 fc5 sc0 ls0 ws0">się do systematyki, ale </div><div class="t m0 xd h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">niezrównoważonej </div><div class="t m0 xd h2 y3fb ff1 fs0 fc5 sc0 ls0 ws0">środowiskowo (niezgodnej </div><div class="t m0 xd h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">z systematyką) (A.2)<span class="ff2 fc1"> </span></div></div><div class="c x5e y1153 wee h76"><div class="t m0 xd h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y1153 wef h76"><div class="t m0 x6 h16e yd4 ff2 fsa fc1 sc0 ls45 ws0">23<span class="ls0"> 284 550 </span></div></div><div class="c x118 y1153 wf0 h76"><div class="t m0 xa5 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0">0,16 </div></div><div class="c x113 y1153 wcd h76"><div class="t m0 x94 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x119 y1153 wce h76"><div class="t m0 x94 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x11a y1153 wce h76"><div class="t m0 x94 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x5b y1153 wce h76"><div class="t m0 x94 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x7 y1153 we8 h76"><div class="t m0 xd4 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x11b y1153 wcf h76"><div class="t m0 xfc h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x7a y1153 wce h76"><div class="t m0 x94 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x84 y1153 wd4 h76"><div class="t m0 xd4 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c xff y1153 wf1 h76"><div class="t m0 x94 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x100 y1153 wce h76"><div class="t m0 x94 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x50 y1153 wf2 h76"><div class="t m0 x94 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x101 y1153 wf3 h76"><div class="t m0 x12 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x114 y1153 wce h76"><div class="t m0 x94 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x115 y1153 wce h76"><div class="t m0 x94 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x116 y1153 wce h76"><div class="t m0 x94 h16e yd4 ff2 fsa fc1 sc0 ls0 ws0"> </div></div><div class="c x117 y1153 wed h76"><div class="t m0 xfc h2 y890 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y1154 wd8 h19a"><div class="t m0 xd h2 ydc2 ff1 fs0 fc5 sc0 ls0 ws0">B. Działalność niekwalifikująca się do systematyki<span class="ff2 fc1"> </span></div></div><div class="c xb2 y21 wc9 h103"><div class="t m0 xd h2 y779 ff1 fs0 fc5 sc0 ls0 ws0">Wysokość obrotu z tytułu </div><div class="t m0 xd h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">działalności </div><div class="t m0 xd h2 y51e ff1 fs0 fc5 sc0 ls0 ws0">niekwalifikującej się do </div><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">systematyki (B) </div></div><div class="c x5e y21 wf4 h103"><div class="t m0 xd h16e y9ea ff2 fsa fc1 sc0 ls45 ws0">14<span class="ls0"> </span>073<span class="ls0"> 529 450 </span></div></div><div class="c x118 y21 wf5 h103"><div class="t m0 xd h16e y9ea ff2 fsa fc1 sc0 ls0 ws0">99,84 </div></div><div class="c xb2 y1155 wc9 h1cf"><div class="t m0 xd h2 ydc2 ff2 fs0 fc5 sc0 ls0 ws0">RAZEM A2+B </div></div><div class="c x5e y1155 wf4 h1cf"><div class="t m0 xd h16e y264 ff2 fsa fc1 sc0 ls0 ws0">14 096 814 0<span class="_ _1"></span>00 </div></div><div class="c x118 y1155 wf5 h1cf"><div class="t m0 xd h16e y264 ff2 fsa fc1 sc0 ls45 ws0">100<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pfb4" class="pf w0 h0" ><div class="pc pcb4 w0 h0"><img class="bi x9 ya2b w9 h1b8" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">180<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc5 sc0 ls0 ws0">Wydatki operacyjne (OpEx) </div><div class="t m0 x1 h2 y7 ff1 fs0 fc1 sc0 ls0 ws0">Mianownik  wskaźników <span class="_ _9"> </span>taksonomicznych  dla  wydatków <span class="_ _9"> </span>operacyjnych  (OPEX)  stanowią  (zg<span class="_ _8"></span>o<span class="_ _1"></span>dnie  z <span class="_ _9"> </span>wymogiem </div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">określonym <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>Załączniku <span class="_ _b"> </span>I <span class="_ _5"> </span>do <span class="_ _c"> </span><span class="ff2">R</span>ozporządzenia <span class="_ _5"> </span>delegowanego <span class="_ _b"> </span>Komisji <span class="_ _5"> </span>(UE) <span class="_ _b"> </span>2021/2178) <span class="_ _b"> </span>wszystkie <span class="_ _5"> </span>bezpośre<span class="_ _1"></span>dnie, </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">nieskapitalizowane koszty związane z pracami b<span class="_ _1"></span>adawczo<span class="ff2">-</span>rozwo<span class="_ _1"></span>jowymi, działaniami w zakresie renowacji <span class="_ _1"></span>budynków, </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">leasingiem <span class="_ _9"> </span>krótkoterminowym, <span class="_ _9"> </span>konserwacją <span class="_ _9"> </span>i <span class="_ _c"> </span>naprawami  oraz <span class="_ _c"> </span>wszelkie <span class="_ _9"> </span>inne<span class="_ _1"></span><span class="ff2"> <span class="_ _9"> </span></span>bezpośrednie <span class="_ _9"> </span>wydatki <span class="_ _9"> </span>związane <span class="_ _9"> </span>z </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">bieżącym utrzymaniem składników rzeczowych aktywów trwałych Grupy<span class="_ _0"></span> w dobrym stanie.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y795 ff2 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _8"></span><span class="ff1">licznika <span class="_ _0"></span>wskaźnika <span class="_ _8"></span>kos<span class="_ _1"></span>ztów <span class="_ _8"></span>kwalifikowalnych d<span class="_ _0"></span>o <span class="_ _8"></span>T<span class="_ _1"></span>aksonomii <span class="_ _8"></span>UE przypisano <span class="_ _7"></span>tę<span class="_ _1"></span> <span class="_ _8"></span>częś<span class="_ _1"></span>ć <span class="_ _8"></span>OPEX, <span class="_ _0"></span>która <span class="_ _8"></span>dot<span class="_ _1"></span>yczy <span class="_ _8"></span>rodzajów </span></div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">działalności kwalifikujących się do systematyk<span class="_ _0"></span>i (zgodnych i niezgodnych z kryteriami technicznymi).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y11f ff1 fs0 fc5 sc0 ls0 ws0">Obrót<span class="ff2"> </span></div><div class="t m0 x1 h2 y102e ff1 fs0 fc1 sc0 ls0 ws0">Mianownik <span class="_ _6"></span>wskaźników <span class="_ _6"></span>taksonomicznych <span class="_ _a"></span>dotyczących <span class="_ _6"></span>obrotu <span class="_ _6"></span>stanowią <span class="_ _6"></span>c<span class="_ _1"></span>ałkowite <span class="_ _6"></span>skonsolidowane <span class="_ _6"></span>przychody <span class="_ _6"></span>Grupy </div><div class="t m0 x1 h2 yf0a ff1 fs0 fc1 sc0 ls0 ws0">Kapitałowej UNIMOT w 2024 r., ujawnione w <span class="ff2">Skonsolidowanym Sprawozdaniu Finansowym. </span></div><div class="t m0 x1 h2 yf0b ff2 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _0"></span>licznika <span class="_ _8"></span><span class="ff1">wskaźnika obrotu <span class="_ _8"></span>kwalifikującego się <span class="_ _8"></span>do Tak<span class="_ _8"></span>s<span class="_ _1"></span>onomii <span class="_ _8"></span>UE p<span class="_ _0"></span>rzypisano przy<span class="_ _8"></span>c<span class="_ _1"></span>hody <span class="_ _0"></span>z d<span class="_ _0"></span>ziałalności <span class="_ _0"></span>kwalifikującej </span></div><div class="t m0 x1 h2 y7c7 ff1 fs0 fc1 sc0 ls0 ws0">się do <span class="ff2">systematyki (zgodnych i niezgodnych z kryteriami technicznymi). </span></div><div class="t m0 x1 h2 y151 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>2024 rok<span class="_ _0"></span>u <span class="_ _8"></span>Grupa <span class="_ _8"></span>UNIMOT nie <span class="_ _7"></span>prowadziła <span class="_ _8"></span>działalności zwią<span class="_ _0"></span>zanej <span class="_ _8"></span>z <span class="_ _8"></span>ene<span class="_ _1"></span>rgią <span class="_ _8"></span>jądrową <span class="_ _8"></span>ani <span class="_ _8"></span>związanej <span class="_ _8"></span>z gaz<span class="_ _0"></span>em <span class="_ _8"></span>ziemnym </div><div class="t m0 x1 h2 y152 ff1 fs0 fc1 sc0 ls0 ws0">przedstawionej w poniższej tabeli.<span class="ff2"> </span>Projekty z punktów 4<span class="ff2">-</span>6 będą w fazie planowania w latach 2026<span class="ff2">-2028.   </span></div><div class="t m0 x1 h2 y76b ff1 fs0 fc1 sc0 ls0 ws0">Działalność <span class="_ _1"></span>Grupy UNIMOT <span class="_ _1"></span>w <span class="_ _1"></span>obszarach <span class="_ _1"></span>związanych <span class="_ _1"></span>z <span class="_ _1"></span>energią <span class="_ _1"></span>jądrową <span class="_ _1"></span>oraz <span class="_ _1"></span>realizacja <span class="_ _1"></span>projektów <span class="_ _1"></span>gazowych <span class="_ _1"></span>w <span class="_ _1"></span>2024 </div><div class="t m0 x1 h2 y101f ff2 fs0 fc1 sc0 ls0 ws0">r.  </div></div><div class="c x1 yd2b w94 h5f"><div class="t m0 x11c h2 ydf ff1 fs0 fc5 sc0 ls0 ws0">Działalność związana z energią jąd<span class="_ _0"></span>rową<span class="ff2"> </span></div></div><div class="c x1 yf0e wf6 h146"><div class="t m0 xfc h2 y916 ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ls0"> </span></div></div><div class="c x11d yf0e wf7 h146"><div class="t m0 xd h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">Przedsiębiorstwo prowadzi badania, rozwój, d<span class="_ _0"></span>emonstrację i <span class="ff2">ro<span class="_ _1"></span>zmieszczenie innowacyjnych </span></div><div class="t m0 xd h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">instalacji wytwarzania energii elektrycznej wytwarzają<span class="_ _8"></span>c<span class="_ _1"></span>ych energię w ramach procesów </div><div class="t m0 xd h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">jądrowych przy minimalnej ilości odpadów z <span class="_ _8"></span>c<span class="_ _1"></span>yklu paliwowego, finansuje tę działalność lub </div><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">jest ma na nią ekspozycję.<span class="ff2"> </span></div></div><div class="c x11e yf0e wf8 h146"><div class="t m0 x56 h2 y916 ff2 fs0 fc1 sc0 ls6 ws0">NIE<span class="ls0"> </span></div></div><div class="c x1 ydf1 wf6 h1bc"><div class="t m0 xfc h2 y1156 ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ls0"> </span></div></div><div class="c x11d ydf1 wf7 h1bc"><div class="t m0 xd h2 y1157 ff1 fs0 fc1 sc0 ls0 ws0">Przedsiębiorstwo prowadzi budowę i bezpieczną eksploata<span class="_ _0"></span>cję nowych obiektów jądrowych </div><div class="t m0 xd h2 y1158 ff1 fs0 fc1 sc0 ls0 ws0">w celu wytwarzania energii elektrycznej lub ciepła technologicznego, w tym na<span class="_ _0"></span> potrzeby </div><div class="t m0 xd h2 y1156 ff1 fs0 fc1 sc0 ls0 ws0">systemu ciepłowniczego lub procesów przemysłowych, takich ja<span class="_ _0"></span>k produkcja wodoru, a </div><div class="t m0 xd h2 yb83 ff2 fs0 fc1 sc0 ls38 ws0">ta<span class="ff1 ls0">kże ich modernizację pod kątem bezpieczeństwa, z wykorzystaniem najlepszych </span></div><div class="t m0 xd h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">dostępnych technologii, finansuje tę działalność lub ma na nią ekspozycję.<span class="ff2"> </span></div></div><div class="c x11e ydf1 wf8 h1bc"><div class="t m0 x56 h2 y1156 ff2 fs0 fc1 sc0 ls6 ws0">NIE<span class="ls0"> </span></div></div><div class="c x1 y1159 wf6 hdd"><div class="t m0 xfc h2 y58e ff2 fs0 fc1 sc0 ls1 ws0">3.<span class="ls0"> </span></div></div><div class="c x11d y1159 wf7 hdd"><div class="t m0 xd h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Przedsiębiorstwo prowadzi bezpieczną eksploata<span class="_ _0"></span>cję istniejących obiektów jądrowych </div><div class="t m0 xd h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">wytwarzających energię elektryczną lub ciepło technologiczne, w tym na<span class="_ _0"></span> potrzeby systemu </div><div class="t m0 xd h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">ciepłowniczego lub procesów przemysłowych, takich jak<span class="_ _0"></span> produkcja wodoru z energii </div><div class="t m0 xd h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">jądrowej, a także ich modernizację pod kątem b<span class="_ _0"></span>ezpieczeńs<span class="_ _1"></span>twa, finansuje tę dz<span class="_ _0"></span>iałalność l<span class="_ _1"></span><span class="ff2">ub </span></div><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">ma na nią ekspozycję.<span class="ff2"> </span></div></div><div class="c x11e y1159 wf8 hdd"><div class="t m0 x56 h2 y58e ff2 fs0 fc1 sc0 ls6 ws0">NIE<span class="ls0"> </span></div></div><div class="c x1 y106c w94 h5f"><div class="t m0 x11c h2 ydf ff1 fs0 fc5 sc0 ls0 ws0">Działalność związana z gazem ziemnym<span class="ff2"> </span></div></div><div class="c x1 ybe wf6 hda"><div class="t m0 xfc h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">4.<span class="ls0"> </span></div></div><div class="c x11d ybe wf7 hda"><div class="t m0 xd h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Przedsiębiorstwo prowadzi budowę lub eksploatację instalacji do wytwa<span class="_ _0"></span>rzania energii </div><div class="t m0 xd h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">elektrycznej z wykorzystaniem gazowych paliw kopa<span class="_ _0"></span>lnych, finansuje tę działalność lub ma </div><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">na nią ekspozycję.<span class="ff2"> </span></div></div><div class="c x11e ybe wf8 hda"><div class="t m0 x56 h2 y3fb ff2 fs0 fc1 sc0 ls6 ws0">NIE<span class="ls0"> </span></div></div><div class="c x1 yf07 wf6 h146"><div class="t m0 xfc h2 y916 ff2 fs0 fc1 sc0 ls1 ws0">5.<span class="ls0"> </span></div></div><div class="c x11d yf07 wf7 h146"><div class="t m0 xd h2 y99a ff1 fs0 fc1 sc0 ls0 ws0">Przedsiębiorstwo prowadzi budowę, modernizację i eksploatację instalacji d<span class="_ _0"></span>o skojarzonego </div><div class="t m0 xd h2 y916 ff1 fs0 fc1 sc0 ls0 ws0">wytwarzania energii cieplnej/chłodniczej i energii elektrycznej <span class="_ _0"></span>z wykorzystaniem gazowych </div><div class="t m0 xd h2 y414 ff1 fs0 fc1 sc0 ls0 ws0">paliw kopalnych, finansuje tę dzia<span class="_ _8"></span>ł<span class="_ _1"></span>alność lub ma na nią ekspozycję.<span class="ff2"> </span></div></div><div class="c x11e yf07 wf8 h146"><div class="t m0 x56 h2 y916 ff2 fs0 fc1 sc0 ls6 ws0">NIE<span class="ls0"> </span></div></div><div class="c x1 y7a8 wf6 h145"><div class="t m0 xfc h2 y998 ff2 fs0 fc1 sc0 ls1 ws0">6.<span class="ls0"> </span></div></div><div class="c x11d y7a8 wf7 h145"><div class="t m0 xd h2 y84c ff1 fs0 fc1 sc0 ls0 ws0">Przedsiębiorstwo prowadzi budowę, modernizację i eksploatację instalacji d<span class="_ _0"></span>o wytwarzania </div><div class="t m0 xd h2 y998 ff1 fs0 fc1 sc0 ls0 ws0">ciepła wytwarzających energię cieplną/chłodniczą z wyk<span class="_ _0"></span>orzystaniem gazowych paliw </div><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">kopalnych, finansuje tę działalność lub ma na nią ekspozycję.<span class="ff2"> </span></div></div><div class="c x11e y7a8 wf8 h145"><div class="t m0 x56 h2 y998 ff2 fs0 fc1 sc0 ls6 ws0">NIE<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y115a ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _b"> </span>2-42<span class="ff1">.<span class="_ _1"></span> <span class="_ _b"> </span>Działalnoś<span class="_ _1"></span>ć <span class="_ _c"> </span>Grupy <span class="_ _b"> </span>UNIMOT <span class="_ _c"> </span>w <span class="_ _c"> </span>obszarach <span class="_ _c"> </span>związanych <span class="_ _c"> </span>z <span class="_ _b"> </span>ene<span class="_ _1"></span>rgią <span class="_ _b"> </span>jądrową <span class="_ _c"> </span>oraz <span class="_ _c"> </span>realizacja <span class="_ _c"> </span>projektów </span></div><div class="t m2 x1 h1d y115b ff2 fs5 fc1 sc0 ls0 ws0">gazowych w 2024 r. <span class="_ _73"> </span> </div></div></div><div class="pi" ></div></div><div id="pfb5" class="pf w0 h0" ><div class="pc pcb5 w0 h0"><img class="bi x9 y115c w7 h1d2" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">181<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y115d ff2 fs2 fc6 sc0 ls3 ws0">3.<span class="ff5 ls0"> <span class="_ _17"> </span></span><span class="ls12">IN<span class="ls0">F<span class="ff1">ORMACJE DOTYCZĄCE KWESTII SPOŁECZNYCH </span> </span></span></div><div class="t m0 x1 h2 y115e ff1 fs0 fc5 sc0 ls0 ws0">RAMY ZARZĄDZANIA WPŁYWEM SPOŁECZNYM –<span class="ff2"> PODSTAWOWE REGULACJE W GRUPIE UNIMOT </span></div></div><div class="c x1 y115f wf9 h1d3"><div class="t m0 x1 h2 y1160 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x11f y203 wfa hda"><div class="t m0 xb h2 y58e ff2 fs0 fc5 sc0 ls0 ws0">Miejsce pracy </div></div><div class="c xea y203 wb9 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">Prawa człowieka<span class="ff2"> </span></div></div><div class="c x4c y203 w6f hda"><div class="t m0 xb h2 y58e ff2 fs0 fc5 sc0 ls0 ws0">Kontrahenci, klienci </div><div class="t m0 xb h2 y3fb ff2 fs0 fc5 sc0 ls0 ws0">i partnerzy </div><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">biznesowi </div></div><div class="c x51 y203 wb9 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">Zaangażowanie </div><div class="t m0 xb h2 y3fb ff1 fs0 fc5 sc0 ls0 ws0">społeczne<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x11f y1161 wfa hdd"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Kodeks Etyki Grupy </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT </div><div class="t m0 xb h2 y6f2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c xea y1161 wb9 hdd"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Kodeks Etyki Grupy </div><div class="t m0 xb h2 y779 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT </div></div><div class="c x4c y1161 w6f hdd"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Kodeks </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">Postępowania dla </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Partnerów </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Biznesowych Grupy </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT </div></div><div class="c x51 y1161 wb9 hdd"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Polityka </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">Zaangażowania </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Społecznego Grupy </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT </div></div><div class="c x11f y1162 wfa h11a"><div class="t m0 xb h2 y84b ff2 fs0 fc1 sc0 ls0 ws0">Procedura </div><div class="t m0 xb h2 y974 ff1 fs0 fc1 sc0 ls0 ws0">przeciwdziałania </div><div class="t m0 xb h2 y778 ff2 fs0 fc1 sc0 ls0 ws0">mobbingowi, </div><div class="t m0 xb h2 y975 ff2 fs0 fc1 sc0 ls0 ws0">dyskryminacji i innym </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">działaniom </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">niepożądanym w </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">pracy </div></div><div class="c xea y1162 wb9 h11a"><div class="t m0 xb h2 y84b ff2 fs0 fc1 sc0 ls0 ws0">Polityka </div><div class="t m0 xb h2 y974 ff2 fs0 fc1 sc0 ls0 ws0">Poszanowania Praw </div><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">Człowieka w Grupie </div><div class="t m0 xb h2 y975 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT </div></div><div class="c x4c y1162 w6f h11a"><div class="t m0 xb h2 y84b ff2 fs0 fc1 sc0 ls0 ws0">Procedura </div><div class="t m0 xb h2 y974 ff2 fs0 fc1 sc0 ls0 ws0">Weryfikacji </div><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">Kontrahentów </div><div class="t m0 xb h2 y975 ff2 fs0 fc1 sc0 ls0 ws0">Grupy UNIMOT </div></div><div class="c x51 y1162 wb9 h11a"><div class="t m0 xb h2 y84b ff2 fs0 fc1 sc0 ls0 ws0">Polityka </div><div class="t m0 xb h2 y974 ff1 fs0 fc1 sc0 ls0 ws0">Różnorodności </div><div class="t m0 xb h2 y778 ff2 fs0 fc1 sc0 ls0 ws0">Grupy UNIMOT </div></div><div class="c x11f y1163 wfa h109"><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">Procedura </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">dokonywania </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">zgłoszeń naruszeń </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">prawa i </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">podejmowania </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">działań następczych </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">w UNIMOT S.A. </div></div><div class="c xea y1163 wb9 h109"><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">Procedura </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">dokonywania </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">zgłoszeń naruszeń </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">prawa i </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">podejmowania </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">działań następczych </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">w UNIMOT S.A. </div></div><div class="c x4c y1163 w6f h109"><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">Procedura </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">dokonywania </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">zgłoszeń naruszeń </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">prawa i </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">podejmowania </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">działań następczych </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">w UNIMOT S.A. </div></div><div class="c x51 y1163 wb9 h109"><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">Procedura </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">dokonywania </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">zgłoszeń naruszeń </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">prawa i </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">podejmowania </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">działań następczych </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">w UNIMOT S.A. </div></div><div class="c x11f y7f9 wfa h109"><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">Polityka Zatrudniania </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">w UNIMOT S.A. </div></div><div class="c xea y7f9 wb9 h109"><div class="t m0 xb h2 yd3 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x4c y7f9 w6f h109"><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">Program </div><div class="t m0 xb h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">Antykorupcyjny </div><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Grupy UNIMOT </div></div><div class="c x51 y7f9 wb9 h109"><div class="t m0 xb h2 y91f ff2 fs0 fc1 sc0 ls0 ws0">Komitet ds. </div><div class="t m0 xb h2 y463 ff1 fs0 fc1 sc0 ls0 ws0">aktywności Grupy </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Kapitałowej </div><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT w obszarze </div><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">wspierania </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">lokalnych </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">społeczności <span class="ff2"> </span></div></div><div class="c x11f y1164 wfa h145"><div class="t m0 xb h2 y77e ff2 fs0 fc1 sc0 ls0 ws0">Polityka BHP Grupy </div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT </div></div><div class="c xea y1164 wb9 h145"><div class="t m0 xb h2 y6f2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x4c y1164 w6f h145"><div class="t m0 xb h2 y77e ff2 fs0 fc1 sc0 ls0 ws0">Polityka </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Różnorodności </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Grupy UNIMOT </div></div><div class="c x51 y1164 wb9 h145"><div class="t m0 xb h2 y77e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x11f yac7 wfa h171"><div class="t m0 xb h2 y1165 ff2 fs0 fc1 sc0 ls0 ws0">Polityka rekrutacji <span class="ls4a">w </span></div><div class="t m0 xb h2 y980 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. </div></div><div class="c xea yac7 wb9 h171"><div class="t m0 xb h2 y264 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x4c yac7 w6f h171"><div class="t m0 xb h2 y1165 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 yac7 wb9 h171"><div class="t m0 xb h2 y1165 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x11f ybff wfa hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Regulamin </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">wynagradzania Spółki </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT </div></div><div class="c xea ybff wb9 hda"><div class="t m0 xb h2 y16d ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x4c ybff w6f hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 ybff wb9 hda"><div class="t m0 xb h2 y16d ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x11f y1166 wfa h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Polityka <span class="ff1">Równowagi i </span></div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Reintegracji Grupy </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT </div></div><div class="c xea y1166 wb9 h96"><div class="t m0 xb h2 y6f2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x4c y1166 w6f h96"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y1166 wb9 h96"><div class="t m0 xb h2 y6f2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x11f yf06 wfa hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Polityka </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Różnorodności Grupy </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT </div></div><div class="c xea yf06 wb9 hda"><div class="t m0 xb h2 y16d ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x4c yf06 w6f hda"><div class="t m0 xb h2 y16d ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x51 yf06 wb9 hda"><div class="t m0 xb h2 y16d ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x11f y115f wfa hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Program </div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Antykorupcyjny Grupy </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT </div></div><div class="c xea y115f wb9 hda"><div class="t m0 xb h2 y16d ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x4c y115f w6f hda"><div class="t m0 xb h2 y16d ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x51 y115f wb9 hda"><div class="t m0 xb h2 y16d ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y3c6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-1</div><div class="t m0 x2a h2 y3c6 ff2 fs0 fc1 sc0 ls2 ws0">. </div><div class="t m2 x95 h1d y3c6 ff1 fs5 fc1 sc0 ls0 ws0">Ramy zarządzania wpływem społecznym –<span class="ff2"> podstawow<span class="_ _1"></span>e regulacje w Grupie UNIMOT.</span></div><div class="t m0 x120 h2 y3c6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa hf yda1 ff2 fs1 fc7 sc0 ls0 ws0">3.1.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Własna siła robocza <span class="ff2">Grupy UNI<span class="_ _0"></span>MOT </span></span></span></div></div><div class="c x1 yf4b w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">ESRS S1<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1167 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y4d3 ff2 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT w s<span class="_ _1"></span>wojej Strategii na lata <span class="_ _1"></span>2024-<span class="ff1">2028 wy<span class="_ _1"></span>znaczyła trzy kierunki w o<span class="_ _1"></span>bszarze społ<span class="_ _1"></span>ecznym (S). Pierwszy </span></div><div class="t m0 x1 h2 yb17 ff1 fs0 fc1 sc0 ls0 ws0">z nich, dotyczący pracowników organizacji z<span class="_ _0"></span>ostał zdefiniowany<span class="ff2"> jako<span class="_ _1"></span><span class="lsf">: </span> </span></div></div></div><div class="pi" ></div></div><div id="pfb6" class="pf w0 h0" ><div class="pc pcb6 w0 h0"><img class="bi x9 y1168 w9 h1d4" alt="" 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o4ee1izQNzOwDKLhDagVtcaB6D148nn/+htyXhJ/HLRb510J8aTOZcUOSwSJhliASL0AQcotQgNHnrk3v/4lpnx0rmLK/yx67/46l/Xux+gWAU2EKbLuhV4FYxv3HDknCegDSmqN+pBBq0WrlgfrahbSfA+m+5Rmu5MWstYdUI2MxfZJfZKrmpjUmMnUVHVwXlyGbHvN4HGpRoNzYZVLZDZhdX2db//vx04eoqlAEE1ek9mqNqmbOsEisSBfIALyKNh0PcxATQNlKRANLSJGuXauDEZjWMyrwSDiDiDgeXIiQU138RsZcJwc6OGm5QlKlbG8c/f+1EwFGzgtQ2MBOfw6LFTt99999K4lHwQ1Y/KAOkF89F4eVLF6SH7+oEjIx5X6d1/8cnX/vyv77ztgUntyhZtcuABu6HRIMa8qqU33Lw8jqOaJ0E+9qkvvvq1v/GpT9+hgDEmbeO885lXk8kkwHois5qcGdSQ4BJcQNZSFpAF+AQXp3XzlkfLk+UJmVqWzIVkSvAeJFgrf/97ukTb6XQ6nSePgbZtIYgaW6xivHrs4YcKRFibULuCSklLPS57Mk6tCLHGrei748tx98Gi4c2RZhok9KPLr/mhH1qYVDn3+pCsTllITtUn5BHZqdV07+5ojXpCUqcAoRXNiO76s/eew7nnkNqQNJlZBs6NkTCc25CftaMBMvTUAAMtl0d37d5Q03xL1JZ5MtekLJgzHpX18IwzNm85C65oRQAeYrB88NHqyAkX0qDoE1FUBejEgB6cpT3DcKqvp/p6KkuZCD9whE+stNAERNXuxHgy1KYBLABjoCGowQP9EPDg/nve/Me9+/bPalpfh3Ma9Pce2v32d6NNXlsw4BBJIyKB8XemYJgByDLxWRHUlIRdHoMlI3Ge6IluVhvgeVKWPs+SJQiTUH+mF2MjjOGMByUAoVWf9YkzgiPJiPI2YnZuo89mvvyVm2qd9l9ogciClJrZuSHYQGRsxmRELpPVUek9FADDyMhRsuQyUSR2Aqa8N2TxKcE5ZmICjUZl5guDI86aSNFkMJwbTVpxfZD/4vU3VjUmTTCgamoQYlQF7t59TzQlIYORUF4UBoUYCT/08IPGsKRQ1bZVm66e0v/xlv/y+t9/Y91qWYVkrigGqmaGyWSiGlOKPpPRaLR58xntapngm0gLi5Pf/l9ef889x0VY2ANomkaEBoMeGcrxKlEcDr3zCKluYqtQY1Ih8S5oAJsvmL4OREZEeZGnBFW0bQRARF2i7XQ6nc63kgCUS3Im2pwRsgPv+tiOxXp9226M6ZyRXbBsRXAnmJbJs+9pox5EsCF0/eHV8Ye+5EaEBgaXKMNVV25+1pWrjgsu8sisTuEUnAV3Ro27P/xXrp6UaMCE2qJgDOZjC/GWezfWTUNjci4615ILFaiUIINDRNue81xo0Qd6CiSc+uruwb5T52svr8rNfg5R59wwDx4xk81nNJdfmskQJQZRNhlvmtTjmx44c1XnInoBvZYGrfQggXqreR5930UJKbaeZtv4rOMIn79no7p+SP3uvfVJXh4JIE4hSQGMOCm3cWWh3XX/za/9n1c/+vlzAwar7YxinWJbm8IXvvbgb7yeHz2S0mQV45rNBeunoE+QT6elBKTgBCFby5Uw/sY984+PwgEUgGRrhQjTe/HJphv/0QKAyXS/vpEZWSLLi35ZxdVx+573fTwlWGrYcZNatZgVrgnltNgASEACtaBWORgBFEEJpKAESkZpehcej29xZdPYJiLZ6nhsoMRGnoyQEop8oEpmbnl5snv3g7n3ZhARQFkoArfdfrfzPi+KkFrO0KQazsRxtFiW1cootaGCEMQRubK2D3zoUx/44CeXFhvvh1HJDNV4tG5u1lI1N+NTWCmyRqvFQY8PHXpkfsvWWNugv6EOcmqx/Pl//2sP7TvqHLcpEZGjVE8W+0UcFNHJuG1OJF0mVHkOo+gcA9q0VZYL0DbN2HPlqHJSO2qFg1DQ2GhUZmRe1JTwBIm2q6PtdDqdzpPXT9oyarJeYhxavue9H3tqHWvAQIGE2LWUBS4mrc6SRwiNwxKFYBwno10f/qvrfvD7x7N5AdLM4xlPfcorXnzT7tsGlZBJlaERgkkvyEzAvZ//0rm33F5c90I4QokIEBDvO8gPHGStqrwNPDN2QSQfitfWLczMPTCXXfncZ5ac9UHJIBlOfnXXuibNgBN0nGMEKpiUfJn1D2TZpS964bSaMAp6ACZp9QtfmwupJa09InNgKZPzbT7fNrOwLDaLFqiwHLxe6fD1X93+Yy8qUzQ/6Appn4RARBGOMANuoDU1WVujDbf92u+t27nn7Nm50cqpzPIGqbQ2Y1535OjJd3/4xNbNm3/91UVONXwa1zPDuSTp8Qu/0/VUgJVNGWrGUAbMjKDT29en20hNHwQGrdV0JoJjkK51lSIQDEpQNgDTiukEijAy06ZN4tzcYNNdd+39wIdu+IVXPD+l1kvWQsaT8bA/mFQKSmzTstFEMCOyx5pYre2vNIapEZMBZhRBpzdOmRDYoo1XJ+BcLXAmaiG2cVAM2rL2nLXNZOfOu6955gVJLXfeAGIS4MYv3SpcqE3bl4WkKfMEMlMKrVWlZusd2JomeXZO3Dv+7IMnj08Gg01EeUqNiDlqF44fnJ0ZvPD5l196ycVLS0tfuuHLjzx6ZNumTUtLY+f79bid7c0srZ7gYwuf+Pj1P/fvfnzYl0svuuBP/vAP6oZAfVPnpM7zMCrtv/7pe/bsfVSoNypHRJQ7gjYbN8z/8i/9wvr5GQAEJTM2A6WN62d7OT/Ws4upS7SdTqfT+daqgUJbEacmX7uzPXxqLHpoiCiSxCtLinLm/PZmYaUYV944Ik7QkvhBDIsP7cPKUjm3dT0gRPBWXHmpzfbT8smBoTZSAhvlkXqmm+pw5Iabnnrd88AJmRBQQMu9x+ajBAR4nolURfUsfXNZy5OEzZddio3remBqAQI8st0PbgVxudIHL5arLpcwaXooWs1W6rDtgguRoXZYZVuP6DQuPHqw7+ISpXGhCZJAapw2rPdHjvdhJpycmdPWxaTN4pFHtjelm+lV0G6Z9kkQQkhwDkjRUjWXKcbVoT96W7r/4e2uKJdP1dSWyBrmFkmAWWYJ7cEPfGTz867InnMVYp3Nz6Ey84+Ls1AyM5puelIjNZizxEYJykiPLdKuJVqyabYUAxvBmI0xXdCFwdgMoGnHZLDRWvBCAkGcqCkR1XWMLf3Z29/z0uedv/2s7QrAoImIhGyaxQxm05y61sMKAmNA2ZjW/sbpA4kiI7GdzrpAW9WqylC1FsRmsJigBjMh9j57eO8jj/38DJhp0/LRw0uapG2Ty/KkgabpPCmREFGKnNA4CIjAuG3XwQf3HCiKecA1TcumKVUb52ePHDn0+tf97k/+5Et6BZrG9u37Vz//8796bKEa9LKm0dneXBXG69ZvqpvVG7/ytV/71R8HMDc39/3f/0I5XQyiGp24MuD9H/xoVY5MzJGLMXGWCbiX5T/+8u8dFmu/PzpdS0AGJqRkzGZmT7RE273kOp1Op/MP0aRkqJHcanXvn3/8nGWaaTgQK7wPUtSiyM54yYt3POuq1jnAksSxb+DD5rra8eip0U03e4TZGlmESsDFZ57xtKcmazIYmyWCArnCI5ytdOpvvkzHTiW26eiF3iilr9zTC6kVNtJ1jfai+Yi8pAxsg9nnvPIVdb+gEDFpEctHD+8Z37N7WJaCEhJGViIjRupDXKKnXnL54ILzLdUqMaKhyfLqpz47c+hEPzbKgSwVSfMEAtJLr81m5xy4Igt9jmiWeXyiKJcOPIidtw9CLQjdefEkcIQEJELIqHDQe/fe/lO/dOAdH9hc142WY26Q+cN5Ps5yL96rIkx8GBcHDt76629cfOv7sxWtNS0WON3k4HRCpYRpFwVKhpRI2RJbEItsiS2SnW7ZtfZYW9GVJKTTh4d5aIa1aWSs8GSAgc2IWlBD1Bgq7wlAVTa93vy+vcfe9Ka3LiysxgQz9PPZqgxkjlVYmQ2sRMYGD2CtS5USVMiYzbGKTD8TAYiE07UPihPHjmbizBKoFR+Ek4ciRccc2tY7d+cddywsVtMoGDUp7H3v+lo55tg4Rk4QM2OBqapCqBcbt7rUtLFWwBfZpExvfONbyopNs9iysCt6uXdWr576n37pta/4t99TuOAQcynPP2fuDa//1cny8Wa8xElDHdlno0kNyAN79j2yf5GBXCDWkjaMhqwmqzWUhTOLbe7YEfWLgXfeoua+CFUzyODReASP6EzFVMw0KgFMRoAmBbo62k6n0+l8a4UQWFdR8qHjo6/ce8FEzmrpzJGcv8IXjPj8MXPu8bLr3Pddc3iDO5qFxVkszWE8UOJmQxOO3H2noULCxMXlzGGW+1eePy54LLqSY7lnKz2MPRrEfFL6gyfHBw7HaaYgoKXq3n1lXKV+rprGVtcF1z0/IU1Ff3jxuf1nP31RJHjAp0lY+ODNn5zYZMSVGw5P+GZllk5mse3nsZ8vO3v6i79H1w0pol+X8wiyONr9zg88pWo3pLS+SRsr3TJOWxvdGKE/8JzeuvUAt1DnpEgpFyMJ7tAxfH4nji7l3c6wJyfCCaJglRKQ7vqTP9Ob7j57HCU0ExdSntUxLM8PS2ZJKIxINB/KvCW556Gdb3zr0qdvgMgCr2U/PD4DTqdfwaZVr4w0fRASvqGW1oBpfcFahYEYkwmZgznY2vCF6YLy2t8AIxghEoVePwuxbdt2OJwpJ0FV3vXn73twz2ERCKNtdVAMASYIgdiIQZh+568jgmMVUhYTMmET0PTK7vQTBE6ePOmcM1Ni9Zl5T947geXO11WVYtq3d9+xo8em3zCZwvC2//YuQV+T6/fnU7RMHKmZAiZCWV3r0sIky/24mQDYt//kLbfc5l3PSSGSadJqMo6xPufsM3/nN3+xl0vuwKhhk36B77rm8qdfdsHcsM+g3LmQ1GVZWbVlWd9449fMAIOIMTUpLiMtOwmkiWFtVWqKmffleNzzBYOQICShBaNh1IyGKRApkRFiCjG0NWDe+ye+IupeQZ1Op9N58ub7lvyFcAu33rrdxobJQs89OvTHMh5jUuJUOzeDS6/ES3/wuPeXFFu2L0cucdTLoUE+QjO+8+719ejhAURlfdPHJHdXftfDw8FCvyicnDeiK06hn88cyErO6jNLG+88mgfXCkpusXS37r3pXEi/oSatWx302iZuG+sWTUdcs+WVL44b53vorSILGQ0O2nWv//T25eXzo9jYTuWzG5r12xdw7nCwWD56YJvr/bt/kzBjUctiiAR88Y78rodLxw/3XDC/TTaNzQ720rFBmDn7Annxd9/Wz1eyXhYELCPRmUavquTQ+z6DZDVHIKJRNEBCMItQQ4C2iECCdYn3iZQeKJCrRizGPXfwRz/1jPF40CyxLnvRMkvjwlDvGdCJksIB5dqd1Y7POFxs3j8/tKDluz5ePPTwFoxHqBYR2kRIrkU+hlCLojSGlp5I84kVDQ8CFxHeTldk0lr25a83+idNnFRCdI1xo1KDGwIcIAiJkdxYbahp1uANrp4UpLO9IS3Xj7giZcWG4ZaLPvTJz48iApD1w6Q6QQhkgImBDTCCkioAjiYtWBUxMRs5FTJpkkwozZoVRoAAPppDCxmVlrSX83y5HNuQtKdL8cRIl4qZdUurmdr2j338emY1TLz4QwdW95YL4yxa3o4mxzIXWAzOB/aTZEliLwsH9t8J6zsaKvDQ/vvXb9vQUrtSr8Bp0DicmRfu/cjLX0SiLhMzbhs4mTMbZNng2u/+vlFbtVIHX3tqtW0GvYFY/plPX0+PJU3Knd/EfqvpOs5nEiXfy51sbOvCZ2qyYNTE1hMz5QBmgRlgAOSAA9j5TLzLiz6Rm36kS7SdTqfT+ZZiZEKIunLXXU0zCWhSbLPp7UHXC9LfePY5EMbczLptW0eTshdkY/RzpQ6btMlcc/9+PHiEAKcEI+TF5oufmp+5lZXcSpOaOGabVKMeZVVbpxQnD3JzhQAAACAASURBVDyIAGEUGg9cf2OMISGpJiZwaAa9fKVeNeTZhk2br7mqcY6S5oByWvzER93iChkpkMhEjQAPGY9KksG2Sy9k55wIzfbNEtp258f/mmCWAqVAXsbVxHGessLO2LL5jB3rnnFFb916r8y1WasgaiwFYP/ikf1//TGnEQAcQ6AAgb6+Cki6Ns++8/f0ASXcX5/IGtz1e28/ayUdiKOD82iLvAiYbWhjzM6vB2rF8dneylM21C+6kl738svf8iv/+v983Q/80e+ue+m1y6eOOK2L1ObTxlnp9Dl6eucXGVjtW/qsv/67dM4xS9s0Tlgcysm4LOvPf+6Lhw+dNKCu2qI3PJ27/kHXNDGGafsqVWVmgAjkvWcmEfHep6Sf+fTnVstSQTHZrl13aggxBCfSKwrVFGM0S4AxsxmMMB5PzMx7MeDIkeOLi4vEaxGRmVNKqnrFFVf0egwQ0fQLjQjEuPTSi/Pcs7BaBNH0j2KKKysrdf3t/F9Rp9PpdDpPVuXgoBiVh27d5SSwU7W2ALFS7XsLvd78ZRejn2NYzF90/mIKGbLNjds0wbqIuRBnDp/Ae/56HpBkCBFm/twdO77n2YCcgX5mvNKzSZr0yFy/p6FZuv1uTCYUG7+y+sCHPm0pTpCSBYIWsfVQg1+Bzl12Gc49J3K/D+lBfTW5+YMfmFta9spjoHbmFWwoVNoqrhb5hudciV4PhMpBVP3DR/beehtb8KSZqhJaUC+fWYFsvO65xWAOVz1NdmwjlaIlT5mZKdJEtPVx5yc/JcujmKKSmqz1ZOBpiJnmqS7R/o+1KWzvbxgeW9Sv3DcTIT5X50umVYGSX9dQv5lrZs8468Xff+1/f8d5P/XyR07uecfb/vM7/+Nvffj1v/2F979j+Qtf6T+82kviQiNCUMSgBoZMu71Opw58axLtN+YnNqCqKrN0+eVP6/UystQrstmZdQcOHnnDG94SIzZt3D6ZBGB6VfUPe9FVJTMzc9LknDOFtpaJZ7Jp2HXsdt+756EHDwCZiHztljtSSqYqBCYIA5oIajDn2cyI+cSJk8zMBAKOH1+qqsqJiMg00apqr9c777xzAKhOhxSrTAcOm11xxdO9FyYzS9NkDyDFdPLkyWPHlrtE2+l0Op1/AmoCt6G54Ws4dMhRW0sJDkVSTrQEOp7n2SUXpJ6rXKQrLzo5yFuIJHKRSGmC1c1O7n7vX7pDR7lpYapMtePzX/6v6jzPrfCK0ikLOETLuU1j/8ghu283pzI88FB+18PCNCqQoLBI1HBZ9YfzR53X657bsE/wUOOqXH7gPjt4cH1bucRLPaod8mSscGClfGF+uO6aZ8AopjiyVMA98sVdZ7mehtJiVSA1Kbq8D8vGrph72UsaZ3jq5vkXXh18nplnFYH4hFbrzYXv3fuw7npAiBNQEyAgAGk6O0CNVOlbvEj4/xulpCISfeqrfv+pR2Qyctjc0IZTkdU1w+HIuVKK+666ascf/u9L3/3Cm9/ytjte89v40Jeft3f5RUfDVcerrQ8dOfGW9x75F6+Z3HJvnxzFBEHuOMGUCQIy8PRm/7eGnR5ctfbPpImI1s3P/MgPv6yarCLVVR3zbOYzn7rhKzfeFlIWw3RygRmpkRo9ySub5eXVtaCZ1DnnWGC0aePGHWeeIaxe2IzyYuamm243ZDFh5657HJMX1hRDU5579lkspqowFRFTJZKjx46ZWtMmAJPJRESSqoiklMxMVefm5mZnZ5PCrbUtUGBty93sbOacqCUiwExEVBWE0Wi0urraJdpOp9Pp/BOQAFkd3/++j86tTojriibEMYvqXTYht9rvz1x60YixXMjg0vNObuovsTSginUlS8ukTapoZfHet7+PAPQ5iqvA/umXzlx6cdBQIDOb9pDXUdPkoNmFpb0f/yuUq0tfueWcpcDQsjBlCLRGPWM0qtvy7DPXPf+7GspzgImI9OT1XzkzpQylEK/m1DjNkzoDQRrf95dduO6KS0DCzI4YdUpf2jVYLfue2UJmZoTabFzXg83b8cxnjDzXs+6MFz8v9gsCW9BMXaHkTQer46cem5TX76SqJqYaiJiOwpru7bEEU2i3RPuE+jA8cuq233vr8uEj+syzV71mcMG5nPKNJ4ONwvK/fu4VOz/KL39J8ZQzaufnR3bJYnnZYpxrl+bjZG4y2jGqBgcfOfiXf402kRmmG7iAAIIQAWzG36Iq5seW2qfB1AhFrwdKp04ee+3P/vTZO7Yi1apm5maGG979ns/08vmZ2U3TblprfbtAT7hn///VysrYbO2+v4hYgoa4ddOmCy84RyTF1Kiac4Ndt+4GcO99Rw4eOpGLI6hp8I6f/ZxrTNfmR4iQmRHRqVMLBmNmNdRV7ZybljQQ0XSN1ns/HOTTH1ctOecNppaYKEQMhgPAptmXiKZPLIQQY+wSbafT6XT+CRAAo8nCXfcOUhQHztiQWE2Ek0jMMp6fY4QCbjg/02audAhCrWEssR66Vak3rp89/rmvoq2DszgdWSq+uOT8ZVDm+4VSgiHzddsOsl4vNYfvvA3jlebh/ZsSTLVlGBsbxowBZUuxLLdvlHO3F8w9XQsz9tCBeaUGLcBBkAhOjQwJbpR5OesMnZ9DUGUuEHFqgQ4dbxdO9bPcOWdJWaQK7QTtYH4OvZwRA6x3xmaI8PRmtqrBssxxXW9V1sNHsLQM1aAxrQUXANO2pWrdW+//SFQ8eDA+/OjJIwcvev5VY9gi26keMbkB/Ibept7Pv+wBkuOQ817w/Gtf9WOn1ruBm03Wgjw2DqJP8EgwHDqBkwsQwBAmgcHpdFMuMfx/dTlhxIwUk6a446xN5569Y9jPsyyr67Zq7I7bd8/NbW4bPV11sJaqn9zTaZpgdnp9mIiJhXjd/Py2rZuLwnkBi1Rl+8jBY5MKu3fvraqWeNq4TPPcn3Xm9pQiWSIYERkA47aNwuIdma2V5xIwHUQ7TbQpJQAhBLW1fwcsxghCCCnPcyJSXbv/YGZM3+7TvHtZdTqdTuebeeM+bfqfM1ot33b74NjiMGnZNpVGgphGixY1Pv2yy1iy2VG9rg5bZ7ZsdJkTBjj3GYm0iDlxubiw7p69Yfc9DaICA8tVxV97zf7MjcH92jLmkUVmL2RDjiv33lN9+jN0z25vDRNaM2V2htTnNia/fvsZP/i9443zNlJuwAwcOsi33OfHo7FTsGPvYSopOdCqk2OzvWt/+T80yMGOk/ZDqffeV+7Zu0WKVFctFCBSMsdFNthyzlkom9mFyUzTwBXnnbk9AxWSReLa8yoFy6AcH955K6rEsS3YrSUXBYwUFEAEUNfr4InPrbDvIx88t8Lqx69/+gufr9devH/OamFOrswG2/7DK9vnPmdLi+0NWwV50bXrf/aH9/TjmGyhl040q3kKZRwt+Grhjt1o6+kli3fegcbaJEIuXtswjZDTO+ODwUBVAaT0+NMbAFJKWZallKZBDUCMsW1bIqS09kmPjRwzsBGFFFkwHi3Xk+o1P/OK1IzKZpL3CmZ38uTob/76c0UxMACkSqoEBT+5NdrxuBSRLMucc1VVORZWzA17L7j2aePRCZ9bCC1LcejQqf0HT33281+K5mLTMCmQLr/04rN2bNZUMxuQQmjNwM6dOHFSVUM0YczNzU2TbNu2IYTp4WrbdmV1kmcZgZkFQIrqxKtiMp6MVkcAMYuIVFVVFEWIYTAYbNiw4dt2+nQzwzqdTqfzTZhusn4s1LrJ6omv3bKuanPDKUMxV+Rt4WpRUGa6snfvgTe+eckIFndABgdO9ELK0nTOKAD4ZGI4T+tjN9+8/rkXifNZEvKDTc++6oZNwzNKKpZWLKcxWaHT/p1xQxvveef7eg8c3QRjY1ZVIlELicbkJ9u3XPkzP3EYNpsxGnDRHv3CDf1HjvbhTg0onziuW0rJsTDJoxk/7ad/FDvONGQQQVQsLOz54IdkebHHGFWNyz3IucSRraZ25a5dC7/xW1Z5rM83trF49DAhphQbh8YBIIO1YvXS0vKHPj7/K6+SzAE+pcQgEClYwWSM1C0oPVGg9fqVu266tl6au2Xh4Lv/6mm//FNf+N03xfuOThpHL7pi3a++HC5bXwMnW2zJVvOw5VUv+eTb3zZTOd+mHMgjr+S6nGu2MtHRchLzBhicouDCQG1dF+KR1Dk3vRvOzBYtBGTZEzydpmkAhpmqTvc99Xq96clP9PgaWLbHRuhaMkuDwn3vdz/3uudd8+mbb06hJe4z+b/8iw/NrZsDoJQAWmuD+6Q2CU4mE1XV022P26aZHRZbNq2/+qrLiep+X+pJ9D4fj1f+73f8xa477onGnskRE+mrX/3TvT68Z7DB9PTiNYWkdVvn+YwBc/NzzrmkxLzWUUFVV1ZWlpdH87MDgJkcoMye2bHh0KGjy8sjol7TRufctPpWmOfn55/ylDng21Q33r2kOp1Op/NNLNA+lmvXQm2Izf17+ikSiDNO8CujsYJY2IdmdPDgw5/53KnP3nD4I5868LHPZJOVATkAXtELVETkCXlET9vqvvsHSjkM0zH3W7euu/KSg23JcBIBkowyJK2sXifSPrQ/b9saSsZOWQE2muH+suftz7sKwz5P6yedoSkf/dpOrkrnihoUQFk0D2ZAUxoNsi3XfRcGA1YBsRjw0IGT99zTcxBTNgSScYge3O8XVNjo6MH7PvyxpU9/8chHPvXgX31qdOp4RPJelNC46Y1kLh3H0Dx6005UrYcCqmsHjRI4TUsnU3cqPdHFUgjB6QriIMb97/3k5Mip73nVK4bn7sg3bDgiCfPDoUnTA7ZmKddHdKXaum79s55eucxHziMpo85onKmz1FqMa0NXgaQEhoKTCbGerkAl5mmhZ1V9wwXbN2RVZtBapWmM0TmXEnitrZXS46KaAXmep5QGvTzFAGt/5lWvJEnsaTDopaRgqarKCGsTHwjTjWpP4kC1bTtdOU6amFmYhGx+tr9hw/yZO7ZU1Yo4YXJR7eav7TpxcoGYyVRj2LJly9XPvLLIWYQAJYJhrew1Rq3rmgkA+j2ZxmU6/bMTUQjh2NETAFRN0/TYSAjJEo4cOdY0gUmm08hExMxgWL9+/bfz/OkSbafT6XSeTKg1s5QS9jw0uf/BAZAMfjjfBMz11gtndahnWM8GbVlZPrucXJn4vKo9A9lIy4nXlomNssRkrMSQanLH3Ti0SGUZBTFBfXHNT//Eob5Ezl1r3LKoI5LGY8bS1pV6yLycgYzyIAYRow1V79SmuXNf+2NVWa5XhgB5G/fvX/3KrtzMsrxtrYLNBBqSJErJolywA8+8KBDn6lJIMCrf+Z647yHv1Szkrmid52JGIjX1ZKFemLPqOVHPS+2F42breEI+ThAiJTIj4/U1bazIJxrENL7tbtu71yEykmMCEYgioBAoIXbn0RNJ1MtId8w2opeO/YP/61sfWFp57m/+8oaf/NG52Y3pgUPrY+8QxqtYtRDPS+sGE1z6fd+3NBwEyifsT/WldMiSMpIWVE2LVBVsxIApNqxbx9AEne7fF5EYo/f+5MmFlKCqBgNgBtW1/f7T8EpEBIox9no9VTDD1PhxWdZAAMUYnXBKoW0rx/zC6y78zd/+FUNTVaXzmSkxi0FBaqQw+oZpZd+MpmmIaNojVkSEuZqMzjn7TE/2ylf+26peZdZoKpI/eugIICSSYoTZS1/yLzdvQlHkTEpIxJg2JTCltm0n48n0x9m2bVuMca2yggiAc46Idu26I0YwMSAAmwmRqOKuO+9l8qok4nG6SMNgz372s9O38eKtS7SdTqfT+abjLE4XHpz8iw9mK6sZEEFNJCAblU2lkRzNMs2W5WZK60XXpzZLI3FYHdJiH6s5WqbI1ApVjpqs1v+nvTuNuiy76/v++++9zzl3eup5auiqHqtbrW6N3ZJaqCW1ZjACE0lGgjCYScACYrNiI+yEsFhkxcGs5dg4zkAwTsJKwCwcD4BFAJkwRAIkIQuZQVKrW/PQUk81PtO995yz9/7nxX2qJfWAY7mthKXvZ9XqVf2iqm6dOs9zv2ffPXz80/rtd2pdVqYSFBS3X/LCG19117JNwX2qxoZasg9dGA/2r6+pjuPuRCbrSpBiUJiPdXHHs3T7zSGmblRJdYjjA+9+z865g1Dj5bFv1eUQFjk1RdVLG9obX3TH+sTOOoRYLTbx4Ny5+37l10+MeciHKaSg2HvsXUG+WMzCzLZ8uC6XVutTKicX7eGsHs699yG6ZqNOjOFkjqeWdrLY7OLug3/4nqBSlYNJMpmVzcIkF2O0TzBI6699+auac/tNCufVz3b7iz/1z9/+t/7B4d3vfca3f2u85qZ0rl67d+7YSukPPjn/8X9x4cf/6bW3v3SYzIu1fUh9DFcd+LMula1j89nVVz0yRpssVo3meuqNT4kWFG0TavXKHNl3vetdR3++zF3jmFer4aGHHt5Uo9xTStVrCOHUqVMhqJTHLugySTlnM9WSS+5jiF70n3zP65//Zbf3w2qzfEpH+15tfthntyr+d3Tp0qXN0GkMMYRQcl4tD0+fPumqr3vtX7zxputyGWqtZkGWLEQ3i8EW89lf/pZvDqbjO9u1ls2LdvcrL76uV+tcZNLtt9+eUqqbPyLGzVe6mb35zW/+zKfPmymEII/yYAr333/ubW/73ZRSOTpdIQzD4O5t077hDW/4Yh4IzTxaAMAXHrj3/tEf72xOEDVbD/10srUz34qHfVGtOXtZjRb76k2pSbW24VB9TibZJCsUjUElKMTqy+W5ez58Va2D1G7e67vuKc9+5t5b3m7ySTPR0Gdfj158LJNmIlvnqKPtPU0muezEjTd4VDfd0lJDN2blC/fff8xiTX44jm03c7c4Klev8knTrq+/tpcFNepdjZ178MF8eW/n5M7q0mHbtqtxGKunpiv9Kue8zuuqpqr2nuowjqE9DHl72jXB+1qaqiSTNKvmVV2plx944Bopl0E1XdmW9kr74AmS5NhNNx9f5xj905PVGZ+d2a2Xzl/6YPnQL/7Yj+rs9befunX+tKne+8CJt99XPvrQ9iueo2+YJYXoIVal4idHmXxna0fb87q50qNUVcZs1m0WPIUQLMVaSimlSst+ec8994TwGtPRBPFxzMNQDg72N59CxEYxxlKGGONisYhRZSzh8UK0bdu8WnZdU0qxkENqqvSCF7zgA++7f39/uOqqq3YPL4T4JIwqLpfLWmuIZtHMLMaQJt100kp+9TVnnvrUpzxw30f60d09bDo7eIpxMp3ccvMxM82m01qz4pV70cyrSyq1lFJSjFdffaZpmnHtFszMSqmSW/A//ZP33X//A9ddd6oJm3PwrF+PFy9c/OhHPxabbfdqHoLZehxTbFOTbr11Eb+Itw9jtACAJypWaVSW9xpdg0oOxQZpT+Poq9TvffgXfu6Od95z3f7+xabud3EepmEou/XwYJpHG8J0cj60fRNzXO9P7HJMta9nD5qzF/z0SnIfUzfkSeunDm16a21X//jNq7e9dcd3m9EHD5eOH7vqu7/l0ukTWWNc77nVPrXduND0zAdT12v79P4keJqq2zlsVrX7Vze0W3e+0NazSxYemmm6arc+tpr+yjsWq8sK/U7XpmGcl8P7tg5KOZwovfWG6eSrXr29P9/6TNidem8H01/7jXkXu939a0vo1wdDLN7afc3w8GKRd9d3rI4vxvknt+aL0O92tQ/21MPFtRdDc2BjiAeNHk66aOlCM7Earyrj8Lb36Nz+tmyviX0rlbCzDqd6xTD49oqb67GqLfT6137su17/4fmxW9Y7s+yXmt26OLjm/Me+6T13v/EXf+fFP/2/Pu0Hf2jnn/0vpz7x7p344AduWenY+ob91qxbzufXLtOlFN5xffe+736dhp0zJe62h/2pnJt+p8TY684XPP/0NafWYdl76VVzY4dWhm7+s7/4W9/zAz/xrvfev5+nnz63fMtv/+HXfuN3XhzSoEkz23LVMhw0Yehs+IpXvthdJaSstipVjyXuui29plrmpYwx1rJuZ+l0NKk5mA367m/86q3JbmrP7w/3Z+uzTWo9FkrX+Lrzi13J7dg0VeZFtq42FvPqsdbGc6MSQ7GSw5XDHLLXoYza2x3kixC2hmp97fs4DEHbx69NNRxL9S9/3cuVHojzMsbFss4Pi6xbpnX/qpfcWcx7UzvvzJowzNvV8cmwk2osaS83F4Z+NW3DuM7bc337N7+hs0HjUmUIJg/mCscmT/1rf+Vvv/33PjBU7a28lz786c/8vZ/8mRinKU5ab9uc6hh2tra8X73m1S+ztcKoUEwepVhUs3K1Xp6tNqptjauc1oPNBj9RlWq6JFuGL3RODmO0AIB/y7hHlNnmE1IzNzVSM47aP3zHL/zTrXbzAWpdjD7JoZOilNQsZXWop+3UsFrN48ytWZdispg8pKXXoZR1TaXtJstyeW/uw1gOtsb3/Z///Mtf/8r9phTFRsFObzcve/aD93/0uqxgQ5KqKypISm6heBubdV67hRLs4umrT73wuWWSllKWXId26b67H/rIbSfacwfLZZNr27SrUhbNWPtZ6sJznza99UYlqVWf1Ci/755/fXWnvsjcp7lsDz4bffD+qrg49L4pnUqc9+0ibl0uq6JQbFa9bM8ny+G8hzF5qaHUmPrqZT79+P0ff+b739u+8qXV6lJBSd3RyvJQ5ZFb63EfoXYWr/jr3/fW33nHdLVulxdPKyxjPmx1eTIk91BLblPv1ZeXtnXVDRZ08aFLvn+yDpNVaWvoZ93YL+945ZdvzvFqUucK1UeFaNLx4/ZX/+r3/vUf/dtlzJKCedt0UX6wf/DLv/xrb/m135h1zcULDzcpNU0TdcKi15KDl6Cax/7Wm89+0zd9Q6meopl5PZo28KiZA3bly8ZksW109vrT/9nffNOP/Fd/d3d5MF8cH4s2kx7kUTK3Qaa6GR8++o99/u8W3IubB5MU3KJsM73B3GUKtViUNU06tphL1RRe85rX/Oh//Q8f3vOch9lsNvam6hbK8+94ettY9iqzruuGtVxyk1uQGlkd+uxuMaYQ9YN/4/t//V/95gMPXVaw1XJcLI4NpVxa9g/tf/rbv/cHn/9lt9/+nGd94lMff9/77n7woYvrEqKVlCZm0cu6m8z2Lh18wzd+ddvJx0eOVDv6hmJ6ZEdm+5ydHjaXMejf40w3ihYA8MTsyju2B3nIrtFrZ6YQdN/99aOfqEFW1VR1pXTyKAuaXJDOT2YPz9uyNds7SG1tSgjVm0mI3eryGdOkz9NamnGMZnEsYT+tzVLf9394z+zTF1c3bTWKJ4qrtlu33HLgzbQMg5VQZbLNEU2dontRLkV9ihNr09mbnq7tM7GEeVQjWV/O/+475pcPtiyGYu4lK20PHlbmpbsc6pe96K6kRlUyHS+12buU7/1YdEXfjIh5o5rcJnHxcMyr7io7tf3J4XA/+inbubheK8ZjqTsZ7cKnPnztLG7l2nhxFeVxtDg0XVgtP/T2d932ohfGWemVBqkLmxm0VhQo2se510JQWesp15x+wbOG3/zX22OTlKfFhpIPWi2DtzmMXhehadR2xxdazM7/yR8p5qjB87pOr/6Yls945StOnL1eZlKwzQFdkmpRdAV7yV13Hj82392NKSWvuYxFqqYuxTiO+dJy1U1OVC+5yGJVVZA3KYbgw7rc9ZI7r7lmYebRVL3IPm+nAvvsSHOoFtzMPK2W63Yyef3Xvu4nf/p/zw/ueSnB42brLpdXU3C7coKcuW3WsGlzytyVM3aDm7tXD3IFeRiyxlwkHW1bVz0Fa1pbbEUpm9S13dVXn7l0uN+kZGZN03jum1RuueUGSe4er+zVcGXTseCK8mZ/fz0Mpenieu0njtuLX/S8X/nV36pet+az1XrdNF1YLE7OZuv18u3vfu+7//QDOQ+XLu0e3zlVNdasyaJdrnv5ul8NL37R82695ZmSxpzbJn7e87G0mUz+uUfnHf1dPVw55Y2iBQA8qTkrK0FuHlSCpBw0ui+sahg/83tvf3YOFyaxqXWSSwllLKVa3JuWe4M/54d/4FXf8Lrx+FYp7cRTdq9BbR113yf+5fd87+S+w6fmNDlcNWGd23rdYb3Uds3Fw8XFkn/3fcduvC6randUZ4u7nvvwieOH5x5eN3mzPNuk4Mq1KtUc4ziZ7NdhTOOXfeO3anasVk2rd+Ooj3/6j372nzwtNzsHezvWXVYc136yWFpr2UwfuPr4ia//uuKhmkJUc7Cu/+L/vuEjDw5dHILW0ZepTLNi9eU03bNovvLHf6h9xV1POTb32Zb2vUmdN6muDuL+5Xf9d//Dp9/8qzfur3MosmJuoTZhf/dp9cRn/o+33Paqvzh98e25aatsM9+3KKxkLXfX44zQWp1OfezPvum7PvnAA/aeg6vHvmiUu2qJ7pPip5eNN/FDYbjUnH/pnbe9/af+4XX9ulOzUvzD4+HsG7/jpu/7Th3bUkw1hCyLshQbz71qttDccHb7O9/4DT/9k7+Y+4MQQmOxVp/N5sMwuFoPqVo75tHMrJYQrYlhGA6tji94/m1/403fKykFVR/D0dTTILcrK73K0XRuyT1UV7Q4ncq9nNqO3/bNX/93/8H/vB7G1C302ai1al6tVgvmZh5dVq1W2ywe9KMh/ZirZ5NKVbB46fJy1fdmTS45RsujW1uObU0Wc5VBTRfGdX7hC+78k7t/Nca0Xh7MujYP/WTiz3vus716MJe869q+d7fq8mrmaiRdOLebYjRXTMrF/9O/9h33fPgDf/qn904mMcXWqlahes5DUUqL1VC9NjsndoZhWBzbcvnewaUU46QdX/nyu/7zv/mmM2e6dV8m0/TIgSJ21K5BClWbg0ZcKuZRqnKTNgvOvsD7h3m0AIAnbAxXlfyR9xiLCiFaLepz/84/PHO47mMzhCaHWCyU6qh0GgAAHudJREFUYMW0lmy+c/pZz9Pps8Pxa33rai1O1ZNXLU9d1Z++WrfeeuY5zy2zncGTp+kqpFXqTEGuSdaJwffe+e7GfG2ldp7ncfLi591/29kHp9N1bPvY5pCypWxtXy3Mtg6D5WPzC/LpU852r/+qvWPtxUarxuTrj/36v9w990CsclnwaB6iWvMo1yXF9OoX6+bTl7r0UNSFKC0vf+Dn/9nJPofaVkvLJixbG6IF9zJWLbbal71CN95sZ55Stq6p11w3zk+Os53l6TO6+cbbv+Zr3KdNaYfYHTRtH5tQw/ESb9orV99zTr/wlmZ3NVFOm3d0VzFb8eb7eKriGGd7KSxecsdtf++HHn7Fc+8+vvXJrflBM23HdrFK2+twQidUpueefv32t33N8uHzuvsz62Af32nve/p1p370r9z8Yz+iE2cUTCkWs3gllBVljblp1un7v+9bXvPVL73p+hMqh8fmwXxYHl6Owc3UNO2q70NqJrN5mxTLaN5b7V9053N+8Ae+/9prd9okk2oew5Uvic32wqYSVILy0VbDJjeTBVmuZQzSf/z61x6bNrM2RC9Bxdw3qxrdisLoR7/T5h6psmw2mrJ5NVfbVve8Gbl1hXPnzo95bSF7HaJc2aPVa68/KVPbJHmYdOnO598mH1VXPhxYzU0Ib3jDV504Pm2CJVPTpFOnjptl2eCW3aoruNJq2ceoktUka6M9/ek3/vRP/f1v+5ava1JRXgcvHvLBar+qDmMZ1jna5GB3NUnd+mB/tX9he2HTtv/qV7/45//xTzz72dfFqMk0jnkt1SszLTaTMcyP8rYeXTcbw+Yauv59Vk4yRgsA+H8xWHtlGG2THuXBhz71iU+cXI/P7GdSNg9SGIP3KQxhcqhmfsPTFLY8H428JFOUzIN89txnv/y9v/Henf1ywr0qruT71nsNbQ0e42fef++Jy2VrktV0kibznWe85BXDH3z8xOHRwuzNMuski2pCbnxvcfHg4LpbXqo0k9yW6/mkyw+ef+9v/d7JOM/9UDUf1PQx1djse7td0kHR9Xe8cD2GLQtBNSUdfPRT+/d+6oyaW/eaorofa7GxLYoKpTYnzz5Vp66pYxxCCDIP3iRTkGKjdZ7f/tLrddWJfsj9ZLSwZZPLzWq30aK3tqY/fue7n3X/g/HUsaxyNP7knz9VEp/z/OQW2nR811ezl951289ce/fP/pO9ez528O73zc7vt1b7FD6SFidvPvuM7/1LJ2+/+Y9++L89EU5dvP2q4696wa2vfNnk5a/McZFqqk3x8Nn9seRuKclLKT6WePJY99P/04/8mz963y/8wi/9/u+/88D2Z7P5ar0bYjtm7yZt29Tl6uJEfZPCjWdv+Mq/8LI3fN2rb3vWU8c+T7pkqhaDezWp5sHLum2iLI9ljAoKOY+rzeYBY6lhOIzTxTiMZ2/Y/uH/4k0/8fd/cu9gXdXIwiNndTVN2LzGYMFrMc9trH1Zbs41iFZqGIKNtSiZTNrf3x/zyqVgQbVMQlXtz15/VS2Se63urqffcsuis1Xu1bjVdWP+xjd+U8mjglfTtG13ji1MDwZb29HrKC4fh6Nn1zH3KYWax6ffeva/+Ts/esfzvuyXf+m37777IxbHde6DN02YqY3Ky+0u2LA/i2vXeMcznvK1r/+P3vD1Xzmshtm09VplHqJd+e6x2cTus5vXeR2DZfMabZL7VZdSDApe4xf61UHRAgD+jJS1IgWTRakoSaGU/Ut7D93zoU+v+9o2Fo7lkMc0rppx2dZ1ssuzRfus23T18Zw0JoVSJeUQRslN7aSZv+TF/a//5kfGD0/Xrm6ylO1fdXhsP0+X3i+mHzw8d/Kt77j2q75aXaxSWoVnv/Qr/uBX33nvp+6rCpLC5qilGoZxWHVte/L4eMNpu+suW+rYzNRNlOsD9374U+fOnWnacGLnXK7Lxg7aNET5crh+tylnr3vKbc+b2EJ96KxUy+//wAc+GsvuTvPMvWPrVC/M6qodN8N7D7fxzG23aHue07RIy16LVNXFLC2l1DVhe7F30w3DelzHeuB10Sw+Ey8ftqvTy26w9nCuxbnPnNHTjoJNllxTbqzHE8xaV5BGmx5KftOtd/ytH9F+1ns+pLe98xMf+8hhUyZf/sJbn/PST3783p/9uV/6iqtufdZf+g59513l6p2s7pymO6uofdWdUK98Bh025aci85jMFKpUvbz8rttf8qLbL19eves9/+atb/29ez/40Uu7+7t7h007OX7i1HQ6fc2Xv+qlL7vrhhvObG8rmORqu3TUZSFKWh+ojT7rwuHqoMq6yXwc+2h5Pj0+DssUFhaihc5rabq2Vn3rN7/u8qWL//3/+I+iclXYdF7q6rnzDxxbnO1iVJWq1dKn5LmOIYbkFkx53Nuat/2qTObx4GA8f+5B1VUINVgT69g1ITZ1a6tdLZeT2cyi1cHP3nDdq175wj+5+4PnHrpw5tT2zTfedMstZ4N5jGnZDzHqxXfe8f733h1k1cagsFmhte7XXmVBVt2kGFw+zibNd73xdW/42td96IMP/NzP/9SFC5c+eO9Hzj100WtIoZ227TOf+dTXvvYv3PnC5z372U+ZTlM2mapUQ3DJY4xX/h2OitYsSFquxjZpmrzmYTrt+j5H5fXhauv6k3uXNDn9BX2z+tztsgEA+JxBM0karZg8KagEmcagplbtXtZ73qv9ta46rlAUR4W8Wd9RBovzk7r1NrVJQUM/tqGqiYcxDdJCpVmt+z/+ky67qnLbpRMn+uZc+8DKctA0XOh08rbnZ3WXUyrSTum7h3frhz8YunQ0RLt5YR5koZbcW9a8a68705+8oUpSncjD+XP5ox9ta9AwyqpaqbUcFWIMD1Z1s/yCp/fTbt63HvJek+O5hxaful9t0IWsWNUWxbopDFnMO8fTrc9QaMqo6FJYS0kh7gULqoth1Ac/pQsXNY0ezCbzMu7GfKhlo95zp9Vzb1kfP5kUt0sMoympT+q4ux6jbuZXFklaNtqXotaneteha7nWeKjj7e7Ose3RdLAad5fNsKNG/Q2lpDDxZmXdvJcuazhTpBiOdgqQrJpGl0upKvmVxUebJwyXLu6udranQ9ZYZEFtI0nq1baSaVh701oKurKWqV4ZUU7nz60fvrg739pZ9+XgcDWddbWuV4eXn/+8W8o4ehknEy9ZMU1LDTI99NDq0u6hKz4SXuvx0nNuuzlKPnoyy9KHP/3w6BqLomJbghXL86WGfPstZzfLp87vrh+8cKlYksdYm1RiXy62W/lpN95UDoe2ayXVoAcurLaOTzfTJMalFrM8jjk1k1rlQe9//8dTO3UlV+MeN6stz8zX11x7UlLxrFBcZkquUKosKI/qGpWiy5eGYVnMQtd1p06oH9R1m1b19fqgm04/OyT7yHPxlR8uuSvnElK874HLTTsNoev7PI7jsXmnKs/56jOtfUGzcihaAMATF23ROtWs0srbEsdl9SbGxqNLe/sa8+rMoqq6qlQa1SBLOVpOqlEeaxeVh6CqFMfYrE0mj+pjHapqDd1lt9G6UcPVeb1wLZu8p7hV2uTtfkq9dFXNbd/n1odoVcpS1eYUzs0Ht7GXV8Wl8omhC02QVfcSyxBLbUKSq8bSx7yUF9XqfvWqkeL+bDqonjxwTeIy5V51Jo2eowVtpkHqaGehsc9dmoQSQ2i9uMysLhWbEtLmJQXlmFdmpcRmX2lQkzQeV7bBTaYUd4O7UqewqMFGU5RHJh48btF6OPo3NiWto1a5TIJ1uSraGMoy1JWUhrFrt9zLsf0QVPa38rwqLKNSk1tpUJ4OUW30zfojKbgsVxVXlBqTau5jjO7KOafUjLlYiBbMN1MVQvCq6C4zuWKoriqvIRzNYtjsvTaO2pyk5aYQzIPGUU2jILmXYLWWUUGmGEKTRzcLMRwtktrMF3Up11xKmTRtKAqyIuWobNJmFzxXyDoM4zQ0luWlhBhGr9aGzdTUpioW9RoHjdM0STWoSqOXpnoTB1eQvHrIteu8FDdL7ia5BdsE/ebV+OY11RwsVq8xWS5jk5pSXWa1WojmLss1xiCpluruwYIFk6lWL2WIURYt2KP2MrPP/4lKqcHCmGtIYXPucIjq13XShjKMTUpj9m7yhSQtRQsAeOJBs6xl62sNjepWCRqbPBbbarJkJbdBykkmRflmJ01XHcdiyikurS6VG/lcjZQ2G/M0kvI6RivLw9jNFVrJzgedHGVFpe3XIczHoHVU3JweX9Sv1DXabEQbNttnytxUbNPSdRzCrNNm58s6SlJqjsbfJAV5qsXGqrwq2t6LGq2e6EKUlq5S1HqOdZWtVdNOzao0SC4l5aTB1EoaxtTGQ/mh/ITqvtoqzasmVW4a4pBUYg7yRjGMQSZlaVCtMlOdyFrJikmmoGJi967He4AaTKMUVBrVdPRPELSWRvlY1p2FY8PhftNcitNG6eosX40Xt/J28baPUlrP4kqaaZ3UxhKOdguIrpCL6qYSgx9Nrh37vmkabc4DS0mS1ywzO3raSKWMpY45D9NJZ3Zl61mP8iBpuXd5Op1a021SrRS3aDnnttG6X3VtdM81TN1Vc2mbiT3ylCjJNlsZqMilGBXyQUkpqlGJyiqummTRkxXllM3DsL+epomSqanFiquYQvRGJWTLNXp0s95CiKoqKXvyg2E5b2el1EnoqoZgTckmKZhyzk2bZKN889Vr0maEfDOpV6XUEIJL1XOKcbU+iCkkn4YQLGzWN5pUXVqPfXVLKaWQpBA9b2ZmHH3tPfI3fmR426/UraluJjlIpYwxBrmXYS1XnCy+gPuHebQAgD+rMqqsSEnV5VYsxXaQDqUcY5KdyHJTLZIUN5tbpiaYzDxJE0WXslKSGqmtUpWGokmKk6nGUbkqTGedbJSyzJJ1rvFoiwW1Wqeopmv6Gse6Gd2socpDLC5rNLpiCNZpkOKoaApBCnXUuFLXarPdrBVL0SUFm6kzdTrsxzpvtieuiwfyWCftYtJarwPXpCgNUpGi6kSj1ElRjXJVGtcapIVLVUpV6mWN1pZjyIshSEFVKQcbFRcKKbjUeAz1yht71GhHbYXHyFl9UQpRjUljUpFMS9Vk4UScpl7K/axJg5Jq9aVi1zSKF2PZmtWpapEHJcmD6ubf4pGI/Jyu2twV1nQTVdUxx6ZVHhXMLMhctXitbkVe2ya2Teeea1UI7ef+HrNjc8m8Dl49pDZGq3VskkneJNUyxJSqoqxabB7ZikuqUpUXmUvVFfb2DyZx2sVWm/N1owWVrEFKm/0AlquDxWQ+XcxUJbnnUU2WiinIXd4MpU8x5exdmGxeXQxWVOZtMuUuplqGqmrB42bVlatJST4enRFck7yRgody+fIFU7O9vZNicJdJISYpTyetVDybhc3TpFeVsQ4hxKZpq6xK61pjCFGbGUH6M3YtKMOgzXnEyXIeUwpex75fd7NpbK9sIcwYLQDgSatZ11A0pDqqb1RmbrGPHrqcbNdLjpJ03OvmvWtzNsHRSuYgt+pRq9Kn2EbFIIVy5a0quEKtnt1iUPRqRWo2G+FHDVKS0iiZctKBXPKu1qniZp+ko62A3JPMx2IxqriCDakWL8GiZC6LVybuhc/uLVCrB1+VOImrqEHq5O04hiaNCv2guWmvUStNNhVvqlFuilmqkmdPtY+alHaMcqkdpSIlrVN1la56UCpmwxA7j2ZSUE0qm72RXJuf5eQl1E4NN9hjx2irxqwghW4zPOvmjdZSkLoqrat8Xbs4pDZVS6M05OVW2NPYyGay9ujQqRwVrT6yn4Ar1HoUo8FcVq98DL75uN0e2VPWH0lg982cba+12NHAbdjsI3s0Y2AznHwUU48MOtZSxqZJktcyepx7rSEEr0XuwWRmm9mkmx+bWyO4yTUsx3bWeHBXqSpBFjzIrQY3N6smC9Lm77KZmSHzqBqLVQVTVajRzGRylVyHkEL1miyZB9mmUK2WzV+whLhZ9rk5NyxIVlVCiJKV4lIIps3AdPVs5qWOyWYu1VpkHo6urmd3yYIlyaqr3TxEbi6HfTZO7XOeLby6BRvzmFI0Uyl5M5lBctWqEKQvZL9mihYA8MSDZlJRkQapBoWkZlzXJiRrgmzItU+Bz/oerVd0pZRrCikHna/jLDRzKfauWtS4JxlFCzypKFoAwBNwaZRiVRyLalY0peQhZGkYtD5QGbU14zo9Wu1Vi/YHtXPF0E+CT2dJIW3GepOGoJZDFoAnFc/WAIAntokwhRhjr7Cu9ZhbuLj3x//oZx7+v37nmjH3I4v2H63RwXYYJ2NzfqznF9Onvul7zn7j69Q2NSaPaTD1X9inqgAoWgDAvzPblFeQhSJl6SDnY6Wq2qn7Hp796UduXO6vI0X7aJe7w6WWNnRmnbbn+eCi4jDIeotRCuQsQNECAL5oqrROmkib5ccmbbetrUYpbJU6GQdpudSKC/Uo+50dtEHrkK0Zp7G3QbGuVEfVqdS6gotJBwBFCwD4IhXtniRp6gpSIy1dNSiqv9Tmw3ZoR5WW95FHO75srjloJ6XNddoOaXEw0ZCm7aZji105ERQARQsA+A/OpE5qXZZlrjZp7SpdatL6w2ea+65LD5d5d473kce8s/Y6MXYnNenVXlznrTpVnTQKncJEbl5UJfaIAJ7c71fsdQAAeFwueVXIruKSqbFl1Gh1otXqgU/WBz857Q8b3cyFepTdpgyhbg911mxdzuv+5uv81FVVYVs+z9LocmlG0QIULQDgi5O0o6QqFZkUwyqEKo/KNi5TWcZYl831XKdHF60Oq8qOpLFYs7goZTWddMLVjVemJLM6DHhS8YwIAHhiJkUpVFctisFrV1JQq2oqUbXMKivDHm029pI0BJWgWU2p1q4Jm0OATaXR2jTnMgEULQDgi8BNQ6NBPqpItZEvrLHBtZ8/8ba3P/DBe+vB3lY84EI9+ikgxPXF/dn2qcOqYdo85dWvvO6Fd0pHxyvsmS6JuRoARQsA+OKUmdRKrQezyVIhVdlauRtT3N3//Tef+t9+uSn7UZEL9ejrVos3QaOfKM3Ds8lweqKXPatoGjysTAv3433WhFNwgScTG+IBAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAACAJ5a4BACAx+duvasGmc2SVo3OzeqOD7p4aerL1WS46lJ2HXvULwqfP1bicpd/SV22B3f2LtVLT7Xt88t88fjMZs0gzxpnpZ31ps4OJ82cuwugaAEAX4ygNdVWocqkGlSlVsHHKus0yEoKah9c7HGhHqXk4dqxXYwKmpUyaQ9z64oW5FJQMY1cI4CiBQB8kYpWOgi1C6GRXDKpkYKi0nyozaVRC8WtYf9Rv6rW+rn/a2Zm9iV13UKcXtWcVl9Ms/HyMMmdcozJ5KagEihagKIFAHwRi/Yo0VzVFKUiuQfFZji2tTx18vCwbO33jy5a//yilZm+tIp2N8fDcZgrLGUPlTzvOlmQwpfYZQAoWgDA/w8Eae6Kxa1alCypSNY0Cuv5S+48nmI+HPZSfuyvelQW+5fYdcumUENexuTppmOzY8++OcdUzNogK0quGWkLPNnM3bkKAIDH4a6xqERV28w52C21NGUeY+dZ/ahcxsXsMUX7pb4yLNRVrIOWppI0bQ47620Spa2qkKUgRTFeCzy5GKMFAPzb2FGczidhpTBIstR1UkoD7yOPUUIXg82OBfPoFgfFIsVHxqpdqlLkOgFP6ncpxmgBAI/L5dlrrBb8aJ1+jUermqIUq1t1BfY1f7TeSjFvZUFWZb3MpUZqq6xIJhlFC1C0AIAviiLtqrZSqxAfaTC/MspYJJcmLNx/7IULqlG6Eq/22UeEzf+6MekAeJLxaREA4M8QXLWqBqkerfoyuR3lmkueuUaPVpNKPJpO/LmjRkEKRw8CvPsCTy7GaAEAj8+l7DJ5UJXczF1ymSseRa0rqXChHlO05hbKlbHYWGVVkjyqhKPr1XGVgCcVT4kAgMdnrmYzpyC4gstUpVFe5NW8KsjUMSH0sYKq1F8Zi51FJTuaclC5OMB/qO9XjNECAADgz/eDJAAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAwP/XkqTlenjW1/041wIAAAB/7nziLT9m7s6FAAAAwJ9fzDoAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAIoWAAAA+PPMbvya/5KrAAAAgD+//h/0pZuOs0pD5AAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">182<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc5 sc0 ls0 ws0">Pracownicy jako kluczowa <span class="ff1">wartość firmy.</span> </div><div class="t m0 x1 h2 y7 ff2 fs0 fc1 sc0 ls0 ws0">Realizacji tego kierunku przypisano w Strategii <span class="ff1">cele, do których Grupa zalicza: </span> </div><div class="t m0 xa h11 y14 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Tworzenie <span class="_ _1"></span>organizacji wolne<span class="_ _1"></span>j o<span class="_ _1"></span>d dyskryminacji, <span class="_ _1"></span>prowadzącej <span class="_ _1"></span>działania <span class="_ _1"></span>z <span class="_ _1"></span>zakresu <span class="_ _1"></span>wł<span class="_ _1"></span>ączenia, różnorodności, </span></span></div><div class="t m0 xc h2 y11a ff1 fs0 fc1 sc0 ls0 ws0">etyki na rzecz pracowników.<span class="ff2"> </span></div><div class="t m0 xa h11 y11b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dążenie do wyeliminowania luki p<span class="_ _0"></span>łacowej między kobietami a mężczyznami.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y794 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Kultura organizacyjna firmy budowana w oparciu o wspólne wartości <span class="ff2">Grupy oraz work-life balance. </span></span></span></div><div class="t m0 xa h11 y795 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Bezpieczne i ergonomiczne środowisko pracy wspierają<span class="_ _0"></span>ce rozwój pracowników.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y753 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zaangażowanie pracowników w procesy decyzyjne Grupy<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y11f ff2 fs0 fc5 sc0 ls0 ws0">Ambicje Grupy UNIMOT w 2029 roku <span class="ff1">(w długim horyzoncie czasowym)</span> w obszarze p<span class="ff1">racownicy właśni</span> </div></div><div class="c x1 ye54 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-5<span class="lsc">   <span class="ls1b">MDR</span></span>-T </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y4da ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xa h11 y21 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Osiągnięcie <span class="_ _5"> </span>równow<span class="_ _1"></span>agi <span class="_ _4"></span>wynagrodzeń <span class="_ _b"> </span>między <span class="_ _5"> </span>kobietami <span class="_ _5"> </span>i<span class="_ _1"></span> <span class="_ _5"> </span>mężczyznami <span class="_ _5"> </span>na<span class="_ _1"></span> <span class="_ _5"> </span>podobnych <span class="_ _5"> </span>stanowis<span class="_ _1"></span>kach <span class="_ _5"> </span>i <span class="_ _5"> </span>w </span></span></div><div class="t m0 xc h2 y1169 ff2 fs0 fc1 sc0 ls0 ws0">analogicznych zakresach <span class="ff1">odpowiedzialności.</span> </div><div class="t m0 xa h11 y116a ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Średnia liczba niewykorzystanych dni urlop<span class="_ _0"></span>u na osobę na koniec roku<span class="_ _1"></span><span class="ff2">: 5 dni. </span></span></span></div><div class="t m0 xa h11 y116b ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Równy dostęp do awansów.<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ya6c ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">100% pracowników zaznajomionych <span class="_ _1"></span>i utożsamiających się <span class="_ _1"></span>z wartościami firmy w<span class="_ _1"></span> zakresie <span class="_ _1"></span>etyki, włączenia, </span></span></div><div class="t m0 xc h2 y116c ff1 fs0 fc1 sc0 ls0 ws0">poszanowania praw człowieka.<span class="ff2"> </span></div><div class="t m0 xa h11 y116d ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">0 śmiertelnych i ciężkich wypadków przy pracy.<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y116e ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Wzrost <span class="_ _a"></span>o <span class="_ _a"></span>5<span class="ff1">% <span class="_ _a"></span>liczby <span class="_ _a"></span>godzin <span class="_ _a"></span>sz<span class="_ _1"></span>koleniowych <span class="_ _a"></span>przypadających <span class="_ _a"></span>na <span class="_ _a"></span>pracownika <span class="_ _a"></span>w <span class="_ _a"></span>stosunku <span class="_ _a"></span>do <span class="_ _a"></span>ro<span class="_ _1"></span>ku <span class="_ _a"></span>bazowego </span></span></span></div><div class="t m0 xc h2 y116f ff2 fs0 fc1 sc0 ls1 ws0">2024.<span class="ls0"> </span></div><div class="t m0 xa h11 y3b7 ff2 fs0 fc5 sc0 ls1 ws0">7.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Kontynuacja <span class="ff1">projektów z zakresu równości, różnorodności i włączenia <span class="_ _0"></span>realizowanych w Grupie UNIMOT.<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y1170 ff2 fs0 fc5 sc0 ls1 ws0">8.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Wdrożenie i realizacja planu komunikacji wewnętrznej anga<span class="_ _8"></span>ż<span class="_ _1"></span>ującej pracowników w istotnych kwestiach.<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 y1171 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hf yd2e ff2 fs1 fc7 sc0 ls0 ws0">3.1.1.<span class="ff5"> <span class="_ _d"> </span><span class="ff1">Zarządzanie kapitałem ludzkim<span class="_ _8"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y1148 ff1 fs0 fc1 sc0 ls0 ws0">Wszystkie <span class="_ _c"> </span>os<span class="_ _1"></span>oby <span class="_ _c"> </span>będące <span class="_ _c"> </span>wł<span class="_ _1"></span>asnymi <span class="_ _c"> </span>zasobami <span class="_ _c"> </span>pracowniczy<span class="_ _1"></span>mi <span class="_ _c"> </span>Grupy <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span>–<span class="ff2"> <span class="_ _c"> </span>cz<span class="_ _1"></span>yli <span class="_ _c"> </span>pracow<span class="_ _1"></span>nicy <span class="_ _c"> </span>zatrudnieni <span class="_ _c"> </span>na </span></div><div class="t m0 x1 h2 y23f ff1 fs0 fc1 sc0 ls0 ws0">podstawie <span class="_ _8"></span>umów o <span class="_ _8"></span>pracę, <span class="_ _8"></span>umó<span class="_ _1"></span>w <span class="_ _8"></span>c<span class="_ _1"></span>ywilnoprawnych <span class="_ _8"></span>oraz <span class="_ _8"></span>o<span class="_ _1"></span>soby <span class="_ _8"></span>współ<span class="_ _1"></span>pracujące <span class="_ _8"></span>w <span class="_ _8"></span>s<span class="_ _1"></span>posób <span class="_ _8"></span>stały, nad <span class="_ _8"></span>którymi <span class="_ _8"></span>jednos<span class="_ _1"></span>tka </div><div class="t m0 x1 h2 ye10 ff1 fs0 fc1 sc0 ls0 ws0">sprawuje <span class="_ _1"></span>kontrolę<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>i <span class="_ _1"></span>które <span class="_ _1"></span>są <span class="_ _1"></span>o<span class="_ _1"></span>bjęte <span class="_ _1"></span>jej <span class="_ _1"></span>wpływe<span class="_ _1"></span>m <span class="_ _1"></span>–<span class="ff2"> <span class="_ _6"></span></span>zostały <span class="_ _1"></span>objęte <span class="_ _1"></span>zakrese<span class="_ _1"></span>m <span class="_ _1"></span>analizy <span class="_ _1"></span>i <span class="_ _1"></span>ujawnienia <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>ramach <span class="_ _1"></span>procesu </div><div class="t m0 x1 h2 y1172 ff1 fs0 fc1 sc0 ls0 ws0">identyfikacji istotnych wpływów, ryzyk i <span class="_ _8"></span>s<span class="_ _1"></span>zans (IRO).<span class="ff2"> </span></div><div class="t m0 x1 h2 y1173 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>je<span class="_ _1"></span>st <span class="_ _1"></span>pracodawc<span class="_ _1"></span>ą <span class="_ _1"></span>dla <span class="_ _6"></span><span class="ff2">1 <span class="_ _6"></span>1<span class="ls1">17</span> <span class="_ _6"></span></span>os<span class="_ _1"></span>ób. <span class="_ _1"></span>Rozpiętoś<span class="_ _1"></span>ć <span class="_ _1"></span>działalności <span class="_ _6"></span>biznesowej <span class="_ _6"></span>Grupy, <span class="_ _6"></span>zarówno <span class="_ _6"></span>geograficzna, </div><div class="t m0 x1 h2 y41c ff1 fs0 fc1 sc0 ls0 ws0">jak <span class="_ _c"> </span>i <span class="_ _b"> </span>je<span class="_ _1"></span>j <span class="_ _b"> </span>o<span class="_ _1"></span>bszarów <span class="_ _b"> </span>kom<span class="_ _1"></span>petencyjnych, <span class="_ _c"> </span>istotnie <span class="_ _c"> </span>wpływa <span class="_ _b"> </span>na<span class="_ _1"></span> <span class="_ _c"> </span>złożoność <span class="_ _c"> </span>procesu <span class="_ _c"> </span>zarządzania <span class="_ _c"> </span>kapitałem <span class="_ _b"> </span>ludzkim.<span class="_ _1"></span> <span class="_ _b"> </span>W </div><div class="t m0 x1 h2 y1174 ff1 fs0 fc1 sc0 ls0 ws0">zależności  od  miejsca <span class="_ _9"> </span>pracy  pracownika,  zarządzanie  kapitałem  ludzkim  i <span class="_ _9"> </span>organiz<span class="_ _1"></span>acja  polityki  personalnej  są </div><div class="t m0 x1 h2 y1175 ff1 fs0 fc1 sc0 ls0 ws0">odpowiednio <span class="_ _7"></span>dostosowywane <span class="_ _8"></span>pod <span class="_ _7"></span>kątem <span class="_ _7"></span>szkoleń <span class="_ _8"></span>i <span class="_ _7"></span>rozwoju, <span class="_ _8"></span>poprawy <span class="_ _7"></span>przepływu <span class="_ _7"></span>informacji, <span class="_ _8"></span>możliwości <span class="_ _8"></span>rozwoju <span class="_ _7"></span>kariery </div><div class="t m0 x1 h2 y1176 ff1 fs0 fc1 sc0 ls0 ws0">zawodowej <span class="_ _d"> </span>oraz <span class="_ _d"> </span>zapewnienia <span class="_ _d"> </span>konkurencyjnych <span class="_ _d"> </span>warunków <span class="_ _d"> </span>pracy. <span class="_ _d"> </span>Niezwykle <span class="_ _d"> </span>ważne<span class="_ _1"></span> <span class="_ _d"> </span>je<span class="_ _1"></span>st <span class="_ _d"> </span>również <span class="_ _d"> </span>zacho<span class="_ _1"></span>wanie </div><div class="t m0 x1 h2 y1177 ff1 fs0 fc1 sc0 ls0 ws0">standardów <span class="_ _d"> </span>w <span class="_ _19"> </span>zakres<span class="_ _1"></span>ie <span class="_ _19"> </span>przestrzegania <span class="_ _d"> </span>we <span class="_ _19"> </span>wszystkich <span class="_ _19"> </span>spółkach <span class="_ _19"> </span>Grupy <span class="_ _19"> </span>UNIMOT <span class="_ _19"> </span>zasad <span class="_ _d"> </span>etyki, <span class="_ _19"> </span>poszanowania </div><div class="t m0 x1 h2 y1178 ff1 fs0 fc1 sc0 ls0 ws0">różnorodności <span class="_ _1"></span>oraz <span class="_ _1"></span>przeciwdziałania <span class="_ _1"></span>mobbingowi <span class="_ _1"></span>i <span class="_ _1"></span>dyskryminacji<span class="_ _1"></span>, <span class="_ _1"></span>a <span class="_ _1"></span>także <span class="_ _1"></span>zapewnie<span class="_ _1"></span>nia od<span class="_ _1"></span>powiednich <span class="_ _1"></span>mechanizmów </div><div class="t m0 x1 h2 y521 ff1 fs0 fc1 sc0 ls0 ws0">w sytuacjach, w których dobre praktyki w tym zakresie nie są przestrzegane<span class="ff2 ls2">. <span class="ls0"> </span></span></div><div class="t m0 x1 h2 ydbc ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>d<span class="_ _1"></span>ąży <span class="_ _6"></span>do <span class="_ _6"></span>te<span class="_ _1"></span>go, <span class="_ _6"></span>by <span class="_ _6"></span>zarządzanie <span class="_ _a"></span>kapitałem <span class="_ _6"></span>ludzkim <span class="_ _6"></span>o<span class="_ _1"></span>pierało <span class="_ _6"></span>się <span class="_ _a"></span>na <span class="_ _6"></span>wspólnie <span class="_ _a"></span>wypracowanych <span class="_ _6"></span>w <span class="_ _6"></span>2024 </div><div class="t m0 x1 h2 yd54 ff1 fs0 fc1 sc0 ls0 ws0">roku wartościach korporacyjnych, do których zalicza się: <span class="ff2"> </span></div><div class="t m0 xa h11 y1179 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wiarygodność –<span class="ff2"> </span>budujemy najwyższe standardy zarządzania, etyki biznesu i tra<span class="_ _0"></span>nsparentności,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y117a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">współpraca –<span class="ff2"> </span>tworzymy atmosferę opartą na wzajemnym zaufaniu, szacunku oraz <span class="_ _0"></span>trosce o dobro naszych </span></span></div><div class="t m0 xc h2 yf0 ff1 fs0 fc1 sc0 ls0 ws0">pracowników i partnerów biznesowych,<span class="ff2"> </span></div><div class="t m0 xa h11 yda1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">odpowiedzialność –<span class="ff2"> </span>spełniamy najwyższe standardy rynkowe i pra<span class="_ _8"></span>c<span class="_ _1"></span>ujemy na rzecz dobra wspólne<span class="_ _1"></span>go,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y117b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">profesjonalizm <span class="ff1">–</span> <span class="ff1">dostarczamy najwyższej jakości towary i usługi, kładąc na<span class="_ _0"></span>cisk na ciągły rozwój </span></span></span></div><div class="t m0 xc h2 yf7a ff1 fs0 fc1 sc0 ls0 ws0">kompetencji oraz zaangażowania p<span class="_ _0"></span>racowników, <span class="ff2"> </span></div><div class="t m0 xa h11 ya2d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">elastyczność –<span class="ff2"> </span>dostosowujemy nasze działania do <span class="_ _0"></span>szybko zmieniających się warunków rynkowych;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y117c ff1 fs0 fc1 sc0 ls0 ws0">a także  wzajemnym szacunku, równych szansach zatrudnienia, rozwoju i a<span class="_ _0"></span>wansu oraz dbaniu o różnorodność </div><div class="t m0 x1 h2 y117d ff1 fs0 fc1 sc0 ls0 ws0">zespołów.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfb7" class="pf w0 h0" ><div class="pc pcb7 w0 h0"><img class="bi x9 y117e w9 h1d5" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">183<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0">Podejmowanie działań dotyczących istotnych oddziaływań <span class="_ _0"></span>na własnych pracowników<span class="ff2"> </span></div></div><div class="c x1 y117f w3a h1d6"><div class="t m0 xb h2 y86f ff2 fs0 fc5 sc0 ls0 ws0">SBM-3    S1-4<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1d5 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>dąży <span class="_ _1"></span>do <span class="_ _1"></span>pozyt<span class="_ _1"></span>ywnego <span class="_ _1"></span>oddziaływania na <span class="_ _6"></span>pracowników <span class="_ _1"></span>własnych <span class="_ _1"></span>poprzez <span class="_ _1"></span>zarządzanie <span class="_ _1"></span>zagadnieniami </div><div class="t m0 x1 h2 yd05 ff2 fs0 fc1 sc0 ls0 ws0">z z<span class="_ _0"></span>akresu: <span class="ff1">zapewnienia <span class="_ _8"></span>miejsc<span class="_ _1"></span> <span class="_ _8"></span>pracy opartych <span class="_ _8"></span>na<span class="_ _1"></span> z<span class="_ _0"></span>asadach różnorodności <span class="_ _8"></span>i równości<span class="_ _1"></span><span class="ff2 ls2">, <span class="_ _0"></span><span class="ff1 ls0">również <span class="_ _8"></span>w<span class="_ _1"></span> stosunku <span class="_ _8"></span>do awansu </span></span></span></div><div class="t m0 x1 h2 y1180 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _9"> </span>wynagrodzeń,  aktywnego  zarządza<span class="_ _0"></span>nia  czasem  p<span class="_ _8"></span>racy,<span class="_ _1"></span>  <span class="ff2">prewencji  w <span class="_ _9"> </span>ramach  </span>wskaźników  bezp<span class="_ _0"></span>ieczeństwa<span class="_ _1"></span><span class="ff2">  ora<span class="_ _0"></span>z </span></div><div class="t m0 x1 h2 y1181 ff2 fs0 fc1 sc0 ls0 ws0">budowania  kultury<span class="_ _1"></span> <span class="_ _e"> </span>korporacyjnej <span class="_ _e"> </span>opartej  na<span class="_ _1"></span> <span class="_ _e"> </span>etyce, <span class="_ _e"> </span><span class="ff1">szacunku, <span class="_ _e"> </span>dialogu <span class="_ _e"> </span>i <span class="_ _e"> </span>transparentności. <span class="_ _e"> </span>Prowadzi <span class="_ _e"> </span>działania </span></div><div class="t m0 x1 h2 y1182 ff1 fs0 fc1 sc0 ls0 ws0">zmierzające <span class="_ _1"></span>do<span class="ff2"> <span class="_ _1"></span></span>kształtowania <span class="_ _1"></span>odpowiedzialnych <span class="_ _1"></span>postaw <span class="_ _1"></span>i <span class="_ _1"></span>rozwo<span class="_ _1"></span>ju <span class="_ _1"></span>kultury zgodnośc<span class="_ _1"></span>i, <span class="_ _1"></span>a t<span class="_ _1"></span>akże <span class="_ _1"></span>zapewnia me<span class="_ _1"></span>chanizm<span class="_ _1"></span><span class="ff2 ls4b">y </span></div><div class="t m0 x1 h2 yc0e ff1 fs0 fc1 sc0 ls0 ws0">zgłaszania (również anonimowego) skarg <span class="_ _0"></span>i naruszeń<span class="_ _1"></span><span class="ff2"> </span>oraz ochronę osób zg<span class="_ _0"></span>łaszających<span class="ff2 ls2">. <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y1183 ff1 fs0 fc1 sc0 ls0 ws0">Grupa monitoruje <span class="_ _1"></span>skuteczność <span class="_ _1"></span>prowadzonych działań <span class="_ _1"></span>oraz <span class="_ _1"></span>analizuje, czy <span class="_ _1"></span>stosowane <span class="_ _1"></span>praktyki nie <span class="_ _1"></span>przyczyniają s<span class="_ _1"></span>ię <span class="_ _6"></span><span class="ff2">do </span></div><div class="t m0 x1 h2 y1184 ff1 fs0 fc1 sc0 ls0 ws0">negatywnych oddziaływań na własnych pracowników.  <span class="ff2"> </span></div><div class="t m0 x1 h2 y1185 ff1 fs0 fc1 sc0 ls0 ws0">Istotne <span class="_ _8"></span>wpływy, <span class="_ _7"></span>ryzyka <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _7"></span>szanse <span class="_ _8"></span>związane <span class="_ _8"></span>z <span class="_ _7"></span>obszarem <span class="_ _8"></span>pracowniczym <span class="_ _8"></span>zostały <span class="_ _7"></span>o<span class="_ _1"></span>kreślone <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>ramach <span class="_ _7"></span>s<span class="_ _1"></span>ystemu <span class="_ _7"></span>zarządzania </div><div class="t m0 x1 h2 y1186 ff1 fs0 fc1 sc0 ls0 ws0">ryzykiem <span class="_ _9"> </span>obowiązującym <span class="_ _9"> </span>w  Grup<span class="_ _8"></span>ie<span class="_ _1"></span> <span class="_ _9"> </span>UNIMOT. <span class="_ _9"> </span>Wymienione <span class="_ _9"> </span>tam <span class="_ _9"> </span>ryzyka  wynik<span class="_ _0"></span>ają <span class="_ _9"> </span>z  mod<span class="_ _0"></span>elu <span class="_ _9"> </span>biznesowego  i <span class="_ _c"> </span>były </div><div class="t m0 x1 h2 yef9 ff1 fs0 fc1 sc0 ls0 ws0">uwzględniane przy  tworzeniu założeń do Strat<span class="ff2">egii Grupy UNIMOT na lata 2024-2028.  </span></div><div class="t m0 x1 h2 ye21 ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _f"> </span>podstawie <span class="_ _f"> </span>przeprowadzonego <span class="_ _f"> </span>w <span class="_ _f"> </span>2024 <span class="_ _f"> </span>roku <span class="_ _f"> </span>badania <span class="_ _f"> </span>podwójnej <span class="_ _f"> </span>istotności<span class="_ _1"></span><span class="ff2">, <span class="_ _f"> </span>Grupa <span class="_ _f"> </span>UNIMOT <span class="_ _f"> </span>ponownie </span></div><div class="t m0 x1 h2 y1140 ff1 fs0 fc1 sc0 ls0 ws0">przeanalizowała <span class="_ _a"></span>potenc<span class="_ _1"></span>jalne <span class="_ _a"></span>ryzyka <span class="_ _4"></span>i <span class="_ _4"></span>szanse <span class="_ _4"></span>w <span class="_ _4"></span>obszarze <span class="_ _4"></span>pracowników. <span class="_ _4"> </span>Opisany <span class="_ _4"></span>powyżej <span class="_ _4"></span>proces <span class="_ _4"> </span>przedstawiono <span class="_ _4"></span>w </div><div class="t m0 x1 h2 y1141 ff1 fs0 fc1 sc0 ls0 ws0">części 1.6.3 niniejszego Sprawozdania. <span class="ff2"> </span></div><div class="t m0 x1 h2 y10c2 ff1 fs0 fc1 sc0 ls0 ws0">W badaniu <span class="_ _1"></span>podwójnej istotno<span class="_ _1"></span>ści, Grupa<span class="ff2"> <span class="_ _1"></span>nie <span class="_ _1"></span></span>zidentyfikowała <span class="_ _1"></span>wśród pracowników <span class="_ _1"></span>własnych <span class="_ _1"></span>grup<span class="ff2">y</span>, <span class="_ _1"></span>która jest <span class="_ _1"></span>bardziej </div><div class="t m0 x1 h2 yc90 ff1 fs0 fc1 sc0 ls0 ws0">narażona <span class="_ _1"></span>na <span class="_ _1"></span>ryzyko, <span class="_ _1"></span>niż <span class="_ _1"></span>inne<span class="_ _1"></span><span class="ff2">. <span class="_ _1"></span></span>W <span class="_ _1"></span>rejestrze <span class="_ _1"></span>ryzyk <span class="_ _1"></span>nie <span class="_ _1"></span>wystę<span class="_ _1"></span>pują <span class="_ _1"></span>operacje, <span class="_ _1"></span>w <span class="_ _1"></span>których <span class="_ _1"></span>może<span class="_ _1"></span> <span class="_ _1"></span>wystąpić <span class="_ _1"></span>znaczące <span class="_ _1"></span>ryzyko </div><div class="t m0 x1 h2 y1143 ff2 fs0 fc1 sc0 ls0 ws0">pracy przymusowej i pracy dzieci.  </div><div class="t m0 x1 h2 y1187 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>celu <span class="_ _c"> </span>zapewnienia <span class="_ _b"> </span>odpowiedniego <span class="_ _c"> </span>poziomu <span class="_ _b"> </span>prewenc<span class="_ _1"></span>ji <span class="_ _b"> </span>niepożądanych <span class="_ _c"> </span>zdarzeń <span class="_ _c"> </span>Grupa <span class="_ _c"> </span>UNIMOT <span class="_ _b"> </span>posiada <span class="_ _c"> </span>szereg </div><div class="t m0 x1 h2 y1188 ff1 fs0 fc1 sc0 ls0 ws0">wdrożonych <span class="_ _1"></span>i <span class="_ _1"></span>s<span class="_ _1"></span>tosowanych <span class="_ _1"></span>polityk <span class="_ _6"></span>i <span class="_ _6"></span>procedur <span class="_ _1"></span>nale<span class="_ _1"></span>żytej <span class="_ _1"></span>staranności, <span class="_ _6"></span>a <span class="_ _1"></span>tak<span class="_ _1"></span>że <span class="_ _1"></span>nieustannie <span class="_ _6"></span>rozwija <span class="_ _1"></span>polityki <span class="_ _6"></span>i <span class="_ _6"></span>programy </div><div class="t m0 x1 h2 y1ea ff1 fs0 fc1 sc0 ls0 ws0">wspierające zarządzanie obszarem pracowniczym (opisane szerzej w kolejnych podrozdziałach).<span class="ff2"> </span></div><div class="t m0 x1 h2 y1189 ff1 fs0 fc0 sc0 ls0 ws0">Polityki związane z własnymi<span class="ff2"> pracownikami  </span></div></div><div class="c x1 y118a w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-1<span class="lsc">   <span class="ls1b">MDR</span></span>-P    <span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yc3b ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y741 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>kieruje <span class="_ _a"></span>się <span class="_ _a"></span>zasadą<span class="_ _8"></span> <span class="_ _a"></span>równe<span class="_ _1"></span>go <span class="_ _6"></span>traktowania <span class="_ _a"></span>pracowników <span class="_ _a"></span>i <span class="_ _a"></span>nie <span class="_ _6"></span>toleruje <span class="_ _a"></span>dyskryminacji <span class="_ _6"></span>na <span class="_ _a"></span>jakiejkolwiek  </div><div class="t m0 x1 h2 y6ae ff1 fs0 fc1 sc0 ls0 ws0">podstawie, <span class="_ _b"> </span>w <span class="_ _b"> </span>szczególności <span class="_ _b"> </span>ze <span class="_ _b"> </span>względu <span class="_ _b"> </span>na <span class="_ _b"> </span>wie<span class="_ _1"></span>k, <span class="_ _5"> </span>płe<span class="_ _1"></span>ć, <span class="_ _b"> </span>rasę, <span class="_ _b"> </span>narodowość, <span class="_ _b"> </span>re<span class="_ _1"></span>ligię, <span class="_ _5"> </span>orie<span class="_ _1"></span>ntację <span class="_ _5"> </span>se<span class="_ _1"></span>ksualną, <span class="_ _b"> </span>wygląd,  </div><div class="t m0 x1 h2 y3f3 ff1 fs0 fc1 sc0 ls0 ws0">sprawność czy odmienność<span class="_ _1"></span> poglą<span class="_ _0"></span>dów.<span class="ff2"> <span class="_ _1"></span></span>Podejmowane są działania oraz wdrażane <span class="_ _1"></span>procedury i mechanizmy chroniące </div><div class="t m0 x1 h2 yc3c ff1 fs0 fc1 sc0 ls0 ws0">pracowników  przed <span class="_ _9"> </span>dyskryminacją  i  nierównym  trak<span class="_ _8"></span>to<span class="_ _1"></span>waniem,  a <span class="_ _9"> </span>także  zapewniające  wykry<span class="_ _0"></span>wanie  i  eliminację<span class="_ _0"></span> </div><div class="t m0 x1 h2 yccd ff1 fs0 fc1 sc0 ls0 ws0">przypadków <span class="_ _9"> </span>niedozwolonych  pra<span class="_ _0"></span>ktyk.  Zg<span class="_ _0"></span>odnie  z <span class="_ _9"> </span>politykami <span class="_ _9"> </span>w <span class="_ _9"> </span>obszarze  zarządzania <span class="_ _9"> </span>k<span class="_ _1"></span>apitałem <span class="_ _9"> </span>ludzkim,  Grupa </div><div class="t m0 x1 h2 ya3f ff1 fs0 fc1 sc0 ls0 ws0">zapewnia <span class="_ _7"></span>wszystkim <span class="_ _8"></span>pracownikom <span class="_ _8"></span>możliwość <span class="_ _8"></span>awansu, <span class="_ _7"></span>a<span class="_ _1"></span> <span class="_ _7"></span>także <span class="_ _8"></span>rozwoju <span class="_ _8"></span>zawodowego <span class="_ _7"></span>poprzez <span class="_ _8"></span>sze<span class="_ _1"></span>roki <span class="_ _7"></span>wachlarz <span class="_ _7"></span>s<span class="_ _1"></span>zkoleń </div><div class="t m0 x1 h2 y376 ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznych, <span class="_ _8"></span>udział <span class="_ _8"></span>w <span class="_ _8"></span>szkoleniach <span class="_ _8"></span>spec<span class="_ _1"></span>jalistycznych, <span class="_ _7"></span>konfe<span class="_ _1"></span>rencjach <span class="_ _7"></span>branżowych, <span class="_ _8"></span>se<span class="_ _1"></span>minaria<span class="_ _0"></span>ch <span class="_ _8"></span>i <span class="_ _8"></span>warsztatach. <span class="ff2">Obszar </span></div><div class="t m0 x1 h2 ya40 ff1 fs0 fc1 sc0 ls0 ws0">zarządzania kapitałem ludzkim porządkują p<span class="_ _0"></span>olityki, procedury i regulaminy wskazane poniżej.<span class="ff2"> </span></div><div class="t m0 x1 h2 y747 ff1 fs0 fc5 sc0 ls0 ws0">Etyka i prawa człowieka<span class="ff2"> </span>oraz przeciwdziałanie korupcji<span class="ff2"> </span></div><div class="t m0 x1 h2 y118b ff1 fs0 fc1 sc0 ls0 ws0">Podstawowymi <span class="_ _1"></span>dokumentami, <span class="_ _6"></span>w <span class="_ _1"></span>których <span class="_ _1"></span>zawarte <span class="_ _6"></span>jest <span class="_ _1"></span>zobowi<span class="_ _1"></span>ązanie <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>do <span class="_ _1"></span>prze<span class="_ _1"></span>strzegania <span class="_ _1"></span>zasad <span class="_ _1"></span>etyki <span class="_ _1"></span>i </div><div class="t m0 x1 h2 y3c3 ff1 fs0 fc1 sc0 ls0 ws0">zasadniczych <span class="_ _6"></span>no<span class="_ _1"></span>rm, <span class="_ _a"></span>w <span class="_ _a"></span>tym <span class="_ _a"></span>Wytycznych <span class="_ _a"></span>ONZ <span class="_ _6"></span>dotycz<span class="_ _1"></span>ących <span class="_ _a"></span>biznesu <span class="_ _a"></span>i <span class="_ _a"></span>praw <span class="_ _a"></span>człowieka, <span class="_ _a"></span>są <span class="_ _a"></span>Kodeks <span class="_ _a"></span>etyki <span class="_ _a"></span>oraz <span class="_ _6"></span>Polityka </div><div class="t m0 x1 h2 y118c ff1 fs0 fc1 sc0 ls0 ws0">Poszanowania P<span class="_ _0"></span>raw Człowieka w <span class="_ _0"></span>Grupie UNIM<span class="ff2">OT. Ponadto podstawowe kwestie w <span class="_ _8"></span>obszarze etyki w Grup<span class="_ _0"></span>ie UNIMOT </span></div><div class="t m0 x1 h2 y118d ff1 fs0 fc1 sc0 ls0 ws0">reguluje <span class="_ _1"></span>Procedura <span class="_ _6"></span>przeciwdziałania <span class="_ _1"></span>mobbingowi, <span class="_ _1"></span>dyskryminacji <span class="_ _1"></span>i <span class="_ _6"></span>innym <span class="_ _1"></span>działaniom <span class="_ _6"></span>niepożądanym <span class="_ _1"></span>w <span class="_ _6"></span>pracy.<span class="_ _1"></span><span class="ff2"> <span class="_ _6"></span></span>Więcej </div><div class="t m0 x1 h2 y368 ff1 fs0 fc1 sc0 ls0 ws0">szczegółowych informacji na temat powyższych dokumentów i ich zakresów znajduje si<span class="_ _1"></span>ę <span class="_ _1"></span>w ramach ujawnienia G1<span class="ff2">-<span class="ls1">1 </span></span></div><div class="t m0 x1 h2 ye89 ff2 fs0 fc1 sc0 ls0 ws0">niniejszego <span class="_ _6"></span>Sprawozdania. <span class="_ _a"></span><span class="ff1">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>w <span class="_ _6"></span>każdym <span class="_ _a"></span>aspekcie <span class="_ _6"></span>działalności <span class="_ _6"></span>kieruje <span class="_ _a"></span>się <span class="_ _6"></span>z<span class="_ _1"></span>asadami <span class="_ _1"></span>tr<span class="_ _1"></span>ansparentności <span class="_ _6"></span>i </span></div><div class="t m0 x1 h2 y118e ff1 fs0 fc1 sc0 ls0 ws0">poszanowania <span class="_ _c"> </span>ogólnie <span class="_ _9"> </span>przyjętych <span class="_ _9"> </span>standardów. <span class="_ _9"> </span>Wszelkie <span class="_ _9"> </span>przejawy <span class="_ _c"> </span>nadużyć, <span class="_ _9"> </span>w <span class="_ _9"> </span>tym <span class="_ _9"> </span>praktyki <span class="_ _c"> </span>korupcyjne, <span class="_ _9"> </span>nie <span class="_ _9"> </span>są </div><div class="t m0 x1 h2 yf8f ff2 fs0 fc1 sc0 ls0 ws0">akceptowane. <span class="_ _b"> </span><span class="ff1">Podejście <span class="_ _b"> </span>jednostki <span class="_ _b"> </span>dominującej <span class="_ _b"> </span>w <span class="_ _b"> </span>Grupie <span class="_ _b"> </span>do <span class="_ _b"> </span>kwes<span class="_ _1"></span>tii <span class="_ _5"> </span>korupcji <span class="_ _b"> </span>i <span class="_ _b"> </span>łapownictwa <span class="_ _b"> </span>zostało<span class="_ _1"></span> <span class="_ _5"> </span>o<span class="_ _1"></span>kreślone <span class="_ _5"> </span>w </span></div><div class="t m0 x1 h2 y4a ff1 fs0 fc1 sc0 ls0 ws0">przyjętym <span class="_ _a"></span>w <span class="_ _5"> </span>drodze <span class="_ _4"> </span>Uchw<span class="_ _1"></span>ały <span class="_ _4"></span>Zarządu <span class="_ _4"></span>Programie <span class="_ _4"></span>antykorupcyjnym <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>S.A., <span class="_ _4"></span>który <span class="_ _4"> </span>wdrożony <span class="_ _5"> </span>został <span class="_ _4"></span>także <span class="_ _4"></span>w </div><div class="t m0 x1 h2 y4f5 ff1 fs0 fc1 sc0 ls0 ws0">pozostałych <span class="_ _a"></span>Spółkach <span class="_ _4"></span>Grupy <span class="_ _a"></span>UNIMOT. <span class="_ _4"></span><span class="ff2">W <span class="_ _4"></span>roku <span class="_ _a"></span>sprawozdawczym <span class="_ _4"></span>dokument <span class="_ _4"></span></span>funkcjonował <span class="_ _a"></span>we<span class="_ _1"></span> <span class="_ _a"></span>wszystkich <span class="_ _a"></span>s<span class="_ _1"></span>półkach<span class="_ _0"></span> </div><div class="t m0 x1 h2 ye4b ff2 fs0 fc1 sc0 ls0 ws0">Grupy UNIMOT.  </div></div></div><div class="pi" ></div></div><div id="pfb8" class="pf w0 h0" ><div class="pc pcb8 w0 h0"><img class="bi x1 yac6 w12 h136" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">184<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Program <span class="_ _6"></span>antykorupcyjny<span class="_ _1"></span> <span class="_ _6"></span>stan<span class="_ _1"></span>owi <span class="_ _6"></span>podstawę <span class="_ _a"></span>ustanowienia <span class="_ _a"></span>i <span class="_ _a"></span>wspierania <span class="_ _a"></span>rozwiązań <span class="_ _a"></span>prewencyjnych <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _6"></span>eduk<span class="_ _1"></span>acyjnych <span class="_ _6"></span>w </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _c"> </span>przeciwdziałania <span class="_ _b"> </span>zac<span class="_ _1"></span>howaniom <span class="_ _c"> </span>korupcyjnym. <span class="_ _b"> </span>Okreś<span class="_ _1"></span>la <span class="_ _b"> </span>zasady <span class="_ _c"> </span>zarządzania <span class="_ _c"> </span>ryzykiem <span class="_ _c"> </span>korupcji <span class="_ _c"> </span>w <span class="_ _b"> </span>s<span class="_ _1"></span>półce <span class="_ _c"> </span>i </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">stanowi <span class="_ _f"> </span>podstawę <span class="_ _f"> </span>do <span class="_ _f"> </span>ustanowienia <span class="_ _f"> </span>szczegóło<span class="_ _1"></span>wych <span class="_ _f"> </span>przepisów <span class="_ _f"> </span>wewnętrznych <span class="_ _f"> </span>w <span class="_ _f"> </span>poszczególnych <span class="_ _f"> </span>obszarach </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">działalności<span class="ff2 ls2">. <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y144 ff1 fs0 fc5 sc0 ls0 ws0">Ład organizacyjny w obszarze zarządzania kapitałem lud<span class="_ _0"></span>zkim<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y794 ff1 fs0 fc1 sc0 ls0 ws0">Obszar <span class="_ _c"> </span>zarządzania <span class="_ _c"> </span>kapitałe<span class="_ _1"></span>m <span class="_ _c"> </span>ludzkim <span class="_ _c"> </span>re<span class="_ _1"></span>gulują <span class="_ _c"> </span>w <span class="_ _c"> </span>Grupie <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span><span class="ff2">polityki <span class="_ _c"> </span>rekrutacji <span class="_ _9"> </span>oraz <span class="_ _c"> </span>polityki <span class="_ _9"> </span>zatrudniania </span></div><div class="t m0 x1 h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">dostosowane <span class="_ _c"> </span>do <span class="_ _b"> </span>spec<span class="_ _1"></span>yfiki <span class="_ _b"> </span>działalności <span class="_ _c"> </span>danej <span class="_ _c"> </span><span class="ff2">S</span>półki. <span class="_ _c"> </span>Wszystkie <span class="_ _b"> </span>te<span class="_ _1"></span><span class="ff2"> <span class="_ _c"> </span></span>dokumenty <span class="_ _b"> </span>konce<span class="_ _1"></span>ntrują <span class="_ _b"> </span>się <span class="_ _c"> </span>na <span class="_ _c"> </span>pozyskiwaniu, </div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">rozwijaniu <span class="_ _d"> </span>i <span class="_ _d"> </span>utrzymaniu <span class="_ _d"> </span>kompetenc<span class="_ _1"></span>ji, <span class="_ _d"> </span>które <span class="_ _d"> </span>są <span class="_ _d"> </span>kluczowe <span class="_ _d"> </span>dla <span class="_ _d"> </span>efektywności <span class="_ _d"> </span>organizacyjnej <span class="_ _d"> </span>i <span class="_ _d"> </span>osiągania <span class="_ _d"> </span>celów </div><div class="t m0 x1 h2 y754 ff2 fs0 fc1 sc0 ls0 ws0">strategicznych Grupy. <span class="_ _1"></span>Celem <span class="_ _1"></span>zawartych <span class="_ _1"></span>w <span class="_ _1"></span>politykach regulacji <span class="_ _1"></span>jest <span class="_ _1"></span>szeroko rozumiane <span class="_ _1"></span>wsparcie<span class="_ _1"></span> kadry <span class="_ _1"></span>kierowni<span class="_ _6"></span>czej i </div><div class="t m0 x1 h2 y755 ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _f"> </span>w <span class="_ _f"> </span>tworze<span class="_ _1"></span>niu <span class="_ _f"> </span>środowiska <span class="_ _f"> </span>sprzyjającego <span class="_ _f"> </span>dialogowi<span class="_ _1"></span>, <span class="_ _f"> </span>ucze<span class="_ _1"></span>niu <span class="_ _f"> </span>się, <span class="_ _f"> </span>bezpiec<span class="_ _1"></span>zeństwu <span class="_ _f"> </span>zatrudnienia, </div><div class="t m0 x1 h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">wprowadzaniu zmian i dążeniu do <span class="_ _0"></span>rozwoju organizacji wolnej od jakichkolwiek form dyskryminacji lub wykluczenia. <span class="ff2"> </span></div><div class="t m0 x1 h2 y122 ff1 fs0 fc1 sc0 ls0 ws0">Równie istotnymi dokumentami w obsza<span class="_ _0"></span>rze są:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y123 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">regulaminy podnoszenia kwalifikacji zawodowych; </span></span></div><div class="t m0 xa h11 y124 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">r<span class="ff1">egulamin podnoszenia kompetencji językowych</span>; </span></span></div><div class="t m0 xa h11 y125 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">regulaminy pracy<span class="ff1">, w tym również pracy zdalnej</span>; </span></span></div><div class="t m0 xa h11 y7de ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">regulamin organizacji staży i praktyk;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf45 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">regulamin rozliczania pracowników w związk<span class="_ _0"></span>u z rozwiązaniem umowy pracownika.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y28 ff2 fs0 fc1 sc0 lsa ws0">W <span class="_ _8"></span><span class="ff1 ls0">spół<span class="_ _1"></span>kach <span class="_ _8"></span><span class="ff2">UNIMOT Terminale, <span class="_ _8"></span>UNIMOT Infrastruktura <span class="_ _8"></span><span class="ff1">(11.12.2024 r. <span class="_ _8"></span>Spółka <span class="_ _0"></span>została <span class="_ _8"></span>w<span class="_ _1"></span>łączona <span class="_ _8"></span>do struktur <span class="_ _8"></span>UNIMOT </span></span></span></div><div class="t m0 x1 h2 y128 ff2 fs0 fc1 sc0 ls0 ws0">Terminale)<span class="ff1">, <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>Bitumen <span class="_ _a"></span>oraz <span class="_ _4"></span>RCEkoenergia <span class="_ _4"></span>kwestie <span class="_ _4"></span>związane <span class="_ _a"></span>z <span class="_ _4"></span>polityką <span class="_ _4"></span>personalną <span class="_ _4"></span>zostały <span class="_ _4"></span>uregulowane <span class="_ _4"></span>w </span></div><div class="t m0 x1 h2 ydae ff1 fs0 fc1 sc0 ls0 ws0">wewnątrzzakładowych <span class="_ _9"> </span>źródłach <span class="_ _9"> </span>prawa <span class="_ _9"> </span>pracy <span class="_ _9"> </span>takich <span class="_ _9"> </span>jak: <span class="_ _9"> </span>Zakładowy <span class="_ _9"> </span>Układ <span class="_ _9"> </span>Zbiorowy <span class="_ _9"> </span>Pracy  ora<span class="_ _0"></span>z <span class="_ _9"> </span>procedurach <span class="_ _9"> </span>i </div><div class="t m0 x1 h2 y3e9 ff2 fs0 fc1 sc0 ls0 ws0">instrukcjach. <span class="_ _8"></span><span class="ff1">Dodatkowo, <span class="_ _8"></span>regulaminy <span class="_ _7"></span>wprowadzane <span class="_ _8"></span>w <span class="_ _8"></span>UNIMO<span class="_ _1"></span>T <span class="_ _8"></span>S.A., <span class="_ _8"></span>jeśli <span class="_ _8"></span>ich <span class="_ _8"></span>zapisy <span class="_ _8"></span>dotyczą <span class="_ _8"></span>wszystkich <span class="_ _8"></span>pracowników, </span></div><div class="t m0 x1 h2 ydaf ff1 fs0 fc1 sc0 ls0 ws0">są wdrażane Standardem organizacyjnym <span class="_ _0"></span>GK UNIMOT w Spółkach zależnych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y118f ff1 fs0 fc5 sc0 ls0 ws0">System wynagrodzeń<span class="ff2"> i czas pracy </span></div><div class="t m0 x1 h2 y1190 ff1 fs0 fc1 sc0 ls0 ws0">Kwestie <span class="_ _4"></span>zarządzania <span class="_ _a"></span>k<span class="_ _1"></span>apitałem <span class="_ _a"></span>lud<span class="_ _1"></span>zkim <span class="_ _a"></span>re<span class="_ _1"></span>gulują<span class="ff2"> <span class="_ _4"></span></span>równie<span class="_ _1"></span>ż <span class="_ _a"></span><span class="ff2">r<span class="_ _1"></span>egulaminy <span class="_ _a"></span>oraz<span class="_ _1"></span> <span class="_ _a"></span>proce<span class="_ _1"></span>dury <span class="_ _a"></span>w<span class="_ _1"></span>ynagradzania <span class="_ _4"></span></span>pracowników </div><div class="t m0 x1 h2 y10c ff2 fs0 fc1 sc0 ls0 ws0">danej <span class="_ _d"> </span>S<span class="ff1">półki</span> <span class="_ _d"> </span>jak <span class="_ _d"> </span>np. <span class="_ _d"> </span>re<span class="_ _1"></span>gulamin <span class="_ _d"> </span>wynagradzania <span class="_ _d"> </span>czy <span class="_ _d"> </span>regulamin <span class="_ _d"> </span>premiowy<span class="_ _1"></span><span class="ls2">. <span class="_ _d"> </span></span><span class="ff1">Kluczowym <span class="_ _d"> </span>ele<span class="_ _1"></span>mentem <span class="_ _d"> </span>systemów </span></div><div class="t m0 x1 h2 y1191 ff2 fs0 fc1 sc0 ls0 ws0">wynagradzania <span class="_ _e"> </span><span class="ff1">w <span class="_ _e"> </span>większości <span class="_ _e"> </span>Spółek <span class="_ _e"> </span>je<span class="_ _1"></span>st <span class="_ _e"> </span>indywidualne  podejśc<span class="_ _1"></span>ie <span class="_ _e"> </span>do <span class="_ _e"> </span>ustalania  wynag<span class="_ _1"></span>rodzeń, <span class="_ _e"> </span>co <span class="_ _e"> </span>pozwala <span class="_ _e"> </span>na </span></div><div class="t m0 x1 h2 y1192 ff1 fs0 fc1 sc0 ls0 ws0">uwzględnienie kompetencji, doświadczenia oraz <span class="_ _0"></span>wyników pracy każdego pracownika, a także jego roli w organizacji. </div><div class="t m0 x1 h2 y6f1 ff1 fs0 fc1 sc0 ls0 ws0">Proces <span class="_ _8"></span>negocjacji <span class="_ _7"></span>wynagrodzenia <span class="_ _7"></span>odbywa <span class="_ _8"></span>się <span class="_ _8"></span>w <span class="_ _7"></span>spos<span class="_ _1"></span>ób <span class="_ _7"></span>transparentny <span class="_ _7"></span>i <span class="_ _8"></span>z <span class="_ _7"></span>poszanowaniem <span class="_ _8"></span>zasad <span class="_ _7"></span>ró<span class="_ _1"></span>wnego <span class="_ _7"></span>traktowania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ydf3 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>Spółkach, <span class="_ _4"> </span>w<span class="_ _1"></span> <span class="_ _4"></span>których <span class="_ _4"> </span>funkc<span class="_ _1"></span>jonują <span class="_ _4"></span>związki <span class="_ _5"> </span>zawodowe, <span class="_ _4"></span>organizacje <span class="_ _5"> </span>te <span class="_ _5"> </span>przedstawiają <span class="_ _4"></span>propozycję <span class="_ _4"></span>podwyżki, <span class="_ _5"> </span>która </div><div class="t m0 x1 h2 y6d6 ff1 fs0 fc1 sc0 ls0 ws0">następnie <span class="_ _b"> </span>jest <span class="_ _5"> </span>s<span class="_ _1"></span>tosowana <span class="_ _5"> </span>jednakowo <span class="_ _b"> </span>dla <span class="_ _5"> </span>ws<span class="_ _1"></span>zystkich <span class="_ _5"> </span>pracowników. <span class="_ _b"> </span>Oznacza <span class="_ _5"> </span>to, <span class="_ _b"> </span>że <span class="_ _b"> </span>każdy <span class="_ _b"> </span>zatrudniony <span class="_ _5"> </span>otr<span class="_ _1"></span>zymuje </div><div class="t m0 x1 h2 y1193 ff1 fs0 fc1 sc0 ls0 ws0">podwyżkę <span class="_ _5"> </span>w <span class="_ _5"> </span>tej <span class="_ _b"> </span>samej <span class="_ _5"> </span>wysoko<span class="_ _1"></span>ści <span class="_ _5"> </span>lub <span class="_ _5"> </span>w <span class="_ _5"> </span>t<span class="_ _1"></span>akim <span class="_ _5"> </span>samym <span class="_ _5"> </span>pro<span class="_ _1"></span>cencie, <span class="_ _5"> </span>niez<span class="_ _1"></span>ależnie <span class="_ _5"> </span>o<span class="_ _1"></span>d <span class="_ _4"> </span>s<span class="_ _1"></span>tanowiska <span class="_ _5"> </span>czy <span class="_ _5"> </span>indywidualnych </div><div class="t m0 x1 h2 y1194 ff1 fs0 fc1 sc0 ls0 ws0">wyników. <span class="_ _7"></span>Takie <span class="_ _7"></span>podejście <span class="_ _7"></span>zapewnia <span class="_ _7"></span>transparentnoś<span class="_ _1"></span>ć <span class="_ _7"></span>i <span class="_ _7"></span>równość <span class="_ _7"></span>w <span class="_ _7"></span>proce<span class="_ _1"></span>sie <span class="_ _7"></span>wynagradzania, <span class="_ _7"></span>a <span class="_ _7"></span>także <span class="_ _7"></span>minimalizuje <span class="_ _7"></span>ryzyko </div><div class="t m0 x1 h2 y1195 ff1 fs0 fc1 sc0 ls0 ws0">różnicowania wynagrodzeń, które mogłoby prowad<span class="_ _0"></span>zić do sporów wewnętrznych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ydba ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _4"></span>podstawie <span class="_ _4"></span>postanowień <span class="_ _4"></span>Strategii, <span class="_ _a"></span>Gru<span class="_ _1"></span>pa <span class="_ _4"></span>dąży <span class="_ _4"></span>do <span class="_ _4"></span>zniwelowania <span class="_ _4"></span>istniejącej <span class="_ _4"></span>luki <span class="_ _4"></span>płacowej. <span class="_ _4"> </span>W<span class="_ _1"></span>ięcej <span class="_ _a"></span>na <span class="_ _4"></span>ten <span class="_ _4"></span>temat<span class="_ _1"></span> </div><div class="t m0 x1 h2 ydbb ff2 fs0 fc1 sc0 ls0 ws0">zaprezentowano w ramach ujawnienia <span class="ls7">S1</span>-<span class="ls1">16</span><span class="ff1">, a także w p<span class="_ _0"></span>odrozdziale 3.1.4. niniejszego Sprawozdania.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 y38b ff2 fs0 fc5 sc0 ls0 ws0">Ergonomiczne i bezpieczne <span class="ff1">środowisko pracy</span> </div><div class="t m0 x1 h2 y1196 ff2 fs0 fc1 sc0 ls0 ws0">W ramach tego <span class="ff1">zagadnienia w Grupie UNIMOT wdrożono i stosuje się:</span> </div><div class="t m0 xa h11 y1197 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Politykę BHP;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1198 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Politykę Równowagi i Reintegracji<span class="ff2">. </span></span></span></div><div class="t m0 x1 h2 ya46 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>Grupie <span class="_ _1"></span>UNIMOT<span class="_ _1"></span> <span class="_ _1"></span>obowiązuje <span class="_ _6"></span>jednolita <span class="_ _1"></span>Polit<span class="_ _1"></span>yka <span class="_ _1"></span>Bezpieczeństwa <span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _1"></span>Higieny <span class="_ _6"></span>Pracy. <span class="_ _1"></span>Głó<span class="_ _1"></span>wnym <span class="_ _1"></span>celem <span class="_ _6"></span>Polityki <span class="_ _1"></span>BHP <span class="_ _6"></span>jest </div><div class="t m0 x1 h2 ya47 ff1 fs0 fc1 sc0 ls0 ws0">minimalizacja liczby wypadków przy pracy poprzez ograniczenie ekspozycji na ryzyk<span class="_ _0"></span>o ich wystąpienia. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y24f ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>2024 <span class="_ _c"> </span>roku <span class="_ _b"> </span>Grup<span class="_ _1"></span>a <span class="_ _b"> </span>UNIMOT <span class="_ _c"> </span>wdrożyła <span class="_ _b"> </span>politykę <span class="_ _c"> </span>Ró<span class="_ _1"></span>wnowagi <span class="_ _b"> </span>i <span class="_ _b"> </span>Re<span class="_ _1"></span>integracji, <span class="_ _c"> </span>której <span class="_ _b"> </span>celem <span class="_ _c"> </span>jest <span class="_ _b"> </span>s<span class="_ _1"></span>zerokie <span class="_ _b"> </span>wsparcie </div><div class="t m0 x1 h2 y105d ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _1"></span>w <span class="_ _6"></span>zakresie <span class="_ _1"></span>o<span class="_ _1"></span>siągania rów<span class="_ _1"></span>nowagi <span class="_ _1"></span>między <span class="_ _1"></span>ż<span class="_ _1"></span>yciem <span class="_ _1"></span>zawodowym, <span class="_ _6"></span>a <span class="_ _1"></span>prywatnym <span class="_ _6"></span>i <span class="_ _6"></span>rodzinnym. <span class="_ _1"></span>Promowanie </div><div class="t m0 x1 h2 y1199 ff1 fs0 fc1 sc0 ls0 ws0">bardziej <span class="_ _8"></span>zrównoważonego <span class="_ _0"></span>podejścia <span class="_ _8"></span>do <span class="_ _8"></span>pracy <span class="_ _8"></span>zwię<span class="_ _1"></span>ksza <span class="_ _8"></span>zaangażowanie <span class="_ _8"></span>pracowników, wspiera<span class="_ _8"></span> też <span class="_ _7"></span>za<span class="_ _1"></span>pobiegani<span class="ff2">u <span class="_ _8"></span>t<span class="_ _1"></span>akim </span></div><div class="t m0 x1 h2 y119a ff2 fs0 fc1 sc0 ls0 ws0">zjawiskom jak wypalenie zawodowe <span class="ff1">i w konsekwencji rotacji pracowników</span><span class="ls2">. </span> </div></div></div><div class="pi" ></div></div><div id="pfb9" class="pf w0 h0" ><div class="pc pcb9 w0 h0"><img class="bi x9 y119b w9 h1d7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">185<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Więcej na ten temat zaprezentowano w części 3.1.6. niniejszego Spra<span class="_ _0"></span>wozdania. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y7 ff1 fs0 fc5 sc0 ls0 ws0">Różnorodność i włączenie<span class="ff2"> </span></div><div class="t m0 x1 h2 y14 ff1 fs0 fc1 sc0 ls0 ws0">Podejście do kwestii związanych z promowaniem równości szans i <span class="_ _0"></span>innych sposobów zwiększania różnorodności oraz </div><div class="t m0 x1 h2 y11a ff1 fs0 fc1 sc0 ls0 ws0">włączenia społecznego w Grupie UNIMOT reguluj<span class="ff2 ls16">e </span>Polityka Różnorodności<span class="ff2"> Grupy UNIMOT. </span></div><div class="t m0 x1 h2 y119c ff1 fs0 fc1 sc0 ls0 ws0">Więcej <span class="_ _5"> </span>na <span class="_ _5"> </span>te<span class="_ _1"></span>mat <span class="_ _5"> </span>podejścia <span class="_ _5"> </span>G<span class="_ _1"></span>rupy <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>do<span class="_ _1"></span> <span class="_ _5"> </span>zagadnienia <span class="_ _5"> </span>różnorodnośc<span class="_ _1"></span>i <span class="_ _5"> </span>i <span class="_ _5"> </span>włącze<span class="_ _1"></span>nia, <span class="_ _5"> </span>a <span class="_ _5"> </span>także <span class="_ _5"> </span>w<span class="_ _1"></span>skaźniki <span class="_ _5"> </span>w <span class="_ _b"> </span>tym </div><div class="t m0 x1 h2 y11c ff1 fs0 fc1 sc0 ls0 ws0">obszarze zaprezentowano w części 3.1.3. <span class="ff2"> </span></div><div class="t m0 x1 h2 y119d ff2 fs0 fc1 sc0 ls0 ws0">Wszystkie <span class="_ _a"></span>p<span class="ff1">olityki <span class="_ _4"></span>w <span class="_ _a"></span>obszarze <span class="_ _4"></span>pracowniczym <span class="_ _a"></span>są<span class="_ _1"></span> <span class="_ _a"></span>wdrażane <span class="_ _a"></span>z<span class="_ _1"></span>godnie <span class="_ _a"></span>z <span class="_ _a"></span>zasa<span class="_ _1"></span>dami <span class="_ _a"></span>tworzenia <span class="_ _4"></span>regulacji <span class="_ _a"></span>wew<span class="_ _1"></span>nętrznych. </span></div><div class="t m0 x1 h2 y205 ff1 fs0 fc1 sc0 ls0 ws0">Podlegają <span class="_ _6"></span>również <span class="_ _a"></span>systematycznym <span class="_ _6"></span>przeglądom <span class="_ _a"></span>oraz <span class="_ _a"></span>aktualizacji <span class="_ _6"></span>w <span class="_ _a"></span>zależności <span class="_ _a"></span>od <span class="_ _6"></span>wymogów <span class="_ _a"></span>prawnych <span class="_ _6"></span>lub <span class="_ _a"></span>potrzeb </div><div class="t m0 x1 h2 y1a9 ff2 fs0 fc1 sc0 ls0 ws0">biznesowych. <span class="_ _6"></span>Miejscem <span class="_ _6"></span>ich <span class="_ _1"></span>publikacji <span class="_ _1"></span>re<span class="_ _1"></span>gulacji <span class="_ _1"></span>jes<span class="_ _1"></span>t <span class="_ _1"></span>strona <span class="_ _6"></span>interne<span class="_ _1"></span>towa <span class="_ _1"></span>UNIMOT<span class="_ _1"></span> <span class="_ _6"></span>S.A. <span class="_ _6"></span>lub/ <span class="_ _6"></span>i <span class="_ _1"></span>Intranet. <span class="_ _6"></span>Do <span class="_ _6"></span>wybranych </div><div class="t m0 x1 h2 y102e ff1 fs0 fc1 sc0 ls0 ws0">regulacji, tworzone są materiały komunika<span class="_ _0"></span>cyjne (plakaty, mailingi) i szkolenia dla pracowników.<span class="ff2"> </span></div></div><div class="c x1 y119e w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-5   MDR-T<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y119f ff1 fs0 fc1 sc0 ls0 ws0">Do podstawowych celów w obszarze bezp<span class="_ _0"></span>ieczeństwa zatrudnienia Grupa zalicza:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y1065 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">dostosowanie zatrudnienia do potrzeb biznesowych w <span class="ff1">kontekście celów biznesowych wyznaczonych przez </span></span></span></div><div class="t m0 xc h2 y11a0 ff1 fs0 fc1 sc0 ls0 ws0">Strategię,<span class="ff2"> </span></div><div class="t m0 xa h11 yf98 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">sprawne przeprowadzenie zmian organizacyjnych w Grupie, przy z<span class="_ _0"></span>apewnieniu ciągłości biznesu.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 ybf5 ff1 fs0 fc1 sc0 ls0 ws0">Ponadto, <span class="_ _8"></span>Grup<span class="_ _1"></span>a <span class="_ _8"></span>uznaje cele wyz<span class="_ _0"></span>naczone w <span class="_ _8"></span>odniesieniu do <span class="_ _8"></span>wszystkich pozostałych <span class="_ _8"></span>istotnych kwestii zrównoważon<span class="_ _0"></span>ego </div><div class="t m0 x1 h2 ybf6 ff1 fs0 fc1 sc0 ls0 ws0">rozwoju za cele dążące do zapewnienia bezpieczeństwa zatrudnienia w Grup<span class="_ _0"></span>ie UNIMOT. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y11a1 ff1 fs0 fc1 sc0 ls0 ws0">Zainteresowane strony nie brały bezpośredniego udzia<span class="_ _8"></span>ł<span class="_ _1"></span>u w wyznaczaniu celu w odniesieniu do istotnej kwestii </div><div class="t m0 x1 h2 y11a2 ff1 fs0 fc1 sc0 ls0 ws0">związanej ze zrównoważonym rozwojem, niemniej przedstawiciele pracowników mają<span class="_ _0"></span> wpływ na tę kwestię i </div><div class="t m0 x1 h2 y11a3 ff1 fs0 fc1 sc0 ls0 ws0">wyrażają go w trakcie spotkań z Zarządem.<span class="ff2"> </span></div></div><div class="c x1 y11a4 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1b ws0">MDR<span class="ls0">-A<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y11a5 ff1 fs0 fc1 sc0 ls0 ws0">Istotnym <span class="_ _8"></span>ele<span class="_ _1"></span>mentem <span class="_ _8"></span>procesu za<span class="_ _8"></span>rzą<span class="_ _1"></span>dzania <span class="_ _8"></span>wpływami i <span class="_ _7"></span>ryzykami w <span class="_ _7"></span>o<span class="_ _1"></span>bszarze <span class="_ _8"></span>zatru<span class="_ _1"></span>dnienia <span class="_ _8"></span>jest <span class="_ _8"></span>prowa<span class="_ _1"></span>dzenia <span class="_ _8"></span>działań, do </div><div class="t m0 x1 h2 y11a6 ff1 fs0 fc1 sc0 ls0 ws0">których zalicza się: <span class="ff2"> </span></div><div class="t m0 xa h11 y11a7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">realizowanie <span class="_ _8"></span><span class="ff1">projektów <span class="_ _0"></span>rozwojowych <span class="_ _8"></span>i <span class="_ _8"></span>e<span class="_ _1"></span>dukacyjnych, <span class="_ _8"></span>w <span class="_ _8"></span>tym <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>zakresie <span class="_ _8"></span>różnoro<span class="_ _1"></span>dności, <span class="_ _8"></span>równości <span class="_ _8"></span>i włącz<span class="_ _0"></span>enia;<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y11a8 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przestrzeganie <span class="_ _a"></span>zapisów <span class="_ _4"></span>polityk <span class="_ _a"></span>i <span class="_ _a"></span>proce<span class="_ _1"></span>dur <span class="_ _a"></span>w <span class="_ _a"></span>obszarze <span class="_ _4"></span>zarządzania <span class="_ _a"></span>k<span class="_ _1"></span>apitałem <span class="_ _a"></span>ludzkim, <span class="_ _a"></span>któ<span class="_ _1"></span>rych <span class="_ _a"></span>celem <span class="_ _4"></span>jest </span></span></div><div class="t m0 xc h2 y330 ff1 fs0 fc1 sc0 ls0 ws0">pozyskanie  i <span class="_ _e"> </span>utrzymanie <span class="_ _e"> </span>odpowiednio <span class="_ _e"> </span>zmotywowanych <span class="_ _e"> </span>i  nastawionych <span class="_ _e"> </span>na <span class="_ _e"> </span>rozwój  prac<span class="_ _1"></span>owników <span class="_ _e"> </span>oraz<span class="_ _8"></span> </div><div class="t m0 xc h2 y11a9 ff1 fs0 fc1 sc0 ls0 ws0">tworzenie <span class="_ _c"> </span>kompetentnego, <span class="_ _c"> </span>różnorodnego <span class="_ _c"> </span>i <span class="_ _c"> </span>opartego <span class="_ _c"> </span>o <span class="_ _c"> </span>ws<span class="_ _1"></span>pólne <span class="_ _c"> </span>wa<span class="_ _1"></span>rtości <span class="_ _c"> </span>śro<span class="_ _1"></span>dowiska <span class="_ _b"> </span>pracy, <span class="_ _c"> </span>s<span class="_ _1"></span>kutecznie </div><div class="t m0 xc h2 y39 ff1 fs0 fc1 sc0 ls0 ws0">realizującego przyjętą strategię Grupy;<span class="ff2"> </span></div><div class="t m0 xa h11 y11aa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie aktywnego dialogu ze stroną społeczną;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y11ab ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przegląd wynagrodzeń i analiza luki płacowej oraz podejmowanie dz<span class="_ _0"></span>iałań służących jej niwelowaniu;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yfaa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">promocja <span class="_ _e"> </span>kultury <span class="_ _e"> </span>work-life <span class="_ _d"> </span>balance, <span class="_ _e"> </span><span class="ff1">budowanie <span class="_ _e"> </span>świadomoś<span class="_ _1"></span>ci <span class="_ _e"> </span>pracowników <span class="_ _e"> </span>w <span class="_ _e"> </span>tym <span class="_ _e"> </span>o<span class="_ _1"></span>bszarze <span class="_ _e"> </span>poprzez </span></span></span></div><div class="t m0 xc h2 y11ac ff1 fs0 fc1 sc0 ls0 ws0">podejmowanie <span class="_ _a"></span>różnorodnych <span class="_ _a"></span>działań, <span class="_ _a"></span><span class="ff2">aktywne <span class="_ _a"></span>zarzadzanie <span class="_ _a"></span>czasem <span class="_ _a"></span>pracy <span class="_ _a"></span>i <span class="_ _6"></span>mo<span class="_ _1"></span>nitoring <span class="_ _6"></span>w<span class="_ _1"></span>ykorzystywanych </span></div><div class="t m0 xc h2 yc5a ff1 fs0 fc1 sc0 ls0 ws0">urlopów;<span class="ff2"> </span></div><div class="t m0 xa h11 y11ad ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">realizacja projektów mających na celu prewencję w zak<span class="_ _0"></span>resie bezpieczeństwa i higieny pracy;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y11ae ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zatrudnianie osób z niepełnosprawnościami.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y11af ff1 fs0 fc1 sc0 ls0 ws0">a także monitoring i ocena skuteczności tych działań w ramach założonych p<span class="_ _0"></span>lanów oraz bieżących potrzeb biznesu.<span class="_ _1"></span><span class="ff2">  </span></div><div class="t m0 x1 h2 yca3 ff1 fs0 fc1 sc0 ls0 ws0">Określenie <span class="_ _1"></span>właściwych <span class="_ _1"></span>działań w <span class="_ _1"></span>odpowiedzi <span class="_ _1"></span>na <span class="_ _1"></span>rzeczywiste <span class="_ _1"></span>lub <span class="_ _1"></span>potencjalne <span class="_ _1"></span>negatywne <span class="_ _1"></span>oddziaływanie <span class="_ _1"></span>na <span class="_ _1"></span>własnych </div><div class="t m0 x1 h2 yca4 ff1 fs0 fc1 sc0 ls0 ws0">pracowników, należy do kompetencji Wiceprezesa Zarządu ds. HR w UNIMOT S.A. <span class="ff2"> </span></div><div class="t m0 x1 h2 yedc ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes <span class="_ _5"> </span>Zarządu <span class="_ _4"></span>regularnie<span class="_ _1"></span> <span class="_ _4"> </span>informuje<span class="_ _1"></span> <span class="_ _4"></span>pozostałych <span class="_ _5"> </span>członków <span class="_ _5"> </span>Zarządu <span class="_ _5"> </span>o <span class="_ _5"> </span>kwes<span class="_ _1"></span>tiach <span class="_ _4"></span>związanych <span class="_ _5"> </span>z <span class="_ _5"> </span>wpływem <span class="_ _5"> </span>na </div><div class="t m0 x1 h2 y13d ff1 fs0 fc1 sc0 ls0 ws0">pracowników, do których zaliczyć należy<span class="_ _0"></span>: <span class="ff2"> </span></div><div class="t m0 x70 h11 y11b0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">analiza wynagrodzeń i ich konkurencyjności (1<span class="ff2">-2 razy do roku),  </span></span></span></div><div class="t m0 x70 h11 y11b1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">bieżąca informacja o dialogu z pracownikami <span class="_ _8"></span>i<span class="_ _1"></span> stroną społeczną,<span class="ff2"> </span></span></span></div><div class="t m0 x70 h11 y11b2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">analiza <span class="_ _c"> </span>poziomu <span class="_ _9"> </span>różnic <span class="_ _9"> </span>wynagrodzeń <span class="_ _9"> </span>pomiędzy <span class="_ _c"> </span>kobietami<span class="_ _1"></span> <span class="_ _c"> </span>i <span class="_ _9"> </span>mężczyznami <span class="_ _9"> </span>oraz <span class="_ _9"> </span>dostępu <span class="_ _9"> </span>do <span class="_ _c"> </span>s<span class="_ _1"></span>tanowisk </span></span></div><div class="t m0 x55 h2 y10cb ff1 fs0 fc1 sc0 ls0 ws0">menadżerskich,<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfba" class="pf w0 h0" ><div class="pc pcba w0 h0"><img class="bi x9 y11b3 w9 h1d8" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">186<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x70 h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">monitoring wykorzystania urlopów, <span class="ff2"> </span></span></span></div><div class="t m0 x70 h11 y118 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">raportowanie prowadzonych działań rozwojowych dla pracowników.<span class="ff2"> </span></span></span></div><div class="t m0 xc hf y11b4 ff2 fs1 fc7 sc0 ls0 ws0">3.1.2.<span class="ff5"> <span class="_ _d"> </span><span class="ff1">Charakterystyka pracown<span class="_ _8"></span>ików i struktura zatrudnien<span class="_ _8"></span>ia w Grupie UNIMOT<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y11b5 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y16 ff2 fs0 fc0 sc0 ls0 ws0">Struktura zatrudnienia <span class="ff1">–</span> kluczowe dane </div></div><div class="c x1 y203 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-6   S1-9   <span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yb63 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ybba w67 h76"><div class="t m0 xb h2 y463 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y776 ff2 fs0 fc5 sc0 ls0 ws0">9<span class="ls1">29</span> <span class="ff1 fc1">pracowników zatrudnionych na umowy o pracę<span class="ff2"> </span></span></div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">pośród wszystkich pracowników spółek Grupy </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT w Polsce i za granicą na koniec 2024 roku<span class="ff2"> </span></div><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1b ybba wfb h76"><div class="t m0 xb h2 y463 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y776 ff2 fs0 fc5 sc0 ls0 ws0">7<span class="ls1">47</span> <span class="ff1 fc1">pracowników zatrudnionych <span class="ff2"> </span></span></div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">na czas nieokreślony<span class="ff2"> </span></div></div><div class="c x1 y1140 w67 hd9"><div class="t m0 xb h2 y782 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y58e ff2 fs0 fc5 sc0 ls0 ws0">27,57 %<span class="fc1"> <span class="ff1">zatrudnionych w Grupie UNIMOT stanowiły </span></span></div><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1b y1140 wfb hd9"><div class="t m0 xb h2 y782 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y58e ff2 fs0 fc5 sc0 ls0 ws0">7,79% <span class="ff1 fc1">wskaźnik rotacji pracowników<span class="ff2">*</span></span> </div></div><div class="c x1 y108b w67 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1b y108b wfb hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y11b6 ff1 fs0 fc1 sc0 ls0 ws0">*Wskaźnik rotacji pracowników<span class="_ _1"></span> został policzony według wzo<span class="_ _1"></span>ru: liczba pracowników, którzy<span class="_ _1"></span> odeszli z pracy w<span class="_ _1"></span> Grupie </div><div class="t m0 x1 h2 y399 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT / liczba wszystkich pracowników własnych Grupy UNIMOT x 100%.<span class="ff2"> </span></div><div class="t m2 x1 h1d yc17 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-2. Struktura zatrudnienia w Grupie UNIMOT <span class="ff1">–</span> <span class="ff1">wybrane dane na dzień 31.12.2024 r.</span> </div><div class="t m0 x1 h2 yf59 ff1 fs0 fc1 sc0 ls0 ws0">Szczegółowe <span class="_ _7"></span>informacje<span class="_ _1"></span> <span class="_ _7"></span>na <span class="_ _7"></span>te<span class="_ _1"></span>mat <span class="_ _7"></span>struktury <span class="_ _8"></span>zatrudnienia <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>Grupie <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>zostały <span class="_ _7"></span>prze<span class="_ _1"></span>dstawione <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>tabelach <span class="_ _7"></span>poniżej.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y10e8 ff1 fs0 fc5 sc0 ls0 ws0">Liczba pracowników własnych w podziale na płeć*<span class="ff2 fc1"> </span></div></div><div class="c x1 y11b7 wfc h6"><div class="t m0 xb h2 yc8a ff1 fs0 fc1 sc0 ls0 ws0">Płeć<span class="ff2"> </span></div></div><div class="c x1b y11b7 wfd h6"><div class="t m0 xb h2 yc8a ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników własnych<span class="ff2"> </span></div></div><div class="c x1 y10ea wfc h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x1b y10ea wfd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">30<span class="ls0">8 </span></div></div><div class="c x1 y593 wfc h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x1b y593 wfd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">8<span class="ls1">09</span> </div></div><div class="c x1 yea3 wfc h174"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Nie ujawniono płci<span class="ff2"> </span></div></div><div class="c x1b yea3 wfd h174"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y11b8 wfc h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">RAZEM: </div></div><div class="c x1b y11b8 wfd h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls1 ws0">1 <span class="ls0">1</span>17<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y241 ff2 fs5 fc1 sc0 ls0 ws0">*</div><div class="t m0 xde h2 y241 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _8"></span><span class="ff1">Prezentowane <span class="_ _8"></span>dane <span class="_ _8"></span>dotyczą <span class="_ _8"></span>zatrudnionych <span class="_ _8"></span>osób, <span class="_ _8"></span>bez <span class="_ _8"></span>przeliczenia <span class="_ _8"></span>na <span class="_ _8"></span>ekwiwalent <span class="_ _8"></span>pełnego <span class="_ _8"></span>czasu <span class="_ _8"></span>pracy <span class="_ _7"></span>E<span class="_ _1"></span>PC <span class="_ _7"></span>(<span class="_ _1"></span>8 <span class="_ _7"></span>go<span class="_ _1"></span>dzin </span></div><div class="t m0 x1 h2 y242 ff2 fs0 fc1 sc0 ls0 ws0">dziennie, 40 godzin tygodniowo). </div><div class="t m2 x1 h1d y11b9 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-3<span class="ff1">. Liczba pracowników własnych w Grupie UNIMOT w podzia<span class="_ _0"></span>le na płeć na dzień 31.12.2024 r.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 y11ba ff1 fs0 fc5 sc0 ls0 ws0">Liczba pracowników własnych w podziale na płeć i wiek<span class="ff2"> </span></div></div><div class="c x1 y11bb wfe h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x73 y11bb wff h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x121 y11bb w100 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xb1 y11bb w38 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Nie ujawniono płci<span class="ff2"> </span></div></div><div class="c x51 y11bb w101 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x1 y101b wfe h177"><div class="t m0 xb h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">≤ 29<span class="ff2"> lat </span></div></div><div class="c x73 y101b wff h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">47 </div></div><div class="c x121 y101b w100 h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls1 ws0">54<span class="ls0"> </span></div></div><div class="c xb1 y101b w38 h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x51 y101b w101 h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls1 ws0">101<span class="ls0"> </span></div></div><div class="c x1 y41 wfe h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">30<span class="ls0">-50 lat </span></div></div><div class="c x73 y41 wff h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">206<span class="ls0"> </span></div></div><div class="c x121 y41 w100 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">495<span class="ls0"> </span></div></div><div class="c xb1 y41 w38 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x51 y41 w101 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">70<span class="ls0">1 </span></div></div><div class="c x1 ye16 wfe h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">51 lat ≤<span class="ff2"> </span></div></div><div class="c x73 ye16 wff h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">56<span class="ls0"> </span></div></div><div class="c x121 ye16 w100 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">2<span class="ls1">59</span> </div></div><div class="c xb1 ye16 w38 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x51 ye16 w101 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">31<span class="ls0">5 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y11bc ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y11bd ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _a"></span>3-4<span class="ff1">. <span class="_ _a"></span>Liczba <span class="_ _4"></span>pracowników <span class="_ _a"></span>wł<span class="_ _1"></span>asnych <span class="_ _a"></span>w <span class="_ _a"></span>Grupie <span class="_ _a"></span>UNIM<span class="_ _1"></span>OT <span class="_ _a"></span>w <span class="_ _a"></span>podziale <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _a"></span>wiek <span class="_ _a"></span>i<span class="_ _1"></span> <span class="_ _a"></span>płeć <span class="_ _a"></span>na <span class="_ _4"></span>dzień <span class="_ _a"></span>31. <span class="_ _5"> </span></span>12.<span class="_ _1"></span> <span class="_ _a"></span>2024 <span class="_ _4"></span>r.</div><div class="t m0 x2 h2 y11bd ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y11be ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye8a ff1 fs0 fc1 sc0 ls0 ws0">Liczba <span class="_ _c"> </span>pracowników <span class="_ _c"> </span>własnych <span class="_ _c"> </span>w <span class="_ _c"> </span>podziale <span class="_ _c"> </span>na <span class="_ _c"> </span>płe<span class="_ _1"></span>ć <span class="_ _c"> </span>(kobiety/mężczyźni) <span class="_ _c"> </span>została <span class="_ _c"> </span>określona <span class="_ _c"> </span>na <span class="_ _9"> </span>podstawie <span class="_ _c"> </span>danych </div><div class="t m0 x1 h2 y607 ff1 fs0 fc1 sc0 ls0 ws0">ewidencyjnych <span class="_ _1"></span>z <span class="_ _1"></span>systemów <span class="_ _1"></span>kadrowo<span class="_ _1"></span><span class="ff2">-</span>płacowych <span class="_ _1"></span>jednostek <span class="_ _1"></span>wchodzących <span class="_ _1"></span>w <span class="_ _1"></span>skład <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT. <span class="_ _1"></span>Dane <span class="_ _1"></span>odnos<span class="_ _1"></span>zą się </div><div class="t m0 x1 h2 y101c ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _c"> </span>liczby <span class="_ _c"> </span>zatrudnionych <span class="_ _c"> </span>osób <span class="_ _c"> </span>na <span class="_ _c"> </span>dzień <span class="_ _c"> </span>31 <span class="_ _9"> </span>grudnia <span class="_ _c"> </span>2024 <span class="_ _9"> </span>roku <span class="_ _c"> </span>i <span class="_ _c"> </span>są <span class="_ _c"> </span>zgodne <span class="_ _c"> </span>z <span class="_ _c"> </span>liczbą <span class="_ _c"> </span>praco<span class="_ _1"></span>wników <span class="_ _c"> </span>wykazaną <span class="_ _b"> </span>w<span class="_ _1"></span> </div><div class="t m0 x1 h2 y101d ff2 fs0 fc1 sc0 ls0 ws0">skonsolidowanym sprawozdaniu finansowym za 2024 rok<span class="_ _0"></span>.<span class="_ _1"></span> </div><div class="t m0 x1 h2 yd91 ff1 fs0 fc5 sc0 ls0 ws0">Liczba pracowników własnych w podziale na kraj p<span class="_ _0"></span>rowadzonej działalności<span class="_ _1"></span><span class="ff2 fc1"> </span></div></div></div><div class="pi" ></div></div><div id="pfbb" class="pf w0 h0" ><div class="pc pcbb w0 h0"><img class="bi x9 y11bf w43 h1d9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">187<span class="ls0"> </span></div></div><div class="c x1 y110c wfc h1da"><div class="t m0 xb h2 y11c0 ff1 fs0 fc1 sc0 ls0 ws0">Państwo<span class="ff2"> </span></div></div><div class="c x1b y110c wfd h1da"><div class="t m0 xb h2 y11c0 ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników własnych<span class="ff2"> </span></div></div><div class="c x1 y11c1 wfc h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c x1b y11c1 wfd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1 1<span class="ls1">08</span> </div></div><div class="c x1 y11c2 wfc h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Rumunia </div></div><div class="c x1b y11c2 wfd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 yc48 wfc h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Litwa </div></div><div class="c x1b yc48 wfd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 y11c3 wfc h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Ukraina </div></div><div class="c x1b y11c3 wfd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">6 </div></div><div class="c x1 y11c4 wfc h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Chiny </div></div><div class="c x1b y11c4 wfd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 y11c5 wfc h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">RAZEM:<span class="fc1"> </span></div></div><div class="c x1b y11c5 wfd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1 1<span class="ls1">17</span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y58 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y11c6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _1"></span>3-5<span class="ff1">. <span class="_ _1"></span>Liczba <span class="_ _6"></span>pracowników <span class="_ _6"></span>własnych <span class="_ _1"></span>w <span class="_ _6"></span>Grupie <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>w <span class="_ _1"></span>podziale <span class="_ _1"></span>na <span class="_ _6"></span>kraj <span class="_ _6"></span>prowadzonej <span class="_ _6"></span>działalności <span class="_ _1"></span>na <span class="_ _1"></span>dzień </span></div><div class="t m2 x1 h1d y10c0 ff2 fs5 fc1 sc0 ls0 ws0">31.12.2024 r. </div><div class="t m0 x1 h2 y11c7 ff1 fs0 fc5 sc0 ls0 ws0">Liczba pracowników własnych w podziale na <span class="_ _0"></span>miejsce prowadzonej <span class="_ _1"></span>działalności<span class="ff2"> </span></div></div><div class="c x1 yfea w102 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Bolesławiec<span class="ff2"> </span></div></div><div class="c x5a yfea w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">22<span class="ls0"> </span></div></div><div class="c x1 y233 w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Cluj Napoca </div></div><div class="c x5a y233 w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 y738 w102 h1db"><div class="t m0 xd h2 y11c8 ff2 fs0 fc1 sc0 ls0 ws0">Czechowice-Dziedzice </div></div><div class="c x5a y738 w103 h1db"><div class="t m0 xd h2 y11c8 ff2 fs0 fc1 sc0 ls1 ws0">201<span class="ls0"> </span></div></div><div class="c x1 y4fd w102 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Częstochowa<span class="ff2"> </span></div></div><div class="c x5a y4fd w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">156<span class="ls0"> </span></div></div><div class="c x1 y490 w102 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Gdańsk<span class="ff2"> </span></div></div><div class="c x5a y490 w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">209<span class="ls0"> </span></div></div><div class="c x1 yf98 w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Gutkowo </div></div><div class="c x5a yf98 w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x1 y11c9 w102 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Jasło<span class="ff2"> </span></div></div><div class="c x5a y11c9 w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">119<span class="ls0"> </span></div></div><div class="c x1 ye7c w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Katowice </div></div><div class="c x5a ye7c w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">29<span class="ls0"> </span></div></div><div class="c x1 ydce w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Kaunas </div></div><div class="c x5a ydce w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 y11ca w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Kawice </div></div><div class="c x5a y11ca w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">3 </div></div><div class="c x1 y7ca w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Kielce </div></div><div class="c x5a y7ca w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 y11cb w102 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Kijów<span class="ff2"> </span></div></div><div class="c x5a y11cb w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">6 </div></div><div class="c x1 y11cc w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Koluszki </div></div><div class="c x5a y11cc w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x1 y3ba w102 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Kraków<span class="ff2"> </span></div></div><div class="c x5a y3ba w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">8 </div></div><div class="c x1 yb5 w102 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Mława<span class="ff2"> </span></div></div><div class="c x5a yb5 w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">9 </div></div><div class="c x1 y7f9 w102 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Piotrków Trybunalski<span class="ff2"> </span></div></div><div class="c x5a y7f9 w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">26<span class="ls0"> </span></div></div><div class="c x1 ydf0 w102 h1db"><div class="t m0 xd h2 y11cd ff1 fs0 fc1 sc0 ls0 ws0">Płock<span class="ff2"> </span></div></div><div class="c x5a ydf0 w103 h1db"><div class="t m0 xd h2 y11cd ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 y1059 w102 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Poznań<span class="ff2"> </span></div></div><div class="c x5a y1059 w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">19<span class="ls0"> </span></div></div><div class="c x1 yd85 w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Pyrzowice </div></div><div class="c x5a yd85 w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x1 y11ce w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Rypin </div></div><div class="c x5a y11ce w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">9 </div></div><div class="c x1 y11cf w102 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Sędziszów Małopolski<span class="ff2"> </span></div></div><div class="c x5a y11cf w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x1 yd88 w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Szanghaj </div></div><div class="c x5a yd88 w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 yfa9 w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Szczecin </div></div><div class="c x5a yfa9 w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c x1 y11d0 w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c x5a y11d0 w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">195<span class="ls0"> </span></div></div><div class="c x1 y11d1 w102 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Wrocław<span class="ff2"> </span></div></div><div class="c x5a y11d1 w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x1 y21f w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Zawadzkie </div></div><div class="c x5a y21f w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">35<span class="ls0"> </span></div></div><div class="c x1 y379 w102 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Żywiec<span class="ff2"> </span></div></div><div class="c x5a y379 w103 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">3 </div></div><div class="c x1 ybc8 w102 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc5 sc0 ls0 ws0">SUMA </div></div><div class="c x5a ybc8 w103 h31"><div class="t m0 xd h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">1 117 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y11d2 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _7"></span>3-<span class="ls1f">6.</span> <span class="_ _8"></span><span class="ff1">Liczba <span class="_ _8"></span>pracowników <span class="_ _7"></span>własnych <span class="_ _8"></span>w <span class="_ _7"></span>Grupie<span class="_ _1"></span> <span class="_ _7"></span>UNIMOT<span class="_ _1"></span> <span class="_ _7"></span>w <span class="_ _8"></span>podziale <span class="_ _7"></span>na<span class="_ _1"></span> <span class="_ _7"></span>miejsce<span class="_ _1"></span> <span class="_ _7"></span>prowadzonej <span class="_ _7"></span>działalności <span class="_ _8"></span>na <span class="_ _8"></span>dzień </span></div><div class="t m2 x1 h1d y222 ff2 fs5 fc1 sc0 ls0 ws0">31. 12. 2024 r.</div><div class="t m0 x122 h2 y222 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y11d3 ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienie wynikające z bada<span class="_ _0"></span>nia podwójnej istotności<span class="ff2 fc17"> </span></div></div><div class="c x1 y11d4 w6c h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y11d4 w6d h1e"><div class="t m0 x111 h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 yd6f w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e yd6f w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S1 Własna siła robocza<span class="ff2"> </span></div></div><div class="c x1 y81 w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Temat istotny </div></div><div class="c x7e y81 w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo zatrudnienia<span class="ff2"> </span></div></div><div class="c x1 yc62 w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y11d5 w6e h64"><div class="t m0 xb h2 y11d6 ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e yc62 w6d h64"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y11d7 w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y11d7 w6d h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Wiceprezes ds. HR UNIMOT S.A. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y11d8 ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo zatrudnienia <span class="_ _8"></span>j<span class="_ _1"></span>est jednym <span class="_ _8"></span>z<span class="_ _1"></span> kluczowych elementów <span class="_ _8"></span>s<span class="_ _1"></span>ystemu z<span class="_ _8"></span>arz<span class="_ _1"></span>ądzania zasobami <span class="_ _8"></span>lud<span class="_ _1"></span>zkimi w <span class="_ _0"></span>Grupie </div><div class="t m0 x1 h2 yc7e ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT. <span class="_ _1"></span>Wpływa <span class="_ _1"></span>na s<span class="_ _1"></span>tabilność <span class="_ _1"></span>zatrudnienia, pozwala <span class="_ _1"></span>zmniejs<span class="_ _1"></span>zyć rotację<span class="_ _1"></span>, <span class="_ _1"></span>budować trw<span class="_ _1"></span>ałe relacje <span class="_ _1"></span>z <span class="_ _1"></span>pracownikami <span class="_ _1"></span>i </div></div></div><div class="pi" ></div></div><div id="pfbc" class="pf w0 h0" ><div class="pc pcbc w0 h0"><img class="bi x9 y11d9 w9 h1dc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">188<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _0"></span>efekcie osiąg<span class="_ _0"></span>ać <span class="_ _8"></span>założone<span class="_ _1"></span> <span class="_ _8"></span>wyniki operacyjne. <span class="_ _8"></span>W kontekście <span class="_ _8"></span>zrównoważone<span class="_ _1"></span>go <span class="_ _8"></span>rozwoju, bezp<span class="_ _0"></span>ieczeństwo za<span class="_ _0"></span>trudnienia </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">wpisuje <span class="_ _1"></span>się <span class="_ _1"></span>w s<span class="_ _1"></span>zerszy o<span class="_ _1"></span>bszar odpowiedzialności <span class="_ _1"></span>społecznej <span class="_ _1"></span>Grupy UNIMOT, <span class="_ _1"></span>który <span class="_ _1"></span>obejmuje <span class="_ _1"></span>nie <span class="_ _1"></span>tylko <span class="_ _1"></span>przestrzeganie </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">przepisów prawa pracy, ale także dążenie do zapewnienia stabilnych i g<span class="_ _0"></span>odziwych warunków zatrudnienia.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y11da w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-1   MDR-P<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybeb ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _f"> </span>Grupie <span class="_ _17"> </span>nie <span class="_ _f"> </span>funkcjonuje <span class="_ _17"> </span>jeden <span class="_ _f"> </span>formalny <span class="_ _17"> </span>dokument, <span class="_ _f"> </span>który <span class="_ _17"> </span>byłby <span class="_ _17"> </span>dedykow<span class="_ _1"></span>any <span class="_ _17"> </span>wyżej <span class="_ _f"> </span>wskazanej <span class="_ _17"> </span>kwestii </div><div class="t m0 x1 h2 y11db ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego <span class="_ _c"> </span>rozwoju. <span class="_ _c"> </span>Zgodnie <span class="_ _b"> </span>z <span class="_ _c"> </span>metodyką <span class="_ _c"> </span>ESRS <span class="_ _c"> </span>zagadnienia <span class="_ _c"> </span>bezpieczeństwa <span class="_ _c"> </span>zatrudnienia <span class="_ _b"> </span>dotyczą<span class="_ _1"></span><span class="ff2"> <span class="_ _c"> </span>przede </span></div><div class="t m0 x1 h2 y11dc ff2 fs0 fc1 sc0 ls0 ws0">wszystkim: </div><div class="t m0 xa h11 ybed ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Warunków umów zawieranych z pracownikami,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ybee ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Ochrony socjalnej </span></span></div><div class="t m0 x1 h2 y1089 ff1 fs0 fc1 sc0 ls0 ws0">Powyższe kwestie zostały uregulowane w Grupie UNIMOT w <span class="_ _0"></span>ramach:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yf95 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">polityki rekrutacji i zatrudniania, </span></span></div><div class="t m0 xa h11 y27a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">regulaminu organizacji staży i praktyk,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf96 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zakładowego regulaminu świadczeń socjalnych.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yf97 ff1 fs0 fc1 sc0 ls0 ws0">Ponadto, Grupa UNIMOT wskazuje pozostałe kwestie jako istotne w zakresie bezpieczeństwa <span class="_ _0"></span>zatrudnienia:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yf98 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Odpowiednich płac i godzin pracy,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf99 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Możliwości rozwoju zawodowego i awansu, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf9a ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Równości i braku dyskryminacji, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf9b ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Ochrony przed nierównym traktowaniem, istnienia ka<span class="_ _0"></span>nałów zgłaszania naruszeń,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf9c ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Dialogu <span class="ff1">społecznego i relacji z pracownikami,</span> </span></span></div><div class="t m0 xa h11 yf9d ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Zapewnienia bezpiecznego środowiska pracy wraz z ochroną prywatności. <span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y3b9 ff1 fs0 fc1 sc0 ls0 ws0">Polityki, <span class="_ _b"> </span>d<span class="_ _1"></span>ziałania, <span class="_ _b"> </span>c<span class="_ _1"></span>ele <span class="_ _c"> </span>i <span class="_ _b"> </span>mie<span class="_ _1"></span>rniki <span class="_ _b"> </span>ich<span class="_ _1"></span> <span class="_ _b"> </span>re<span class="_ _1"></span>alizacji <span class="_ _b"> </span>zostały<span class="_ _1"></span> <span class="_ _b"> </span>zaprezento<span class="_ _1"></span>wane <span class="_ _c"> </span>w <span class="_ _b"> </span>kolejnych <span class="_ _c"> </span>podrozdziałach <span class="_ _c"> </span>niniejszego </div><div class="t m0 x1 h2 ybf9 ff2 fs0 fc1 sc0 ls0 ws0">Sprawozdania. </div></div><div class="c x1 y3ed w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-5   MDR-T </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y11dd ff2 fs0 fc1 sc0 ls0 ws0">Do <span class="ff1">celów w obszarze bezpieczeństwa zatrudnienia Grupa UNIMOT zali<span class="_ _8"></span>c<span class="_ _1"></span>za:<span class="ff2"> </span></span></div><div class="t m0 xa h11 y11de ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Zmniejszenie <span class="_ _d"> </span>rotacji <span class="_ _19"> </span>pracowników <span class="_ _d"> </span>(c<span class="_ _1"></span>el <span class="_ _d"> </span>strategiczny) <span class="_ _19"> </span>poprzez <span class="_ _d"> </span>obniżenie <span class="_ _d"> </span>w<span class="_ _1"></span>skaźnika <span class="_ _d"> </span>do <span class="_ _19"> </span>5% <span class="_ _d"> </span>w <span class="_ _19"> </span>ciągu </span></span></div><div class="t m0 xc h2 y3cd ff1 fs0 fc1 sc0 ls0 ws0">najbliższych 5 lat<span class="ff2"> </span>(obecny wskaźnik<span class="ff2">: 7,79<span class="lse">%)</span>. </span></div><div class="t m0 xa h11 y11df ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Zwiększenie liczby<span class="_ _0"></span> stałych <span class="_ _8"></span>umó<span class="_ _1"></span>w o <span class="_ _8"></span>pracę w stosunku <span class="_ _8"></span>do umów czasowych. <span class="_ _8"></span>Do końca roku <span class="_ _8"></span>2029 roku Grup<span class="_ _8"></span>a </span></span></div><div class="t m0 xc h2 y11e0 ff1 fs0 fc1 sc0 ls0 ws0">dąży <span class="_ _6"></span>do <span class="_ _1"></span><span class="ff2">85</span>% <span class="_ _a"></span>zatrudnienia <span class="_ _1"></span>na<span class="_ _1"></span> <span class="_ _6"></span>podstawie <span class="_ _1"></span>umó<span class="_ _1"></span>w <span class="_ _1"></span>na <span class="_ _6"></span>czas <span class="_ _6"></span>nieokreś<span class="_ _1"></span>lony.<span class="ff2"> <span class="_ _6"></span>W<span class="_ _1"></span> <span class="_ _1"></span>2024 <span class="_ _6"></span>roku <span class="_ _6"></span>osoby <span class="_ _6"></span>zatrudnione <span class="_ _6"></span>na </span></div><div class="t m0 xc h2 y11e1 ff1 fs0 fc1 sc0 ls0 ws0">czas nieokreślony stanowiły 80,<span class="ff2 ls1">41<span class="ls0">% wszystkich zatrudnionych. </span></span></div><div class="t m0 xa h11 y11e2 ff2 fs0 fc1 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">U<span class="ff1">trzymanie wskaźnika osób pracujących w niepełnym wymiarze czasu pracy <span class="_ _8"></span>n<span class="_ _1"></span>a poziomie nie większym, niż </span></span></span></div><div class="t m0 xc h2 y10ac ff1 fs0 fc1 sc0 ls0 ws0">5% <span class="_ _8"></span>w <span class="_ _8"></span>długoo<span class="_ _1"></span>kresowym <span class="_ _8"></span>horyzoncie <span class="_ _8"></span>c<span class="_ _1"></span>zasowym. <span class="_ _7"></span>Obec<span class="_ _1"></span>nie <span class="_ _7"></span>o<span class="_ _1"></span>soby <span class="_ _7"></span>pracujące w <span class="_ _7"></span>nie<span class="_ _1"></span>pełnym <span class="_ _8"></span>wymiarze <span class="_ _8"></span>czasu p<span class="_ _8"></span>racy </div><div class="t m0 xc h2 yec9 ff1 fs0 fc1 sc0 ls0 ws0">stanowią 2,<span class="ff2 ls1">91<span class="ls0">% wszystkich zatrudnionych. </span></span></div></div><div class="c x1 y11e3 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-4   MDR-A </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1f6 ff1 fs0 fc1 sc0 ls0 ws0">Umowa o pracę zawierana jest zgod<span class="_ _0"></span>nie z zasadami obowiązującymi w GK UNIMOT określonymi w Polityce rekrutacji </div><div class="t m0 x1 h2 yffa ff1 fs0 fc1 sc0 ls0 ws0">i zatrudniania. Umowa z pracownikiem może być zawarta: <span class="ff2"> </span></div><div class="t m0 xa h11 y97b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">na okres próbny; <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y11e4 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">na czas określony; <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y11e5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">na czas nieokreślony. <span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y11e6 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie z <span class="_ _8"></span>praktyką stosowaną w Grup<span class="_ _0"></span>ie, druga <span class="_ _8"></span>umowa zawierana z <span class="_ _0"></span>pracownikiem jest <span class="_ _0"></span>umową na <span class="_ _8"></span>czas określony. Ta </div><div class="t m0 x1 h2 y11e7 ff1 fs0 fc1 sc0 ls0 ws0">forma umowy daje elastyczność obu stronom na pod<span class="_ _0"></span>jęcie decyzji przed zawarciem umowy na czas nieokreślony.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y11e8 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>decyduje <span class="_ _6"></span>się<span class="_ _1"></span> <span class="_ _6"></span>na <span class="_ _6"></span>zatrudnianie <span class="_ _6"></span>pracowników, <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>przeważającej <span class="_ _6"></span>mierze, <span class="_ _6"></span>na <span class="_ _a"></span>pełny <span class="_ _6"></span>etat, <span class="_ _6"></span>ponieważ <span class="_ _6"></span>jako </div><div class="t m0 x1 h2 y7ee ff1 fs0 fc1 sc0 ls0 ws0">wymagająca <span class="_ _7"></span>branża, <span class="_ _7"></span>Grupa <span class="_ _7"></span> <span class="_ _8"></span>po<span class="_ _1"></span>trzebuje <span class="_ _7"></span>specjalistycznej <span class="_ _8"></span>wiedzy <span class="_ _7"></span>i <span class="_ _7"></span>doświadczenia. <span class="_ _7"></span>Zatrudnienie <span class="_ _8"></span>pracowników <span class="_ _8"></span>na <span class="_ _7"></span>umowę </div><div class="t m0 x1 h2 y2db ff1 fs0 fc1 sc0 ls0 ws0">o <span class="_ _c"> </span>pracę <span class="_ _9"> </span>w <span class="_ _9"> </span>pełnym <span class="_ _c"> </span>wymiarze<span class="_ _1"></span> <span class="_ _c"> </span>sprzyja <span class="_ _9"> </span>szkoleniom,<span class="_ _1"></span> <span class="_ _c"> </span>rozwojowi <span class="_ _9"> </span>kompetencji <span class="_ _c"> </span>i<span class="_ _1"></span> <span class="_ _c"> </span>lojalności <span class="_ _9"> </span>wobec <span class="_ _9"> </span>firmy. <span class="_ _c"> </span>Pracownic<span class="_ _1"></span>y </div><div class="t m0 x1 h2 y29f ff1 fs0 fc1 sc0 ls0 ws0">zatrudnieni <span class="_ _b"> </span>na <span class="_ _c"> </span>umowę <span class="_ _c"> </span>o <span class="_ _c"> </span>pracę, <span class="_ _c"> </span>tzw. <span class="_ _c"> </span>„etatowi” <span class="_ _c"> </span>są <span class="_ _b"> </span>zwykle <span class="_ _c"> </span>bardziej <span class="_ _b"> </span>zmot<span class="_ _1"></span>ywowani <span class="_ _b"> </span>do <span class="_ _c"> </span>budowania <span class="_ _c"> </span>kompetencji <span class="_ _c"> </span>w </div></div></div><div class="pi" ></div></div><div id="pfbd" class="pf w0 h0" ><div class="pc pcbd w0 h0"><img class="bi x9 y11e9 w9 h1dd" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">189<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">organizacji. <span class="_ _8"></span>Częste zmia<span class="_ _0"></span>ny p<span class="_ _0"></span>racowników mogą<span class="_ _8"></span> być <span class="_ _8"></span>kosztowne<span class="_ _1"></span> <span class="_ _8"></span>i <span class="_ _8"></span>o<span class="_ _1"></span>bniżać <span class="_ _8"></span>efektywnoś<span class="_ _1"></span>ć <span class="_ _8"></span>zespołu, <span class="_ _0"></span>dlatego g<span class="_ _8"></span>rupa<span class="_ _1"></span> <span class="_ _8"></span>UNIMOT </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">nie korzysta z tego rozwiązania. <span class="ff2">  </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc5 sc0 ls0 ws0">Rotacja pracowników<span class="ff2"> </span></div><div class="t m0 x1 h2 y11a ff1 fs0 fc1 sc0 ls0 ws0">Wysoka <span class="_ _a"></span>rotacja<span class="_ _1"></span> <span class="_ _a"></span>pr<span class="_ _1"></span>acowników <span class="_ _4"></span>może <span class="_ _4"></span>negatywnie <span class="_ _a"></span>w<span class="_ _1"></span>pływać <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _a"></span>firmę,<span class="_ _1"></span> <span class="_ _a"></span>powodując<span class="_ _1"></span> <span class="_ _a"></span>wzros<span class="_ _1"></span>t <span class="_ _a"></span>kosztów <span class="_ _4"> </span>re<span class="_ _1"></span>krutacji, <span class="_ _a"></span>spadek<span class="_ _1"></span> </div><div class="t m0 x1 h2 y11b ff1 fs0 fc1 sc0 ls0 ws0">efektywności <span class="_ _a"></span>oraz <span class="_ _6"></span>obniżenie <span class="_ _6"></span>mo<span class="_ _1"></span>rale <span class="_ _6"></span>zespołu. <span class="_ _a"></span>Aby <span class="_ _6"></span>utrzymać <span class="_ _a"></span>niską <span class="_ _a"></span>rotację, <span class="_ _6"></span>Grupa <span class="_ _a"></span>UNIMOT <span class="_ _6"></span>konce<span class="_ _1"></span>ntruje <span class="_ _6"></span>się <span class="_ _a"></span>na <span class="_ _6"></span>kilku </div><div class="t m0 x1 h2 y794 ff2 fs0 fc1 sc0 ls0 ws0">kluczowych obszarach: </div><div class="t m0 xa h11 y11d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">konkurencyjne <span class="_ _9"> </span>wynagrodzenie <span class="_ _c"> </span><span class="ff1">–</span>  <span class="ff1">regula<span class="_ _0"></span>rne <span class="_ _9"> </span>analizowanie <span class="_ _9"> </span>rynku <span class="_ _9"> </span>i <span class="_ _c"> </span>dostos<span class="_ _1"></span>owywanie <span class="_ _9"> </span>płac <span class="_ _c"> </span>do <span class="_ _9"> </span>standardów </span></span></span></div><div class="t m0 xc h2 y11e ff1 fs0 fc1 sc0 ls0 ws0">branżowych.<span class="ff2"> </span></div><div class="t m0 xa h11 y11f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">benefity <span class="_ _1"></span>pozapłacowe <span class="_ _6"></span>–<span class="ff2"> <span class="_ _6"></span></span>oferowanie <span class="_ _1"></span>prywatnej <span class="_ _1"></span>o<span class="_ _1"></span>pieki <span class="_ _1"></span>medycznej, <span class="_ _6"></span>karty <span class="_ _1"></span>sportow<span class="_ _1"></span>ej, <span class="_ _1"></span>ubezpieczenia <span class="_ _1"></span>na <span class="_ _6"></span>życie, </span></span></div><div class="t m0 xc h2 y120 ff2 fs0 fc1 sc0 ls0 ws0">ubezpieczenia grupowego, </div><div class="t m0 xa h11 y121 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">praca <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>systemie <span class="_ _b"> </span>hybrydowym <span class="_ _c"> </span>- <span class="_ _5"> </span><span class="ff1">mo<span class="_ _1"></span>żliwość <span class="_ _b"> </span>pracy <span class="_ _b"> </span>zdalnej <span class="_ _b"> </span>lub <span class="_ _c"> </span>hybrydowej, <span class="_ _b"> </span>jeśli <span class="_ _b"> </span>charakter <span class="_ _b"> </span>pracy <span class="_ _b"> </span>na <span class="_ _b"> </span>to </span></span></span></div><div class="t m0 xc h2 y122 ff2 fs0 fc1 sc0 ls0 ws0">pozwala, </div><div class="t m0 xa h11 y757 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dobre warunki pracy pozwalające na przestrzeń do odpoczynku,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y758 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">komunikacja <span class="ff1">–</span> <span class="ff1">otwarta kultura i nastawienie na współpracę (zgod<span class="_ _0"></span>nie z wartościami Grupy UNIMOT), <span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y759 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">docenianie i nagradzanie <span class="ff1">–</span> <span class="ff1">systemy premiowe, wyróżnienia, </span> </span></span></div><div class="t m0 xa h11 y75a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zapewnianie dostępu do szkoleń, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y75b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dokładne <span class="_ _a"></span>określenie <span class="_ _a"></span>wymagań <span class="_ _6"></span>na <span class="_ _a"></span>etapie <span class="_ _a"></span>rekrutacji <span class="_ _4"></span>–<span class="ff2"> <span class="_ _a"></span>aby <span class="_ _a"></span>nowi <span class="_ _a"></span>pracownicy <span class="_ _a"></span>mieli <span class="_ _a"></span>realistyczne <span class="_ _a"></span>oczekiwania </span></span></span></div><div class="t m0 xc h2 y75c ff2 fs0 fc1 sc0 ls0 ws0">wobec pracy, </div><div class="t m0 xa h11 yd0a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">organizowanie <span class="_ _c"> </span>inicjatyw <span class="_ _9"> </span>budujących <span class="_ _c"> </span>świadomość<span class="_ _1"></span> <span class="_ _c"> </span>pracowników <span class="_ _c"> </span>w <span class="_ _9"> </span>obszarze <span class="_ _c"> </span>wellbeingu <span class="_ _c"> </span>i<span class="_ _1"></span> <span class="_ _c"> </span>wprowadzanie </span></span></div><div class="t m0 xc h2 yf2c ff1 fs0 fc1 sc0 ls0 ws0">działań w ramach których pracownicy integrują się realizują<span class="_ _0"></span>c swoje pasje,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y76c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">rozwój menedżerów –<span class="ff2"> </span>systematyczne kształcenie menedżerów i wspieranie ich w zarządzaniu zespołami.<span class="ff2"> </span></span></span></div></div><div class="c x1 y11ea w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1b ws0">MDR<span class="ls0">-M </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yb36 ff1 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _4"></span>mierników <span class="_ _4"></span>realizacji <span class="_ _a"></span>ce<span class="_ _1"></span>lów <span class="_ _a"></span>w <span class="_ _4"></span>obszarze <span class="_ _4"></span>bezpieczeństw<span class="_ _1"></span>a <span class="_ _a"></span>zatrudnienia <span class="_ _a"></span>zaliczyć <span class="_ _4"></span>należy <span class="_ _4"> </span>p<span class="_ _1"></span>rzede <span class="_ _a"></span>ws<span class="_ _1"></span>zystkim <span class="_ _a"></span>odsetek </div><div class="t m0 x1 h2 y11eb ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _1"></span>posiadających <span class="_ _1"></span>umowę <span class="_ _1"></span>o <span class="_ _1"></span>pracę <span class="_ _1"></span>na<span class="_ _1"></span> c<span class="_ _1"></span>zas nie<span class="_ _1"></span>określony, <span class="_ _1"></span>stosunek <span class="_ _1"></span>liczby <span class="_ _1"></span>osób <span class="_ _1"></span>zatrudnionych <span class="_ _1"></span>nie<span class="_ _1"></span>będących </div><div class="t m0 x1 h2 y11ec ff1 fs0 fc1 sc0 ls0 ws0">pracownikami do liczby praco<span class="_ _1"></span>wników<span class="ff2"> <span class="_ _1"></span>oraz </span>wskaźniki rotacji <span class="_ _1"></span>pracownikó<span class="ff2 lsa">w.<span class="ls0"> </span></span>W tabelach poni<span class="_ _1"></span>żej zaprezentowano <span class="_ _1"></span><span class="ff2">dane </span></div><div class="t m0 x1 h2 y11ed ff1 fs0 fc1 sc0 ls0 ws0">liczbowe dla 2024 roku traktując ten rok jako rok bazowy i punkt wyjścia d<span class="_ _8"></span>o<span class="_ _1"></span> dalszych działań.<span class="ff2"> </span></div><div class="t m0 x1 h2 y11ee ff1 fs0 fc5 sc0 ls0 ws0">Liczba pracowników własnych w podziale na płeć i rodz<span class="_ _0"></span>aj umowy<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y36 w94 h65"><div class="t m0 xb h2 y657 ff1 fs0 fc1 sc0 ls0 ws0">Umowa o pracę<span class="ff2"> </span></div></div><div class="c x1 y11ef w104 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x123 y11ef w105 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x6a y11ef w105 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni <span class="ff2"> </span></div></div><div class="c x8c y11ef w106 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono<span class="ff2"> </span></div></div><div class="c x124 y11ef w107 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">Razem </div></div><div class="c x1 ybde w104 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Na czas nieokreślony<span class="ff2"> </span></div></div><div class="c x123 ybde w105 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">198<span class="ls0"> </span></div></div><div class="c x6a ybde w105 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">5<span class="ls1">49</span> </div></div><div class="c x8c ybde w106 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x124 ybde w107 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">7<span class="ls1">47</span> </div></div><div class="c x1 y11f0 w104 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Na czas określony<span class="ff2"> </span></div></div><div class="c x123 y11f0 w105 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">75<span class="ls0"> </span></div></div><div class="c x6a y11f0 w105 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">107<span class="ls0"> </span></div></div><div class="c x8c y11f0 w106 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x124 y11f0 w107 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls1 ws0">182<span class="ls0"> </span></div></div><div class="c x1 y11f1 w104 h19"><div class="t m0 xb h2 yec ff1 fs0 fc5 sc0 ls0 ws0">Łącznie pracownicy </div><div class="t m0 xb h2 ye1 ff1 fs0 fc5 sc0 ls0 ws0">zatrudnieni na Umowę <span class="ff2"> </span></div><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">o pracę<span class="ff2"> </span></div></div><div class="c x123 y11f1 w105 h19"><div class="t m0 xb h2 yec ff2 fs0 fc5 sc0 ls1 ws0">273<span class="ls0"> </span></div></div><div class="c x6a y11f1 w105 h19"><div class="t m0 xb h2 yec ff2 fs0 fc5 sc0 ls0 ws0">6<span class="ls1">56</span> </div></div><div class="c x8c y11f1 w106 h19"><div class="t m0 xb h2 yec ff2 fs0 fc5 sc0 ls0 ws0">0 </div></div><div class="c x124 y11f1 w107 h19"><div class="t m0 xb h2 yec ff2 fs0 fc5 sc0 ls0 ws0">9<span class="ls1">29</span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y10ad ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y1000 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _1"></span>3<span class="_ _1"></span>-7<span class="ff1">. <span class="_ _1"></span>Licz<span class="_ _1"></span>ba <span class="_ _1"></span>pr<span class="_ _1"></span>acowników <span class="_ _6"></span>w <span class="_ _6"></span>Grupie <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>z<span class="_ _1"></span>atrudnionych <span class="_ _6"></span>w <span class="_ _6"></span>oparciu <span class="_ _6"></span>o <span class="_ _6"></span>umowę<span class="_ _1"></span> <span class="_ _1"></span>o<span class="_ _1"></span> <span class="_ _6"></span>pracę <span class="_ _6"></span>w <span class="_ _6"></span>podziale <span class="_ _6"></span>na<span class="_ _1"></span> <span class="_ _1"></span>płeć <span class="_ _6"></span></span> </div><div class="t m2 x1 h1d y1001 ff1 fs5 fc1 sc0 ls0 ws0">i czas trwania umowy na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 x1 h2 y11f2 ff1 fs0 fc5 sc0 ls0 ws0">Liczba pracowników własnych w podziale na płeć i wymia<span class="_ _0"></span>r czasu pracy<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y11f3 w104 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x123 y11f3 w105 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x6a y11f3 w105 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni <span class="ff2"> </span></div></div><div class="c x8c y11f3 w106 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono<span class="ff2"> </span></div></div><div class="c x124 y11f3 w107 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">Razem </div></div><div class="c x1 y11f4 w104 h1de"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">Pracownicy zatrudnieni w </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">pełnym wymiarze czasu </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">pracy </div></div><div class="c x123 y11f4 w105 h1de"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls1 ws0">266<span class="ls0"> </span></div></div><div class="c x6a y11f4 w105 h1de"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">6<span class="ls1">36</span> </div></div><div class="c x8c y11f4 w106 h1de"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x124 y11f4 w107 h1de"><div class="t m0 xb h2 yec ff2 fs0 fc5 sc0 ls1 ws0">90<span class="ls0">2 </span></div></div><div class="c x1 y11f5 w104 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">Pracownicy zatrudnieni w </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">niepełnym wymiarze czasu </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">pracy (tymczasowi) </div></div><div class="c x123 y11f5 w105 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">7 </div></div><div class="c x6a y11f5 w105 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x8c y11f5 w106 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x124 y11f5 w107 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc5 sc0 ls1 ws0">27<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y11f6 ff1 fs0 fc1 sc0 ls0 ws0">*Przyjęto, <span class="_ _1"></span>że <span class="_ _6"></span>pracow<span class="_ _1"></span>nicy <span class="_ _1"></span>zatrudnieni <span class="_ _6"></span>na <span class="_ _6"></span>umowach <span class="_ _6"></span>cywilno<span class="_ _1"></span><span class="ff2">-</span>prawnych, <span class="_ _6"></span>wykonują <span class="_ _6"></span>pracę <span class="_ _6"></span>w <span class="_ _6"></span>pełnym <span class="_ _6"></span>wymiarze <span class="_ _6"></span>godzin. </div><div class="t m0 x1 h2 yeb0 ff1 fs0 fc1 sc0 ls0 ws0">Pracownicy św<span class="_ _1"></span>iadczący pracę <span class="_ _1"></span>na podstawie <span class="_ _1"></span>innych umów <span class="_ _1"></span>(umowa zlec<span class="_ _1"></span>enia, o <span class="_ _1"></span>dzieło oraz <span class="_ _1"></span>pracownicy zatrudnieni <span class="_ _1"></span>za </div><div class="t m0 x1 h2 y84e ff1 fs0 fc1 sc0 ls0 ws0">pośrednictwem <span class="_ _e"> </span>agencji  pracy) <span class="_ _e"> </span>zostali  zakwalifikowani <span class="_ _e"> </span>jako <span class="_ _e"> </span>świadczący  pracę <span class="_ _e"> </span>w <span class="_ _e"> </span>niepełnym  w<span class="_ _1"></span>ymiarze  godzin.<span class="_ _1"></span><span class="ff2 fc5"> </span></div></div></div><div class="pi" ></div></div><div id="pfbe" class="pf w0 h0" ><div class="pc pcbe w0 h0"><img class="bi x9 y11f7 w9 h1df" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">190<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y118 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-8<span class="ff1">. <span class="_ _1"></span>Liczba pracowników <span class="_ _1"></span>własnych <span class="_ _1"></span>w <span class="_ _1"></span>Grupie UNIMOT zatrudnionych <span class="_ _1"></span>w <span class="_ _1"></span>podziale na <span class="_ _1"></span>wymiar <span class="_ _1"></span>czasu pracy <span class="_ _1"></span>oraz </span></div><div class="t m2 x1 h1d y142 ff1 fs5 fc1 sc0 ls0 ws0">płeć na dzień 31.12<span class="ff2">.2024 r. </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc5 sc0 ls0 ws0">Liczba <span class="_ _5"> </span>pracowników <span class="_ _b"> </span>własnych <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>Grupie <span class="_ _b"> </span>UNIMOT, <span class="_ _5"> </span>którzy <span class="_ _b"> </span>odeszli <span class="_ _5"> </span>z <span class="_ _b"> </span>organizacji <span class="_ _5"> </span>w <span class="_ _b"> </span>okresie <span class="_ _b"> </span>sprawozdawczym, <span class="_ _5"> </span>oraz </div><div class="t m0 x1 h2 y144 ff1 fs0 fc5 sc0 ls0 ws0">wskaźnik rotacji pracowników<span class="ff2"> </span></div></div><div class="c x1 ye6f w8 h6"><div class="t m0 xb h2 yc8a ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników własnych, którzy odeszli <span class="_ _0"></span>z pracy<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y11c6 w67 h1e0"><div class="t m0 xb h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x1b y11c6 w108 h1e0"><div class="t m0 xb h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">27 </div></div><div class="c x1 y11f8 w67 h1e1"><div class="t m0 xb h2 y5d3 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x1b y11f8 w108 h1e1"><div class="t m0 xb h2 y5d3 ff2 fs0 fc1 sc0 ls1 ws0">60<span class="ls0"> </span></div></div><div class="c x1 yeb8 w67 h1e2"><div class="t m0 xb h2 yb91 ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono płci<span class="ff2"> </span></div></div><div class="c x1b yeb8 w108 h1e2"><div class="t m0 xb h2 yb91 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 yd78 w67 h1e2"><div class="t m0 xb h2 yb91 ff2 fs0 fc5 sc0 ls0 ws0">Razem </div></div><div class="c x1b yd78 w108 h1e2"><div class="t m0 xb h2 yb91 ff2 fs0 fc5 sc0 ls1 ws0">87<span class="ls0"> </span></div></div><div class="c x1 y11f9 w67 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Wskaźnik rotacji pracowników*<span class="ff2"> </span></div></div><div class="c x1b y11f9 w108 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">7,79 % </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y11fa ff1 fs0 fc1 sc0 ls0 ws0">*Wskaźnik rotacji został obliczony zgodnie z metodologią ESRS według wzoru: (liczba pracowników<span class="_ _1"></span>, którzy <span class="_ _0"></span>odeszli z </div><div class="t m0 x1 h2 ycf0 ff2 fs0 fc1 sc0 ls0 ws0">pracy <span class="_ _1"></span>w <span class="_ _6"></span><span class="ff1">Grupie <span class="_ _1"></span>UNIMOT<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _6"></span>wyniku <span class="_ _1"></span>zwolnie<span class="_ _1"></span>nia, <span class="_ _1"></span>przejścia <span class="_ _1"></span>na<span class="_ _1"></span> <span class="_ _1"></span>e<span class="_ _1"></span>meryturę <span class="_ _1"></span>lub <span class="_ _1"></span>śmierc<span class="_ _1"></span>i <span class="_ _1"></span>/ <span class="_ _1"></span>l<span class="_ _1"></span>iczba <span class="_ _1"></span>ws<span class="_ _1"></span>zystkich <span class="_ _1"></span>pracowników </span></div><div class="t m0 x1 h2 y62f ff2 fs0 fc1 sc0 ls0 ws0">Grupy UNIMOT na koniec okresu sprawozdawczego, tj. na <span class="_ _0"></span>31 grudnia 2024 r.) x 100%. </div><div class="t m2 x1 h1d yd5f ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-9<span class="ff1">. Wskaźnik rotacji pracowników w Grupie UNIMOT. </span> </div><div class="t m0 x1 h2 y11fb ff1 fs0 fc0 sc0 ls0 ws0">Charakterystyka osób niebędących pracownikami </div><div class="t m2 x119 h1d y11fb ff2 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y11fc w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-7<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yf9d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y11fd ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>2024 <span class="_ _a"></span>roku <span class="_ _a"></span>liczba <span class="_ _6"></span>os<span class="_ _1"></span>ób <span class="_ _6"></span>niebędących <span class="_ _a"></span>pracownikami <span class="_ _6"></span>wynosił<span class="_ _1"></span>a <span class="_ _a"></span><span class="ff2">1<span class="ls1">88</span>, <span class="_ _a"></span>w <span class="_ _6"></span>tym <span class="_ _a"></span><span class="ls1">36</span> <span class="_ _a"></span>kobiet <span class="_ _6"></span>i <span class="_ _a"></span><span class="ls1">15</span>2 <span class="_ _a"></span></span>mężczyzn. <span class="_ _a"></span>Wśród <span class="_ _6"></span>o<span class="_ _1"></span>sób </div><div class="t m0 x1 h2 ye42 ff1 fs0 fc1 sc0 ls0 ws0">niebędących <span class="_ _1"></span>pracownikami <span class="_ _1"></span>dominowały <span class="_ _1"></span>osoby <span class="_ _1"></span>pracujące w<span class="_ _1"></span> <span class="_ _1"></span>oparciu o <span class="_ _1"></span>umo<span class="_ _1"></span>wy c<span class="_ _1"></span>ywilnoprawne <span class="_ _1"></span>(<span class="_ _1"></span>umowa <span class="_ _1"></span>współpracy <span class="_ _1"></span>–<span class="ff2"> </span></div><div class="t m0 x1 h2 ye43 ff2 fs0 fc1 sc0 ls1 ws0">10<span class="ls0">1 <span class="ls2">os<span class="ff1">ób</span></span> lub <span class="_ _8"></span>umo<span class="_ _1"></span>wa zlecenia <span class="ff1">–</span> <span class="ff1">80 osób) i stanowiły </span>w sumie 96,<span class="ls1">28</span><span class="ff1">% wszystkich osób niebędących pracownikami. </span> </span></div><div class="t m0 x1 h2 ybfb ff1 fs0 fc1 sc0 ls0 ws0">Dane liczbowe dotyczące osób niebędących pracownikami przedstawia p<span class="_ _8"></span>o<span class="_ _1"></span>niższa tabela.</div><div class="t m2 x125 h1d ybfb ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y11fe w109 h21"><div class="t m0 xb h2 y11ff ff1 fs0 fc1 sc0 ls0 ws0">Dane o osobach </div><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">niebędących </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">pracownikami </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">współpracujących z </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">jednostką (liczba osób)<span class="ff2"> </span></div></div><div class="c x126 y11fe w10a h21"><div class="t m0 x111 h2 y11ff ff1 fs0 fc1 sc0 ls0 ws0">Kobiety<span class="ff2"> </span></div></div><div class="c xd9 y11fe w10b h21"><div class="t m0 x111 h2 y11ff ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x127 y11fe w10c h21"><div class="t m0 x111 h2 y11ff ff1 fs0 fc1 sc0 ls0 ws0">Nie ujawniono<span class="ff2"> </span></div></div><div class="c xf2 y11fe w10d h21"><div class="t m0 x111 h2 y11ff ff1 fs0 fc1 sc0 ls0 ws0">Razem<span class="ff2"> </span></div></div><div class="c x1 y4ed w109 h20"><div class="t m0 xb h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">Liczba osób pracujących </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">w oparciu o umowy </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">cywilnoprawne (zlecenia i </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">dzieło<span class="ff2"> </span></div></div><div class="c x126 y4ed w10a h20"><div class="t m0 x111 h2 ydc ff1 fs0 fc1 sc0 ls1 ws0">21<span class="ff2 ls0"> </span></div></div><div class="c xd9 y4ed w10b h20"><div class="t m0 x111 h2 ydc ff1 fs0 fc1 sc0 ls1 ws0">59<span class="ff2 ls0"> </span></div></div><div class="c x127 y4ed w10c h20"><div class="t m0 x111 h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 y4ed w10d h20"><div class="t m0 x111 h2 ydc ff1 fs0 fc1 sc0 ls1 ws0">80<span class="ff2 ls0"> </span></div></div><div class="c x1 y1200 w109 h19"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Liczba osób pracujących </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">w oparciu o umowę o </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">współpracy (B2B)<span class="ff2"> </span></div></div><div class="c x126 y1200 w10a h19"><div class="t m0 x111 h2 yec ff1 fs0 fc1 sc0 ls1 ws0">13<span class="ff2 ls0"> </span></div></div><div class="c xd9 y1200 w10b h19"><div class="t m0 x111 h2 yec ff1 fs0 fc1 sc0 ls0 ws0">89<span class="ff2"> </span></div></div><div class="c x127 y1200 w10c h19"><div class="t m0 x111 h2 yec ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 y1200 w10d h19"><div class="t m0 x111 h2 yec ff1 fs0 fc1 sc0 ls1 ws0">10<span class="ls0">2<span class="ff2"> </span></span></div></div><div class="c x1 yc25 w109 h19"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Liczba osób na </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">kontraktach </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">menadżerskich<span class="ff2"> </span></div></div><div class="c x126 yc25 w10a h19"><div class="t m0 x111 h2 yec ff1 fs0 fc1 sc0 ls0 ws0">2<span class="ff2"> </span></div></div><div class="c xd9 yc25 w10b h19"><div class="t m0 x111 h2 yec ff1 fs0 fc1 sc0 ls0 ws0">4<span class="ff2"> </span></div></div><div class="c x127 yc25 w10c h19"><div class="t m0 x111 h2 yec ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 yc25 w10d h19"><div class="t m0 x111 h2 yec ff1 fs0 fc1 sc0 ls0 ws0">6<span class="ff2"> </span></div></div><div class="c x1 y1201 w109 h17"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Osoby odbywające </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">praktyki absolwenckie<span class="ff2"> </span></div></div><div class="c x126 y1201 w10a h17"><div class="t m0 x111 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xd9 y1201 w10b h17"><div class="t m0 x111 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x127 y1201 w10c h17"><div class="t m0 x111 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 y1201 w10d h17"><div class="t m0 x111 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x1 y5e1 w109 h1e3"><div class="t m0 xb h2 yd63 ff1 fs0 fc5 sc0 ls0 ws0">Łącznie<span class="ff2"> </span></div></div><div class="c x126 y5e1 w10a h1e3"><div class="t m0 x111 h2 yd63 ff1 fs0 fc5 sc0 ls1 ws0">36<span class="ff2 ls0"> </span></div></div><div class="c xd9 y5e1 w10b h1e3"><div class="t m0 x111 h2 yd63 ff1 fs0 fc5 sc0 ls1 ws0">15<span class="ls0">2<span class="ff2"> </span></span></div></div><div class="c x127 y5e1 w10c h1e3"><div class="t m0 x111 h2 yd63 ff1 fs0 fc5 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 y5e1 w10d h1e3"><div class="t m0 x111 h2 yd63 ff1 fs0 fc5 sc0 ls0 ws0">1<span class="ls1">88</span><span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yf17 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-10<span class="ff1">. Liczba osób niebędących pracownikami, współpracujących z<span class="_ _0"></span> Grupą UNIMOT na dzień 31. 12. 2024 r.</span></div><div class="t m0 x8d h2 yf17 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yf18 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>2024 <span class="_ _6"></span>roku <span class="_ _1"></span>w <span class="_ _1"></span>Grupie <span class="_ _6"></span>UNIMOT <span class="_ _1"></span>nie <span class="_ _6"></span><span class="ff1">było <span class="_ _1"></span>pracowników <span class="_ _6"></span>zatrudnionych <span class="_ _1"></span>za <span class="_ _1"></span>pośrednictwem <span class="_ _1"></span>agencji <span class="_ _6"></span>pracy <span class="_ _1"></span>bądź <span class="_ _1"></span>innego </span></div><div class="t m0 x1 h2 y1023 ff1 fs0 fc1 sc0 ls0 ws0">podmiotu świadczącego usługę pośrednictwa w zatrudnieniu.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf1a ff2 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfbf" class="pf w0 h0" ><div class="pc pcbf w0 h0"><img class="bi x9 y1202 w9 h1e4" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">191<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc0 sc0 ls0 ws0">Ochrona socjalna </div></div><div class="c x1 ybe8 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-<span class="ls1">11<span class="lsc">   <span class="ls1b">MDR</span></span></span>-P<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybe9 ff1 fs0 fc1 sc0 ls0 ws0">Pracownicy <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>są <span class="_ _6"></span>objęci <span class="_ _1"></span>oc<span class="_ _1"></span>hroną <span class="_ _1"></span>socjalną <span class="_ _6"></span>przed <span class="_ _1"></span>utratą <span class="_ _6"></span>dochodów <span class="_ _6"></span>oferowaną <span class="_ _6"></span>przez <span class="_ _1"></span>państwo <span class="_ _6"></span>Polskie <span class="_ _1"></span>w </div><div class="t m0 x1 h2 ybea ff1 fs0 fc1 sc0 ls0 ws0">związku <span class="_ _8"></span>ze zdarzeniami, <span class="_ _8"></span>jak choroba, <span class="_ _8"></span>bezrobocie<span class="_ _1"></span>, <span class="_ _8"></span>w<span class="_ _1"></span>ypad<span class="_ _0"></span>ek przy <span class="_ _8"></span>pracy, urlop <span class="_ _7"></span>ro<span class="_ _1"></span>dzicielski <span class="_ _8"></span>o<span class="_ _1"></span>raz <span class="_ _8"></span>przejśc<span class="_ _1"></span>ie <span class="_ _8"></span>na emeryturę. </div><div class="t m0 x1 h2 ybeb ff2 fs0 fc1 sc0 ls0 ws0">Dodatkowo, <span class="_ _5"> </span>w <span class="_ _b"> </span>S<span class="ff1">półkach <span class="_ _b"> </span></span>UNIMOT <span class="_ _b"> </span>S.A., <span class="_ _b"> </span>UNIMOT <span class="_ _5"> </span>Paliwa, <span class="_ _b"> </span>RCEkoenergia, <span class="_ _b"> </span>OLAVION, <span class="_ _5"> </span>UNIMOT <span class="_ _b"> </span>Terminale, <span class="_ _b"> </span>UNIMOT </div><div class="t m0 x1 h2 y11db ff2 fs0 fc1 sc0 ls0 ws0">Bitumen, UNIMOT Infrastruktura (do 11 <span class="_ _1"></span>grudnia 2024 r.)<span class="ls2">, </span><span class="ff1">funkcjonuje <span class="_ _1"></span>Zakładowy Fundusz Świadczeń Socjalnych. O </span></div><div class="t m0 x1 h2 y11dc ff1 fs0 fc1 sc0 ls0 ws0">pomoc <span class="_ _5"> </span>materialną <span class="_ _5"> </span>mogą <span class="_ _b"> </span>wnioskować <span class="_ _5"> </span>pracownicy, <span class="_ _b"> </span>którzy <span class="_ _5"> </span>znajdują <span class="_ _5"> </span>się <span class="_ _5"> </span>w <span class="_ _b"> </span>trudnej <span class="_ _5"> </span>sytua<span class="_ _1"></span>cji <span class="_ _b"> </span>życiowej, <span class="_ _5"> </span>rodzinnej <span class="_ _b"> </span>lub </div><div class="t m0 x1 h2 y1203 ff1 fs0 fc1 sc0 ls0 ws0">materialnej, <span class="_ _b"> </span>w <span class="_ _c"> </span>tym <span class="_ _b"> </span>dotknięci <span class="_ _b"> </span>wypadkami <span class="_ _c"> </span>losowymi, <span class="_ _b"> </span>w <span class="_ _c"> </span>szczególności <span class="_ _b"> </span>takimi <span class="_ _b"> </span>jak: <span class="_ _b"> </span>cię<span class="_ _1"></span>żka <span class="_ _b"> </span>lub <span class="_ _b"> </span>przewlekła <span class="_ _b"> </span>c<span class="_ _1"></span>horoba, </div><div class="t m0 x1 h2 y1204 ff1 fs0 fc1 sc0 ls0 ws0">wypadek, śmierć osoby najbliższej.<span class="ff2"> </span></div><div class="t m0 x1 h2 ybef ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>ramach <span class="_ _c"> </span>wsparcia <span class="_ _c"> </span><span class="ff1">oferowanego <span class="_ _c"> </span>przez <span class="_ _b"> </span>pr<span class="_ _1"></span>acodawcę,</span> <span class="_ _c"> </span><span class="ff1">pracownic<span class="_ _1"></span>y <span class="_ _b"> </span>poszczególnych <span class="_ _c"> </span>Spółek <span class="_ _c"> </span>Grupy <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>mogą </span></div><div class="t m0 x1 h2 ybf0 ff1 fs0 fc1 sc0 ls0 ws0">wnioskować o dofinansowanie do zakupu okularów korekcyjnych,<span class="ff2"> </span>zapomogę finansową lub rzeczową.<span class="ff2"> </span></div><div class="t m0 x1 h2 yfea ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>Raportowanym <span class="_ _1"></span>o<span class="_ _1"></span>kresie <span class="_ _1"></span>Grupa <span class="_ _6"></span>nie <span class="_ _1"></span>w<span class="_ _1"></span>yznaczyła <span class="_ _1"></span>celów<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _1"></span>zakres<span class="_ _1"></span>ie <span class="_ _1"></span>ochrony <span class="_ _6"></span>socjalnej <span class="_ _1"></span>pracowników.<span class="_ _1"></span> <span class="_ _1"></span>Spółka <span class="_ _a"></span>rozważy </div><div class="t m0 x1 h2 y5d ff1 fs0 fc1 sc0 ls0 ws0">konieczność wyz<span class="_ _0"></span>naczenia <span class="_ _8"></span>c<span class="_ _1"></span>elów <span class="ff2 lsa">w <span class="_ _8"></span><span class="ff1 ls0">średniookreso<span class="_ _1"></span>wym <span class="_ _8"></span>horyzoncie<span class="_ _1"></span> <span class="_ _8"></span>czasow<span class="_ _1"></span>ym<span class="ff2"> </span>roku <span class="_ _8"></span>we współpracy <span class="_ _8"></span>z zainteresowanymi </span></span></div><div class="t m0 x1 h2 yfeb ff2 fs0 fc1 sc0 ls0 ws0">stronami.  </div><div class="t m0 x1 h2 y1205 ff2 fs0 fc0 sc0 ls0 ws0">Metodologia prezentacji danych </div><div class="t m0 x1 h2 y6fb ff1 fs0 fc1 sc0 ls0 ws0">Sprawozdanie Zrównoważonego <span class="_ _1"></span>Rozwoju Grupy <span class="_ _1"></span>UNIMOT za <span class="_ _1"></span>2024 ro<span class="_ _1"></span>k jest <span class="_ _1"></span>pierwszym dokumente<span class="_ _1"></span>m, w którym <span class="_ _1"></span>dane </div><div class="t m0 x1 h2 y20e ff1 fs0 fc1 sc0 ls0 ws0">niefinansowe <span class="_ _24"> </span>zaprezentowano <span class="_ _f"> </span>zgodnie <span class="_ _24"> </span>z <span class="_ _10"> </span>wymogami <span class="_ _24"> </span>Dyrektywy <span class="_ _10"> </span>CSR<span class="_ _1"></span>D. <span class="_ _10"> </span>Jes<span class="_ _1"></span>t <span class="_ _10"> </span>to <span class="_ _24"> </span>również <span class="_ _24"> </span>pierwszy <span class="_ _10"> </span>raport </div><div class="t m0 x1 h2 y1206 ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonego rozwoju Grup<span class="_ _0"></span>y poddany zewnętrznej weryfik<span class="_ _0"></span>acji. W związku z ty<span class="_ _0"></span>m, a także biorą<span class="_ _0"></span>c pod uwagę fak<span class="_ _0"></span>t, </div><div class="t m0 x1 h2 y1207 ff1 fs0 fc1 sc0 ls0 ws0">że <span class="_ _b"> </span>Grupa <span class="_ _b"> </span>nie <span class="_ _c"> </span>była <span class="_ _b"> </span>objęta <span class="_ _b"> </span>o<span class="_ _1"></span>bowiązkiem <span class="_ _b"> </span>raportowania <span class="_ _b"> </span>zgodnie<span class="_ _1"></span> <span class="_ _b"> </span>z <span class="_ _b"> </span>Dyrektywą <span class="_ _b"> </span>NFRD,<span class="_ _1"></span> <span class="_ _c"> </span><span class="ff2">Grupa <span class="_ _b"> </span>UNIMOT <span class="_ _c"> </span></span>zdecydował<span class="ff2">a </span></div><div class="t m0 x1 h2 y5fd ff1 fs0 fc1 sc0 ls0 ws0">ustanowić <span class="_ _4"> </span>2024 <span class="_ _5"> </span>rok <span class="_ _4"></span>rokiem <span class="_ _4"> </span>bazowym <span class="_ _4"></span>i <span class="_ _4"> </span>c<span class="_ _1"></span>o <span class="_ _4"></span>z <span class="_ _4"> </span>tym<span class="_ _1"></span> <span class="_ _4"></span>związane, <span class="_ _4"> </span>nie<span class="_ _1"></span> <span class="_ _4"></span>prezentować <span class="_ _4"></span>w <span class="_ _5"> </span>niniejszym <span class="_ _4"></span>Sprawozdaniu <span class="_ _4"></span>danych </div><div class="t m0 x1 h2 y1208 ff1 fs0 fc1 sc0 ls0 ws0">porównawczych z poprzednich okresów sprawozdawczych.  <span class="ff2"> </span></div><div class="t m0 x1 h2 ye42 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _4"></span>z <span class="_ _4"> </span>definic<span class="_ _1"></span>jami <span class="_ _a"></span>wy<span class="_ _1"></span>znaczonymi <span class="_ _4"></span>przez <span class="_ _4"></span>Dyrektywę<span class="_ _1"></span> <span class="_ _4"></span>CSRD <span class="_ _4"> </span>na <span class="_ _5"> </span>potrzeby <span class="_ _4"> </span>sporządzenia <span class="_ _5"> </span>niniejszego <span class="_ _5"> </span>Sprawozdania </div><div class="t m0 x1 h2 ye43 ff1 fs0 fc1 sc0 ls0 ws0">zdefiniowano pojęcia: <span class="ff2"> </span></div><div class="t m0 x1 h2 ybfb ff2 fs0 fc5 sc0 ls0 ws0">Pracownik<span class="fc1"> <span class="_ _5"> </span><span class="ff1">to <span class="_ _5"> </span>oso<span class="_ _1"></span>ba <span class="_ _4"></span>fizyczna <span class="_ _b"> </span>pozostająca <span class="_ _5"> </span>w <span class="_ _5"> </span>stosun<span class="_ _1"></span>ku <span class="_ _5"> </span>pracy <span class="_ _5"> </span>z <span class="_ _5"> </span>Grupą <span class="_ _b"> </span>UNIMOT, <span class="_ _5"> </span>zgodnie <span class="_ _b"> </span>z <span class="_ _5"> </span>prawem <span class="_ _5"> </span>krajowym <span class="_ _5"> </span>lu<span class="_ _1"></span>b </span></span></div><div class="t m0 x1 h2 ybfc ff1 fs0 fc1 sc0 ls0 ws0">praktyką biznesową. To osoby zatrudnione na umowę o pra<span class="_ _0"></span>cę i na powołaniu. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y12d ff1 fs0 fc5 sc0 ls0 ws0">Osoby <span class="_ _e"> </span>nie<span class="_ _1"></span>będące <span class="_ _e"> </span>pracownikami <span class="_ _d"> </span><span class="fc1">to <span class="_ _d"> </span>osoby <span class="_ _d"> </span>świadczące <span class="_ _d"> </span>prace <span class="_ _e"> </span>na <span class="_ _d"> </span>rzecz <span class="_ _d"> </span>Grupy <span class="_ _e"> </span>UNIMOT <span class="_ _d"> </span>w <span class="_ _d"> </span>oparciu <span class="_ _d"> </span>o <span class="_ _e"> </span>umo<span class="_ _1"></span>wy<span class="_ _8"></span> </span></div><div class="t m0 x1 h2 y18c ff1 fs0 fc1 sc0 ls0 ws0">cywilnoprawne (umowa zlecenie, dzieło), umowy współpracy <span class="_ _0"></span>(B2B) lub kontrakty zewnętrzne. <span class="ff2"> </span></div><div class="t m0 x1 h2 y389 ff1 fs0 fc5 sc0 ls0 ws0">Pracownicy <span class="_ _6"></span>w<span class="_ _1"></span>łaśni <span class="_ _a"></span><span class="fc1">to <span class="_ _6"></span>zarówno <span class="_ _a"></span>pracownicy, <span class="_ _a"></span>jak <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _6"></span>oso<span class="_ _1"></span>by <span class="_ _6"></span>niebędące <span class="_ _a"></span>pracownikami <span class="_ _6"></span>ś<span class="_ _1"></span>wiadczące <span class="_ _a"></span>pracę <span class="_ _6"></span>na <span class="_ _a"></span>rzecz <span class="_ _a"></span>Grupy </span></div><div class="t m0 x1 h2 ybfd ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT. </div><div class="t m0 x1 h2 yf9e ff1 fs0 fc5 sc0 ls0 ws0">Pracownicy łączący umowę o pracę <span class="ff2"> </span></div><div class="t m0 x1 h2 ye31 ff1 fs0 fc1 sc0 ls0 ws0">Osoba <span class="_ _1"></span>z<span class="_ _1"></span>atrudniona <span class="_ _1"></span>na <span class="_ _6"></span>c<span class="_ _1"></span>zęści <span class="_ _6"></span>etatu <span class="_ _6"></span>w <span class="_ _6"></span>różnych <span class="_ _6"></span>s<span class="_ _1"></span>półkach <span class="_ _6"></span>z <span class="_ _6"></span>Grupy <span class="_ _6"></span>jes<span class="_ _1"></span>t <span class="_ _1"></span>wykazana <span class="_ _6"></span>jako<span class="_ _1"></span> <span class="_ _1"></span>zatrudniona <span class="_ _6"></span>tylko<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _6"></span>spółc<span class="_ _1"></span>e, <span class="_ _6"></span>w </div><div class="t m0 x1 h2 y1209 ff1 fs0 fc1 sc0 ls0 ws0">której <span class="_ _8"></span>ma na<span class="_ _0"></span>jwiększą <span class="_ _8"></span>c<span class="_ _1"></span>zęść <span class="_ _8"></span>e<span class="_ _1"></span>tatu. <span class="_ _8"></span>Jeśli <span class="_ _8"></span>są to <span class="_ _8"></span>równe części <span class="_ _8"></span>etatu <span class="_ _8"></span>w róż<span class="_ _0"></span>nych p<span class="_ _8"></span>o<span class="_ _1"></span>dmiotach –<span class="ff2"> <span class="_ _8"></span><span class="ff1">jes<span class="_ _1"></span>t <span class="_ _8"></span>przypisywana <span class="_ _0"></span>do <span class="_ _8"></span>spółki, </span></span></div><div class="t m0 x1 h2 y120a ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _1"></span>którą jest <span class="_ _1"></span>bliżej <span class="_ _1"></span>związana <span class="_ _1"></span>(długością <span class="_ _1"></span>zatrudnienia lu<span class="_ _1"></span>b zakres<span class="_ _1"></span>em odpowiedzialności). <span class="_ _1"></span>Jeśli <span class="_ _1"></span>takie przypisanie <span class="_ _1"></span>nie <span class="_ _1"></span>jest </div><div class="t m0 x1 h2 yfa2 ff1 fs0 fc1 sc0 ls0 ws0">możliwe, pracownik jest wykazywany w spółce wyższego szczebla. <span class="ff2"> </span></div><div class="t m0 x1 h2 y803 ff1 fs0 fc1 sc0 ls0 ws0">Jeśli łączny <span class="_ _1"></span>wymiar pracy w<span class="_ _1"></span> różnych <span class="_ _1"></span>podmiotach, wynosi <span class="_ _1"></span>pełen e<span class="_ _1"></span>tat, pracownik jest <span class="_ _1"></span>prezentowany jako <span class="_ _1"></span>zatrudniony </div><div class="t m0 x1 h2 yfae ff1 fs0 fc1 sc0 ls0 ws0">na pełen etat. <span class="ff2"> </span></div><div class="t m0 x1 h2 y19a ff1 fs0 fc5 sc0 ls0 ws0">Pracownicy łączący umowy o pracę oraz inne umowy <span class="ff2"> </span></div><div class="t m0 x1 h2 y75d ff1 fs0 fc1 sc0 ls0 ws0">Osoba <span class="_ _6"></span>zatrudniona <span class="_ _6"></span>w <span class="_ _a"></span>różnych <span class="_ _6"></span>spółkach <span class="_ _a"></span>Grupy <span class="_ _1"></span>n<span class="_ _1"></span>a <span class="_ _6"></span>podstawie <span class="_ _a"></span>umowy <span class="_ _6"></span>o <span class="_ _6"></span>pracę <span class="_ _a"></span>oraz <span class="_ _6"></span>innej <span class="_ _6"></span>u<span class="_ _1"></span>mowy <span class="_ _6"></span>jest <span class="_ _a"></span>prezentowana </div><div class="t m0 x1 h2 y120b ff1 fs0 fc1 sc0 ls0 ws0">tylko <span class="_ _8"></span>jako zatrudniona <span class="_ _8"></span>na etat. <span class="_ _8"></span>Je<span class="_ _1"></span>śli <span class="_ _8"></span>jej umowy <span class="_ _8"></span>dotyczą tylko <span class="_ _0"></span>podmiotu, <span class="_ _8"></span>jes<span class="_ _1"></span>t <span class="_ _8"></span>prezento<span class="_ _1"></span>wana <span class="_ _8"></span>jako zatrud<span class="_ _0"></span>niona <span class="_ _8"></span>na<span class="_ _1"></span> <span class="_ _8"></span>peł<span class="_ _1"></span>en </div><div class="t m0 x1 h2 ydc0 ff2 fs0 fc1 sc0 ls0 ws0">etat.  </div><div class="t m0 x1 h2 y380 ff1 fs0 fc1 sc0 ls0 ws0">Jeśli umowy dotyczą jednocześnie <span class="_ _1"></span>dwóch podmiotów, pracownik jest prezentowany jako zatrudniony na część <span class="_ _1"></span>etatu </div><div class="t m0 x1 h2 y7db ff1 fs0 fc1 sc0 ls0 ws0">(nawet jeśli łączny zakres wykonywanej pracy jest zbliż<span class="_ _0"></span>ony do pełnego godzinowego wymiaru pracy).<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfc0" class="pf w0 h0" ><div class="pc pcc0 w0 h0"><img class="bi x9 y120c w9 h1e5" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">192<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0">Dane <span class="_ _4"></span>przedstawione <span class="_ _4"></span>w <span class="_ _4"></span>tabelach <span class="_ _5"> </span>3-<span class="ls1">2.</span> <span class="_ _4"></span><span class="ff1">–</span> <span class="_ _4"></span>3.10. <span class="_ _4"></span><span class="ff1">dotyczą <span class="_ _4"></span>wszy<span class="_ _1"></span>stkich <span class="_ _a"></span>S<span class="_ _1"></span>półek</span> <span class="_ _4"></span>Grupy <span class="_ _4"></span>UNIMOT <span class="_ _4"></span><span class="ff1">objętych <span class="_ _5"> </span>konsolidacją <span class="_ _a"></span>w </span></div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _1"></span>s<span class="_ _1"></span>prawozdawczości <span class="_ _1"></span>zrównow<span class="_ _1"></span>ażonego <span class="_ _1"></span>rozwoju<span class="_ _1"></span>. <span class="_ _1"></span>Dane <span class="_ _6"></span>liczbowe <span class="_ _6"></span>dotyczące <span class="_ _1"></span>zatrudnienia <span class="_ _6"></span>odnoszą <span class="_ _6"></span>się <span class="_ _6"></span>do <span class="_ _6"></span>liczby </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">pracowników (w osobach) na ostatni dzień okresu sprawozdawczości tj. 31 grudnia 2024 <span class="_ _0"></span>roku.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">Wszystkie przedstawione dane dotyczą liczby <span class="_ _0"></span>osób, bez przeliczenia na ekwiwalent pełnego czasu pracy (EPC <span class="_ _1"></span>–<span class="ff2"> <span class="lsd">8 </span></span></div><div class="t m0 x1 h2 y144 ff2 fs0 fc1 sc0 ls0 ws0">godzin dziennie, 40 godzin tygodniowo). </div><div class="t m0 x1 h2 y794 ff1 fs0 fc1 sc0 ls0 ws0">Kategoria płci „inna” nie ma zastosowania ponieważ <span class="_ _0"></span>nie przewiduje jej polski porządek prawny. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y11d ff1 fs0 fc1 sc0 ls0 ws0">Stosuje się układ kosztowy, czyli <span class="_ _8"></span>w<span class="_ _1"></span>ykazuje się wynagrodzenia należne za 2024 rok (układ pod<span class="_ _0"></span>atkowy nie jest </div><div class="t m0 x1 h2 y11e ff1 fs0 fc1 sc0 ls0 ws0">stosowany w tym przypadku, ponieważ może prowadzić d<span class="_ _0"></span>o przesunięć i zniekształcenia danych.).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y1a9 ff1 fs0 fc5 sc0 ls0 ws0">Obliczenia luki płacowej<span class="ff2"> </span></div><div class="t m0 x1 h2 y768 ff1 fs0 fc1 sc0 ls0 ws0">Do obliczenia luki płacowej wzięto pod uwag<span class="_ _0"></span>ę wynagrodzenie całkowite brutto, tj. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y14e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Wynagrodzenie zasadnicze (podstawowe) <span class="ff1">–</span> <span class="ff1">stała kwota wynagrodzenia określona w umowie o pra<span class="_ _0"></span>cę.<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y14f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Premie i nagrody <span class="ff1">–</span> np. premie uznaniowe, roczne, kwartalne, bonusy za <span class="_ _8"></span>w<span class="_ _1"></span>yniki.<span class="_ _1"></span> </span></span></div><div class="t m0 xa h11 y150 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Dodatki do wynagrodzenia <span class="ff1">–</span> <span class="ff1">np. za nadgodziny, pracę w nocy, d<span class="_ _0"></span>odatek stażowy, funkcyjny.<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y151 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Świadczenia pozapłacowe –<span class="ff2"> </span>np. samochód służbowy, najem mieszkania.<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y152 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Prowizje i inne zmienne składniki <span class="_ _0"></span>wynagrodzenia –<span class="ff2"> </span>częs<span class="_ _1"></span>to stosowane w handlu i <span class="_ _0"></span>sprzedaży.<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y153 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dodatki wynikające z przepisów prawa –<span class="ff2"> </span>np. dodatki za pracę w warunkach szkodliwych, odp<span class="_ _0"></span>rawy.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y101f ff1 fs0 fc1 sc0 ls0 ws0">W wynagrodzeniach nie uwzględniono m. in.:<span class="ff2"> </span></div><div class="t m0 xa h11 y76d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Przychodu z PPK finansowanego przez pracodawcę, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y76e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Świadczeń o charakterze socjalnym (np. ubezpieczenie zdrowotne, karty sportowe),<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1e9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Kosztów ponoszonych przez pracodawcę na zatrud<span class="_ _8"></span>nie<span class="_ _1"></span>nie (np. składki ZUS),<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf0d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zasiłku chorobowego,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf0e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Świadczeń pracowniczych z ZFŚS.<span class="ff2"> </span></span></span></div></div><div class="c x1 y120d w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-3<span class="lsc">   </span><span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y740 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yc98 ff1 fs0 fc0 sc0 ls0 ws0">Procesy niwelowania negatywnych oddziaływań. Zgłaszanie nieprawidłowości i podejmowanie działań następczych<span class="ff2"> </span></div><div class="t m0 x1 h2 y6ae ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienie wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y11fe w6c h31"><div class="t m0 xb h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y11fe w6d h31"><div class="t m0 x111 h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y65f w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y65f w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S1 Własna siła robocza<span class="ff2"> </span></div></div><div class="c x1 y191 w6c h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Temat istotny </div></div><div class="c x7e y191 w6d h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Środki zapobiegania przemocy i <span class="_ _0"></span>nękaniu w miejscu </div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">pracy </div></div><div class="c x1 y2c9 w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y120e w6e hf4"><div class="t m0 xb h2 ybc6 ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y2c9 w6d hf4"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y136 w6c h96"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y136 w6d h96"><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu ds. HR w UNIMOT S.A. / prezesi </div><div class="t m0 x111 h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Zarządów <span class="ff2">S</span>półek zależnych oraz Dyrektor Biura </div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">prawnego w UNIMOT S.A.  </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y80f ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnego tematu<span class="fc1"> </span></div></div><div class="c x1 y120f w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-1   <span class="ls1b">MDR</span>-P<span class="_ _0"></span>   <span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ye17 ff1 fs0 fc1 sc0 ls0 ws0">Kwestia <span class="_ _7"></span>zapobiegania <span class="_ _8"></span>przemocy <span class="_ _8"></span>i <span class="_ _7"></span>nę<span class="_ _1"></span>kaniu <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>miejscu <span class="_ _8"></span>pracy <span class="_ _8"></span>została <span class="_ _7"></span>uregulowana<span class="_ _1"></span> <span class="_ _7"></span>w <span class="_ _7"></span>r<span class="_ _1"></span>amach <span class="_ _8"></span>Procedury p<span class="_ _0"></span>rzeciwdziałania </div><div class="t m0 x1 h2 y33a ff1 fs0 fc1 sc0 ls0 ws0">mobbingowi, <span class="_ _9"> </span>dyskryminacji  i <span class="_ _9"> </span>innym  d<span class="_ _8"></span>ziałaniom  niepożądanym <span class="_ _9"> </span>w  pracy <span class="_ _9"> </span>oraz<span class="ff2">  </span>Procedury  dok<span class="_ _0"></span>onywania <span class="_ _9"> </span>zgłos<span class="_ _1"></span>zeń </div><div class="t m0 x1 h2 yd01 ff1 fs0 fc1 sc0 ls0 ws0">naruszeń <span class="_ _a"></span>prawa <span class="_ _a"></span>i <span class="_ _a"></span>podejmowania <span class="_ _a"></span>działań <span class="_ _a"></span>następczych <span class="_ _a"></span>w <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>S.A. <span class="_ _4"></span>W <span class="_ _a"></span>ramach <span class="_ _a"></span>powyższych <span class="_ _6"></span>dokumentó<span class="_ _1"></span>w <span class="_ _a"></span>Grupa </div><div class="t m0 x1 h2 ybad ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _7"></span><span class="ff1">zobowiązuje <span class="_ _7"></span>s<span class="_ _1"></span>ię <span class="_ _8"></span>do <span class="_ _7"></span>zapew<span class="_ _1"></span>nienia <span class="_ _7"></span>odpowiednich <span class="_ _8"></span>kanałów <span class="_ _7"></span>zgłaszania <span class="_ _8"></span>nieprawidłowości, <span class="_ _7"></span>nale<span class="_ _1"></span>żytej <span class="_ _7"></span>ochrony <span class="_ _7"></span>o<span class="_ _1"></span>sób </span></div><div class="t m0 x1 h2 y1210 ff1 fs0 fc1 sc0 ls0 ws0">dokonujących <span class="_ _24"> </span>zgłoszenia <span class="_ _1d"> </span>oraz <span class="_ _24"> </span>prowadzenia <span class="_ _1d"> </span>działań <span class="_ _24"> </span>naprawczych <span class="_ _1d"> </span>w <span class="_ _24"> </span>przypadku <span class="_ _1d"> </span>wystąpienia <span class="_ _24"> </span>jakiejkolwiek </div><div class="t m0 x1 h2 y1211 ff1 fs0 fc1 sc0 ls0 ws0">nieprawidłowości. <span class="_ _0"></span>Grupa <span class="_ _8"></span>zapewnia różnorodne <span class="_ _8"></span>kanały zgłaszania <span class="_ _8"></span>naruszeń, w <span class="_ _8"></span>tym również <span class="_ _0"></span>anonimowe, <span class="_ _0"></span>dostępne dla<span class="_ _8"></span> </div><div class="t m0 x1 h2 y1212 ff1 fs0 fc1 sc0 ls0 ws0">wszystkich  pracowników.  Pracownicy <span class="_ _9"> </span>są  okresowo  informowani  o <span class="_ _9"> </span>istnieniu  takich  kanałów  za <span class="_ _9"> </span>pośrednictwem </div><div class="t m0 x1 h2 yb54 ff1 fs0 fc1 sc0 ls0 ws0">komunikatów <span class="_ _8"></span>mailowych. <span class="_ _8"></span>Stos<span class="_ _1"></span>owne <span class="_ _8"></span>info<span class="_ _1"></span>rmacje <span class="_ _8"></span>są <span class="_ _8"></span>również p<span class="_ _0"></span>rzekazywane <span class="_ _8"></span>nowo <span class="_ _0"></span>zatrudnionym <span class="_ _8"></span>pracownikom <span class="_ _8"></span>w trakcie </div><div class="t m0 x1 h2 y1213 ff2 fs0 fc1 sc0 ls0 ws0">onboardingu. Proce<span class="ff1">dura, o której mowa powyżej skład<span class="_ _0"></span>a się z następujących elementów: <span class="_ _1"></span><span class="ff2"> </span></span></div></div></div><div class="pi" ></div></div><div id="pfc1" class="pf w0 h0" ><div class="pc pcc1 w0 h0"><img class="bi x9 y10ed w9 h1e6" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">193<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">efektywny system zgłaszania nieprawidłowości chroniący sygnalistów, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y118 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">sformalizowana struktura rozpatrywania zgłoszeń, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y142 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ochrona osób zgłaszających<span class="ff2 ls2">, <span class="ls0"> </span></span></span></span></div><div class="t m0 xa h11 y1a2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">w <span class="_ _19"> </span>razie <span class="_ _19"> </span>potrzeby <span class="_ _17"> </span><span class="ff1">–</span> <span class="_ _19"> </span>mechanizm <span class="_ _17"> </span><span class="ff1">rekomendowania <span class="_ _19"> </span>i <span class="_ _19"> </span>wprow<span class="_ _1"></span>adzenia <span class="_ _d"> </span>w<span class="_ _1"></span> <span class="_ _19"> </span>Grupie <span class="_ _19"> </span>s<span class="_ _1"></span>ystemowych <span class="_ _19"> </span>działań </span></span></span></div><div class="t m0 xc h2 y1a3 ff2 fs0 fc1 sc0 ls0 ws0">naprawczych. </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">Procedura <span class="_ _d"> </span>została <span class="_ _19"> </span>zaktualizowana <span class="_ _d"> </span>w <span class="_ _19"> </span>2024 <span class="_ _d"> </span>roku, <span class="_ _19"> </span>a <span class="_ _d"> </span>jej <span class="_ _19"> </span>wprowadzenie <span class="_ _19"> </span>zostało <span class="_ _d"> </span>poprzedzone <span class="_ _19"> </span>konsultacjami <span class="_ _d"> </span>z </div><div class="t m0 x1 h2 y146 ff2 fs0 fc1 sc0 ls0 ws0">pracownikami. <span class="_ _a"></span><span class="ff1">Więcej <span class="_ _a"></span>szczegółowych <span class="_ _a"></span>informacji <span class="_ _a"></span>na <span class="_ _a"></span>temat <span class="_ _4"></span>funkcjonującego <span class="_ _a"></span>w <span class="_ _a"></span>Grupie <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>systemu <span class="_ _a"></span>zgłaszania </span></div><div class="t m0 x1 h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">nieprawidłowości<span class="ff2"> </span>oraz ochrony sygnalistów znajduje się w ramach ujawnienia G1<span class="ff2">-1 niniejszego Sprawozdania. </span></div></div><div class="c x1 y4d8 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-17   <span class="lsc">  <span class="ls1b">MDR</span></span>-T   <span class="ls1b">MDR</span>-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1214 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1215 ff1 fs0 fc5 sc0 ls0 ws0">Dane dotyczące zgłoszeń<span class="ff2 fc1"> </span></div><div class="t m0 x1 h2 yb48 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>odniesieniu <span class="_ _5"> </span>do <span class="_ _4"></span>istotne<span class="_ _1"></span>j <span class="_ _4"></span>kwestii <span class="_ _5"> </span>zrównoważonego <span class="_ _4"></span>rozwoju <span class="_ _5"> </span>Grupa <span class="_ _5"> </span>UNIMOT <span class="_ _4"></span>ustaliła <span class="_ _5"> </span>cel <span class="_ _5"> </span>strategiczny: <span class="_ _4"></span>Działalność </div><div class="t m0 x1 h2 y1216 ff1 fs0 fc1 sc0 ls0 ws0">zgodna <span class="_ _c"> </span>z <span class="_ _9"> </span>modelem <span class="_ _9"> </span>biznesowym <span class="_ _9"> </span>w <span class="_ _9"> </span>oparciu <span class="_ _c"> </span>o<span class="_ _1"></span> <span class="_ _9"> </span>przyjęte <span class="_ _9"> </span>polityki, <span class="_ _c"> </span>określające <span class="_ _9"> </span>ryzyka <span class="_ _9"> </span>i <span class="_ _c"> </span>s<span class="_ _1"></span>ystemy <span class="_ _9"> </span>zapobiegania <span class="_ _c"> </span>ich<span class="_ _1"></span> </div><div class="t m0 x1 h2 y100e ff1 fs0 fc1 sc0 ls0 ws0">wystąpieniu.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1217 ff1 fs0 fc1 sc0 ls0 ws0">Zainteresowane strony nie brały bezpośredniego udzia<span class="_ _8"></span>ł<span class="_ _1"></span>u w wyznaczaniu celu w odniesieniu do istotnej kwestii </div><div class="t m0 x1 h2 y1218 ff1 fs0 fc1 sc0 ls0 ws0">związanej ze zrównoważonym rozwojem. <span class="ff2"> </span></div><div class="t m0 x1 h2 y116c ff1 fs0 fc1 sc0 ls0 ws0">Do mierników realizacji celu Grupa zalicza:<span class="ff2"> </span></div><div class="t m0 xa h11 y1219 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zapewnienie <span class="_ _c"> </span>funkcjonowania <span class="_ _c"> </span>systemu <span class="_ _c"> </span>kanałów <span class="_ _b"> </span>zgłaszania<span class="_ _1"></span> <span class="_ _c"> </span>nieprawidłowości <span class="_ _c"> </span>wraz <span class="_ _b"> </span>z<span class="_ _1"></span> <span class="_ _b"> </span>s<span class="_ _1"></span>ystemem <span class="_ _c"> </span>ochrony </span></span></div><div class="t m0 xc h2 y121a ff1 fs0 fc1 sc0 ls0 ws0">sygnalistów;<span class="ff2"> </span></div><div class="t m0 xa h11 y121b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1 ls7">S1<span class="ls0">-<span class="ff1">17 liczba incydentów, skarg i <span class="_ _0"></span>poważnych wpływów na przestrzeganie praw człowieka;<span class="_ _1"></span><span class="ff2"> </span></span></span></span></span></div><div class="t m0 xa h11 y121c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Udział <span class="_ _8"></span>procentowy p<span class="_ _0"></span>racowników z<span class="_ _0"></span>aznajomionych <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>utożsamiających się <span class="_ _8"></span>z <span class="_ _8"></span>w<span class="_ _1"></span>artościami <span class="_ _8"></span>firmy w <span class="_ _8"></span>zakresie etyki,<span class="_ _8"></span> </span></span></div><div class="t m0 xc h2 y121d ff1 fs0 fc1 sc0 ls0 ws0">włączenia, poszanowania praw człowieka.<span class="ff2"> </span></div><div class="t m0 x1 h2 y98 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>2024 <span class="_ _4"> </span>ro<span class="_ _1"></span>ku <span class="_ _4"></span>odnotowano <span class="_ _4"> </span>je<span class="_ _1"></span>den <span class="_ _4"></span>przypadek <span class="_ _4"></span>narusze<span class="_ _1"></span>nia <span class="_ _4"></span><span class="ff1">zgłos<span class="_ _1"></span>zon</span>ego <span class="_ _4"></span><span class="ff1">za <span class="_ _4"></span>pośrednictwe<span class="_ _1"></span>m <span class="_ _a"></span>dostę<span class="_ _1"></span>pnych <span class="_ _4"></span>pracownikom </span></div><div class="t m0 x1 h2 y121e ff1 fs0 fc1 sc0 ls0 ws0">kanałów. <span class="_ _1"></span>Zgłosze<span class="_ _1"></span>nie <span class="_ _1"></span>było <span class="_ _1"></span>anonimowe. <span class="_ _6"></span>Nie <span class="_ _6"></span>zgłoszono <span class="_ _1"></span>incydentów <span class="_ _6"></span>dotyczących <span class="_ _1"></span>poszanowania <span class="_ _1"></span>pr<span class="_ _1"></span>aw <span class="_ _1"></span>człowieka, <span class="_ _1"></span>które </div><div class="t m0 x1 h2 y121f ff1 fs0 fc1 sc0 ls0 ws0">naruszałyby <span class="_ _8"></span>zasady określone <span class="_ _8"></span>w Wytycznych <span class="_ _8"></span>ONZ d<span class="_ _0"></span>otyczących biz<span class="_ _0"></span>nesu i <span class="_ _8"></span>praw <span class="_ _0"></span>człowieka, d<span class="_ _0"></span>eklaracji <span class="_ _8"></span>Międzynarodowe<span class="_ _1"></span>j </div><div class="t m0 x1 h2 y1220 ff1 fs0 fc1 sc0 ls0 ws0">Organizacji <span class="_ _c"> </span>Pracy <span class="_ _9"> </span>dotyczącej <span class="_ _9"> </span>podstawowych <span class="_ _9"> </span>zasad <span class="_ _c"> </span>i  pra<span class="_ _0"></span>w <span class="_ _9"> </span>w <span class="_ _9"> </span>pracy <span class="_ _c"> </span>lu<span class="_ _1"></span>b <span class="_ _c"> </span>Wytycz<span class="_ _1"></span>nych <span class="_ _9"> </span>OECD <span class="_ _9"> </span>dla <span class="_ _9"> </span>przedsiębiorstw </div><div class="t m0 x1 h2 y1221 ff1 fs0 fc1 sc0 ls0 ws0">międzynarodowych. <span class="_ _1"></span>Żadna <span class="_ _6"></span>ze <span class="_ _6"></span>spółe<span class="_ _1"></span>k <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>nie<span class="_ _1"></span> <span class="_ _1"></span>została <span class="_ _6"></span>ukarana <span class="_ _6"></span>grzywną, <span class="_ _6"></span>karą <span class="_ _1"></span>lu<span class="_ _1"></span>b <span class="_ _1"></span>koniecznoś<span class="_ _1"></span>cią <span class="_ _1"></span>wypłaty </div><div class="t m0 x1 h2 y1222 ff1 fs0 fc1 sc0 ls0 ws0">odszkodowania za szkody p<span class="_ _8"></span>o<span class="_ _1"></span>wstałe w wyniku incydentów<span class="_ _1"></span> i s<span class="_ _0"></span>karg.<span class="ff2"> </span>Nie zarejestrowano skarg złożonych d<span class="_ _0"></span>o Krajowych </div><div class="t m0 x1 h2 ye45 ff1 fs0 fc1 sc0 ls0 ws0">Punktów Kontaktowych ds. Przedsiębiorstw Wielonarodowych OECD.<span class="ff2"> </span></div><div class="t m0 x1 h2 ybc4 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>raportowanym <span class="_ _8"></span>okres<span class="_ _1"></span>ie <span class="_ _8"></span>nie<span class="_ _1"></span> <span class="_ _8"></span>zarejestrowano również <span class="_ _8"></span>przypadków <span class="_ _0"></span>dyskryminacji <span class="_ _8"></span>oraz molestowania <span class="_ _8"></span>w miejscu <span class="_ _0"></span>pracy.<span class="ff2"> </span></div><div class="t m0 x1 h2 y7bc ff1 fs0 fc1 sc0 ls0 ws0">Pomiaru postępów Grupa dokonuje po każdym roku ob<span class="_ _0"></span>owiązywania Strategii.<span class="ff2"> </span></div></div><div class="c x1 y1223 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-4   <span class="ls1b">MDR</span>-A<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1224 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>ramach <span class="_ _8"></span>działań służących <span class="_ _8"></span>o<span class="_ _1"></span>kreśleniu z<span class="_ _0"></span>ałożonych c<span class="_ _8"></span>e<span class="_ _1"></span>lów <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>odniesieniu do <span class="_ _8"></span>istotnej kwestii <span class="_ _8"></span>zrównoważonego rozwoju<span class="_ _8"></span> </div><div class="t m0 x1 h2 yd1b ff1 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT włączyła szkolenia dotyczące naruszeń do proc<span class="_ _1"></span>esu onboardingu dla nowoprzyjętych pracowników, a </div><div class="t m0 x1 h2 y1225 ff1 fs0 fc1 sc0 ls0 ws0">także <span class="_ _4"></span>prowadzi <span class="_ _4"></span>bezpośrednią <span class="_ _4"></span>komunikac<span class="_ _1"></span>ję <span class="_ _4"></span>dotyczącą <span class="_ _4"></span>procedur <span class="_ _4"></span>z <span class="_ _4"> </span>no<span class="_ _1"></span>woprzyjętymi <span class="_ _4"></span>pracownikami <span class="_ _4"></span>(działania <span class="_ _4"></span>zostały </div><div class="t m0 x1 h2 y1226 ff1 fs0 fc1 sc0 ls0 ws0">opisane w części 4.1. niniejszego Sprawozdania).<span class="ff2"> </span></div><div class="t m0 x1 h2 y1227 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>2025 <span class="_ _c"> </span>roku <span class="_ _b"> </span>Grupa <span class="_ _b"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _b"> </span>planuje <span class="_ _b"> </span>prowadzić <span class="_ _c"> </span>projekty <span class="_ _b"> </span>komunikacyjne <span class="_ _c"> </span>i <span class="_ _b"> </span>szkoleniowe <span class="_ _b"> </span>dotyczące <span class="_ _c"> </span>zapobiegania </div><div class="t m0 x1 h2 y1228 ff1 fs0 fc1 sc0 ls0 ws0">przemocy i nękaniu w miejscu pra<span class="_ _0"></span>cy dla pracowników. <span class="ff2"> </span></div><div class="t m0 x1 h2 y5e0 ff2 fs0 fc0 sc0 ls0 ws0">Interesy i opinie zainteresowanych stron </div></div><div class="c x1 ycb4 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">SBM-2<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1229 ff1 fs0 fc1 sc0 ls0 ws0">Kwestie <span class="_ _c"> </span>zarządzania <span class="_ _c"> </span>kapitałem <span class="_ _c"> </span>ludzkim <span class="_ _c"> </span>mają <span class="_ _c"> </span>dla <span class="_ _c"> </span>Grupy <span class="_ _9"> </span>UNIMOT <span class="_ _c"> </span>istotne <span class="_ _c"> </span>znaczenie. <span class="_ _c"> </span>Wyrazem <span class="_ _c"> </span>powyższego <span class="_ _c"> </span>jest </div><div class="t m0 x1 h2 y10b7 ff1 fs0 fc1 sc0 ls0 ws0">utworzenie <span class="_ _8"></span>w <span class="_ _8"></span>strukturach <span class="_ _8"></span>Zarządu <span class="_ _7"></span>UNIMOT <span class="_ _8"></span>S.A.<span class="_ _1"></span> <span class="_ _7"></span>stanow<span class="_ _1"></span>iska <span class="_ _7"></span>Wice<span class="_ _1"></span>prezesa <span class="_ _7"></span>Zarządu <span class="_ _8"></span>ds. <span class="_ _8"></span>HR <span class="_ _8"></span>oraz <span class="_ _7"></span>mo<span class="_ _1"></span>cne <span class="_ _8"></span>zaakcentowanie </div><div class="t m0 x1 h2 y10a5 ff1 fs0 fc1 sc0 ls0 ws0">zagadnień z obszaru w Strategii Grupy UNIMOT na lata 2024<span class="ff2">-<span class="ls1">2028.</span> </span></div></div></div><div class="pi" ></div></div><div id="pfc2" class="pf w0 h0" ><div class="pc pcc2 w0 h0"><img class="bi x9 y122a w9 h1e7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">194<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _b"> </span>zadań <span class="_ _b"> </span>Wiceprezes<span class="_ _1"></span>a <span class="_ _5"> </span>Zarządu <span class="_ _c"> </span>ds. <span class="_ _b"> </span>HR <span class="_ _b"> </span>w <span class="_ _b"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _b"> </span>S.A. <span class="_ _b"> </span>należy <span class="_ _b"> </span>oc<span class="_ _1"></span>ena <span class="_ _b"> </span>wpływu <span class="_ _b"> </span>decyzji <span class="_ _b"> </span>biznesow<span class="_ _1"></span>ych <span class="_ _b"> </span>na <span class="_ _b"> </span>kwestie </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">pracownicze <span class="_ _4"></span>oraz <span class="_ _a"></span>prowadzenie <span class="_ _4"></span>konsultacji <span class="_ _4"></span>z <span class="_ _4"></span>przedstawicielami <span class="_ _a"></span>pracowników <span class="_ _4"> </span>w <span class="_ _4"> </span>zakresie <span class="_ _4"></span>działań <span class="_ _4"></span>mających <span class="_ _4"></span>na <span class="_ _a"></span>nic<span class="_ _1"></span>h </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">istotny <span class="_ _19"> </span>wpływ. <span class="_ _17"> </span>W <span class="_ _19"> </span>raportowanym <span class="_ _19"> </span>okresie <span class="_ _19"> </span>nie<span class="_ _1"></span> <span class="_ _19"> </span>były <span class="_ _19"> </span>prowadzone <span class="_ _17"> </span>odrębne <span class="_ _19"> </span>konsultacje <span class="_ _19"> </span>uwzględniające <span class="_ _19"> </span>opinie </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _4"> </span>bądź <span class="_ _5"> </span>też <span class="_ _5"> </span>przeds<span class="_ _1"></span>tawicieli <span class="_ _4"></span>pracowników <span class="_ _5"> </span>w <span class="_ _5"> </span>zakresie <span class="_ _5"> </span>strategii <span class="_ _4"> </span>oraz<span class="_ _1"></span> <span class="_ _4"></span>modelu <span class="_ _5"> </span>bizne<span class="_ _1"></span>sowego. <span class="_ _4"> </span>Rozmowy <span class="_ _5"> </span>na </div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">powyższe tematy <span class="_ _1"></span>prowadzone <span class="_ _1"></span>były w <span class="_ _1"></span>ramach <span class="_ _1"></span>cyklicznych s<span class="_ _1"></span>potkań z <span class="_ _1"></span>pr<span class="_ _1"></span>zedstawicielami strony <span class="_ _1"></span>społeczn<span class="_ _1"></span>ej. <span class="_ _1"></span>Wtedy też </div><div class="t m0 x1 h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">dyskutowano na temat bieżącej sytuacji Sp<span class="_ _0"></span>ółki i Grupy oraz planowanych działań.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y146 ff1 fs0 fc0 sc0 ls0 ws0">Procedury współpracy z przedstawicielami p<span class="_ _0"></span>racowników<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y122b w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-2<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybee ff2 fs0 fce sc0 ls0 ws0">Istotne zagadnienia <span class="ff1">wynikające z badania podwójnej istotności </span> </div></div><div class="c x1 yb9c w6c h1e8"><div class="t m0 xb h2 y3de ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e yb9c w6d h1e8"><div class="t m0 x111 h2 y3de ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y122c w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y122c w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S1 Własna siła robocza<span class="ff2"> </span></div></div><div class="c x1 y122d w6c h117"><div class="t m0 xb h2 y84c ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e y122d w6d h117"><div class="t m0 x111 h2 y84c ff1 fs0 fc1 sc0 ls0 ws0">Dialog społeczny<span class="ff2"> </span></div><div class="t m0 x111 h2 y84d ff1 fs0 fc1 sc0 ls0 ws0">Wolność zrzeszania się<span class="ff2"> </span></div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Rokowania zbiorowe </div></div><div class="c x1 yc36 w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y122e w6e h64"><div class="t m0 xb h2 y122f ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e yc36 w6d h64"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y62f w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y62f w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu ds. HR w UNIMOT S.A. <span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1230 ff2 fs0 fce sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yee5 ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie <span class="ff1">istotnych tematów</span> </div></div><div class="c x1 y1231 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1b ws0">MDR<span class="ls0">-P   S1-1   <span class="_ _0"></span><span class="ls7">S1<span class="ls0">-8 <span class="fce"> </span></span></span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1232 ff1 fs0 fc1 sc0 ls0 ws0">Kwestie <span class="_ _c"> </span>dialogu <span class="_ _b"> </span>społecznego, <span class="_ _c"> </span>rokowań <span class="_ _b"> </span>zbiorowych <span class="_ _c"> </span>i <span class="_ _c"> </span>wolności <span class="_ _b"> </span>zrzes<span class="_ _1"></span>zania <span class="_ _b"> </span>się <span class="_ _c"> </span>zostały <span class="_ _b"> </span>zawarte <span class="_ _c"> </span>w <span class="_ _c"> </span>Strategii <span class="_ _b"> </span>Grupy </div><div class="t m0 x1 h2 y1233 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT na<span class="_ _1"></span> lata <span class="_ _1"></span>2024-<span class="ff1">2028, <span class="_ _1"></span>Polityce <span class="_ _1"></span>Poszanowania <span class="_ _1"></span>Praw Czł<span class="_ _1"></span>owieka, a <span class="_ _1"></span>także <span class="_ _1"></span>funkcjonujących <span class="_ _1"></span>w Spółkach: <span class="_ _6"></span></span>UNIMOT </div><div class="t m0 x1 h2 ye0b ff2 fs0 fc1 sc0 ls0 ws0">Terminale, <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>Bitumen <span class="_ _5"> </span>i <span class="_ _4"></span>RCEkoene<span class="_ _1"></span>rgia <span class="_ _4"></span><span class="ff1">Układach <span class="_ _4"> </span></span>z<span class="_ _1"></span>biorowych. <span class="_ _5"> </span>Na <span class="_ _4"></span>poziomie <span class="_ _4"> </span>Grupy<span class="_ _1"></span> <span class="_ _4"></span>nie <span class="_ _5"> </span>istnieje <span class="_ _4"> </span>zdefiniowana </div><div class="t m0 x1 h2 y1234 ff2 fs0 fc1 sc0 ls0 ws0">polityka <span class="_ _c"> </span>dedykowana  <span class="ff1">powyższy<span class="_ _0"></span>m <span class="_ _9"> </span>kwestiom. <span class="_ _9"> </span>Oparte <span class="_ _9"> </span>na <span class="_ _9"> </span>wyżej <span class="_ _c"> </span>wymienionych  d<span class="_ _0"></span>okumentach <span class="_ _9"> </span>podejście <span class="_ _9"> </span>zapewnia </span></div><div class="t m0 x1 h2 y1235 ff2 fs0 fc1 sc0 ls0 ws0">utrzymanie dobrych, opartych na dialogu, relacji z <span class="_ _0"></span>pracownikami. </div></div><div class="c x1 y7ce w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1b ws0">MDR<span class="ls0">-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1236 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>Grupie <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>znajduj<span class="ff1">ą</span> <span class="_ _6"></span><span class="ff1">się <span class="_ _a"></span></span>trzy <span class="_ _6"></span>S<span class="ff1">pół</span><span class="ls5">ki</span><span class="ff1">, <span class="_ _a"></span>które <span class="_ _6"></span>posiadają <span class="_ _6"></span>przedstawicieli <span class="_ _6"></span>pracowników<span class="_ _1"></span></span> <span class="_ _6"></span><span class="ff1">zrzeszonyc<span class="_ _1"></span>h <span class="_ _6"></span>w <span class="_ _6"></span>związkach </span></div><div class="t m0 x1 h2 y1237 ff2 fs0 fc1 sc0 ls0 ws0">zawodowych: </div><div class="t m0 xa h11 y1238 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">UNIMOT Terminale, </span></span></div><div class="t m0 xa h11 y1239 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">UNIMOT Bitumen, </span></span></div><div class="t m0 xa h11 ya96 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">RCEkoenergia. </span></span></div><div class="t m0 x1 h2 y123a ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>2024 <span class="_ _4"></span>roku <span class="_ _4"></span><span class="ff1">liczba <span class="_ _a"></span>pr<span class="_ _1"></span>acowników <span class="_ _a"></span>tych <span class="_ _4"></span></span>S<span class="_ _1"></span><span class="ff1">półek <span class="_ _a"></span>wynosiła <span class="_ _4"></span></span><span class="ls1">46</span>0 <span class="_ _a"></span><span class="ff1">o<span class="_ _1"></span>sób.</span> <span class="_ _a"></span><span class="ff1">100%<span class="_ _1"></span> <span class="_ _a"></span>pracowników <span class="_ _4"></span>ww. <span class="_ _4"></span>Spółek <span class="_ _a"></span>było <span class="_ _4"></span>objętych </span></div><div class="t m0 x1 h2 y315 ff1 fs0 fc1 sc0 ls0 ws0">układami <span class="_ _4"></span>zbiorowymi, <span class="_ _5"> </span>co <span class="_ _5"> </span>stanowi <span class="_ _5"> </span>97,48% <span class="_ _5"> </span>własnej <span class="_ _5"> </span>siły <span class="_ _5"> </span>roboczej <span class="_ _5"> </span>tych <span class="_ _4"> </span>Spółek <span class="_ _5"> </span>oraz <span class="_ _5"> </span><span class="ff2 ls1">49,<span class="ls0">5</span></span>% <span class="_ _5"> </span>pracowników <span class="_ _5"> </span>w <span class="_ _5"> </span>Grupie </div><div class="t m0 x1 h2 y123b ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT. Układami zbiorowymi nie zostały <span class="_ _0"></span>objęte osoby niebędące pracownikami (12 osób) ww. Spółek. <span class="_ _1"></span><span class="ff2">  </span></div><div class="t m0 x1 h2 y123c ff1 fs0 fc1 sc0 ls0 ws0">Odsetek pracowników objętych układami zbiorowymi zaprezentowano w poniższej tabeli.<span class="ff2"> </span></div></div><div class="c x1 y803 w8 h6"><div class="t m0 xb h2 yc8a ff1 fs0 fc1 sc0 ls0 ws0">Odsetek pracowników objętych układami zbiorowymi<span class="ff2"> </span></div></div><div class="c x1 y11bc w10e h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x128 y11bc w10f h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Liczba </div></div><div class="c x9a y11bc w110 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">%  </div></div><div class="c x1 yf64 w10e h174"><div class="t m0 xb h2 ycdc ff2 fs0 fc1 sc0 ls0 ws0">Pracownicy </div></div><div class="c x128 yf64 w10f h174"><div class="t m0 xb h2 ycdc ff2 fs0 fc1 sc0 ls1 ws0">46<span class="ls0">0 </span></div></div><div class="c x9a yf64 w110 h174"><div class="t m0 xb h2 ycdc ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x1 y123d w10e h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Osoby niebędące pracownikami<span class="ff2"> </span></div></div><div class="c x128 y123d w10f h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">12<span class="ls0"> </span></div></div><div class="c x9a y123d w110 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y123e w10e h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x128 y123e w10f h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls1 ws0">472<span class="ls0"> </span></div></div><div class="c x9a y123e w110 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">97,46 <span class="ff1">spośród wszystkich </span></div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">pracowników własnych Spółek </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">objętych układami zbiorowymi<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y123f ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _17"> </span>3-<span class="ls1f">11</span><span class="ff1">. <span class="_ _17"> </span>Odse<span class="_ _1"></span>tek <span class="_ _17"> </span>pracowników <span class="_ _17"> </span>objętych <span class="_ _f"> </span>układami <span class="_ _17"> </span>zbiorowymi <span class="_ _17"> </span>w <span class="_ _f"> </span></span>S<span class="ff1">półkach <span class="_ _17"> </span>Gru<span class="_ _1"></span>py <span class="_ _17"> </span>UNIMOT <span class="_ _17"> </span>na <span class="_ _f"> </span>dzień </span> </div><div class="t m2 x1 h1d ydc1 ff2 fs5 fc1 sc0 ls0 ws0">31.12.2024 r. </div></div></div><div class="pi" ></div></div><div id="pfc3" class="pf w0 h0" ><div class="pc pcc3 w0 h0"><img class="bi x9 y164 w9 h1e9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">195<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Działające <span class="_ _8"></span>w spółkach <span class="_ _8"></span>Grupy UNIMOT <span class="_ _8"></span>organy reprezentujące <span class="_ _8"></span>pracowników<span class="_ _1"></span>, <span class="_ _8"></span>c<span class="_ _1"></span>o <span class="_ _8"></span>do zasad<span class="_ _0"></span>y, <span class="_ _8"></span>re<span class="_ _1"></span>prezentują <span class="_ _8"></span>pracowników </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">zatrudnionych bezpośrednio, <span class="_ _0"></span>jednakże w <span class="_ _8"></span>swo<span class="_ _1"></span>ich d<span class="_ _0"></span>ecyzjach biorą pod <span class="_ _8"></span>uw<span class="_ _1"></span>agę także <span class="_ _8"></span>inte<span class="_ _1"></span>resy osób świadczących <span class="_ _8"></span>pracę </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">na podstawie innych umów –<span class="ff2"> </span>w szczególności umów cywilno<span class="ff2">-prawnych.  </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">Przedstawiciele <span class="_ _7"></span>pracowników <span class="_ _7"></span>wybrani <span class="_ _7"></span>w <span class="_ _8"></span>drodze <span class="_ _7"></span>głosow<span class="_ _1"></span>ania <span class="_ _7"></span>funkcjonują <span class="_ _7"></span>również <span class="_ _7"></span>w <span class="_ _7"></span>UNIMOT <span class="_ _7"></span>S.A.<span class="_ _1"></span> <span class="_ _7"></span>oraz <span class="_ _7"></span>UNIMOT <span class="_ _7"></span>Paliwa. </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">W tych Spółkach nie funkcjonują jed<span class="_ _0"></span>nak układy zbiorowe. <span class="ff2"> </span></div></div><div class="c x1 y1240 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-8<span class="lsc">   </span></span>S1<span class="ls0">-4   <span class="ls1b">MDR</span>-T   MDR-A<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ya92 ff2 fs0 fc1 sc0 ls0 ws0">Pomimo <span class="_ _6"></span>braku <span class="_ _6"></span>sformalizowanej <span class="_ _6"></span>proce<span class="_ _1"></span>dury, <span class="_ _1"></span>p<span class="_ _1"></span>rowadzenie <span class="_ _6"></span><span class="ff1">konstruktywnego <span class="_ _a"></span>i <span class="_ _6"></span>otwartego <span class="_ _6"></span>dialogu <span class="_ _6"></span>ze <span class="_ _6"></span>s<span class="_ _1"></span>troną <span class="_ _6"></span>społeczną</span> </div><div class="t m0 x1 h2 ybed ff2 fs0 fc1 sc0 ls0 ws0">jest <span class="_ _b"> </span>jednym <span class="_ _5"> </span>z <span class="_ _b"> </span><span class="ff1">priorytetów <span class="_ _5"> </span>Zarządu <span class="_ _b"> </span>UNIMOT <span class="_ _5"> </span>S.A. <span class="_ _b"> </span>Powyższe <span class="_ _b"> </span>ma <span class="_ _5"> </span>swoje<span class="_ _1"></span> <span class="_ _5"> </span>odzwierciedlenie <span class="_ _5"> </span>w <span class="_ _b"> </span>Strategii<span class="_ _1"></span>, <span class="_ _b"> </span>gdzie <span class="_ _5"> </span>został </span></div><div class="t m0 x1 h2 ybee ff2 fs0 fc1 sc0 ls0 ws0">zdefiniowany cel w ww. zakresie:  <span class="ff1">Zaangażowanie pracowników w procesy decyzyjne Grupy.</span> </div><div class="t m0 x1 h2 y1089 ff1 fs0 fc1 sc0 ls0 ws0">Zarząd <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>S.A. <span class="_ _a"></span>oraz <span class="_ _a"></span>Zarządy <span class="_ _6"></span>S<span class="_ _1"></span>półek <span class="_ _a"></span>zależnych <span class="_ _6"></span>nie<span class="_ _1"></span> <span class="_ _a"></span>ingerują <span class="_ _a"></span>w <span class="_ _a"></span>tworzenie <span class="_ _a"></span>związków <span class="_ _a"></span>zawodowych <span class="_ _a"></span>i <span class="_ _a"></span>rekrutację </div><div class="t m0 x1 h2 y1241 ff1 fs0 fc1 sc0 ls0 ws0">członków <span class="_ _1"></span>do <span class="_ _1"></span>tych <span class="_ _1"></span>związków. <span class="_ _6"></span>Działalność <span class="_ _1"></span>związkowa <span class="_ _1"></span>na <span class="_ _1"></span>te<span class="_ _1"></span>renie <span class="_ _1"></span>Spółek <span class="_ _1"></span>z <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>prowadzona <span class="_ _1"></span>jest <span class="_ _1"></span>zgodnie <span class="_ _1"></span>z </div><div class="t m0 x1 h2 yfea ff1 fs0 fc1 sc0 ls0 ws0">wymogami <span class="_ _1"></span>prawa. <span class="_ _6"></span>Zarząd <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>S.A. <span class="_ _6"></span>oraz <span class="_ _1"></span>zarządy <span class="_ _1"></span>s<span class="_ _1"></span>półek <span class="_ _1"></span>zależnych <span class="_ _6"></span>współdziałają <span class="_ _1"></span>ze<span class="_ _1"></span> <span class="_ _1"></span>zw<span class="_ _1"></span>iązkami <span class="_ _1"></span>zawodowymi <span class="_ _1"></span>w<span class="_ _1"></span> </div><div class="t m0 x1 h2 y5d ff1 fs0 fc1 sc0 ls0 ws0">sytuacjach <span class="_ _e"> </span>określonych <span class="_ _e"> </span>przez  prze<span class="_ _1"></span>pisy  prawa,<span class="_ _1"></span>  a <span class="_ _d"> </span>pracownicy  będący<span class="_ _1"></span>  czł<span class="_ _1"></span>on<span class="_ _1"></span>kami <span class="_ _e"> </span>związku <span class="_ _e"> </span>zawodowego  nie<span class="_ _1"></span> <span class="_ _e"> </span>są </div><div class="t m0 x1 h2 yfeb ff1 fs0 fc1 sc0 ls0 ws0">dyskryminowani ze względu na p<span class="_ _0"></span>rzynależność związkową.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y1205 ff1 fs0 fc1 sc0 ls0 ws0">Dialog <span class="_ _17"> </span>z <span class="_ _f"> </span>przedstawicielami <span class="_ _17"> </span>pracowników <span class="_ _f"> </span>jest <span class="_ _17"> </span>inicjowany <span class="_ _17"> </span>w <span class="_ _f"> </span>odpowiedzi <span class="_ _17"> </span>na<span class="_ _1"></span> <span class="_ _17"> </span>wymogi <span class="_ _17"> </span>pr<span class="_ _1"></span>awne <span class="_ _17"> </span>oraz <span class="_ _f"> </span>wnioski </div><div class="t m0 x1 h2 y1e5 ff2 fs0 fc1 sc0 ls0 ws0">zainteresowanych <span class="_ _8"></span>stron. <span class="_ _7"></span>Zaws<span class="_ _1"></span>ze <span class="_ _7"></span>jest <span class="_ _8"></span>prowadzony <span class="_ _7"></span>w <span class="_ _8"></span>dobrej <span class="_ _8"></span>wierze.<span class="_ _1"></span> <span class="_ _8"></span><span class="ff1">W <span class="_ _7"></span>2024 <span class="_ _8"></span>r., <span class="_ _8"></span>odbyło <span class="_ _7"></span>się<span class="_ _1"></span> <span class="_ _7"></span><span class="ff2 ls1">61 <span class="_ _8"></span><span class="ff1 ls0">spotkań <span class="_ _8"></span>Zarządów <span class="_ _8"></span>Spółek<span class="ff2"> </span></span></span></span></div><div class="t m0 x1 h2 yfee ff1 fs0 fc1 sc0 ls0 ws0">z organizacjami związkowymi. <span class="ff2"> </span></div><div class="t m0 x1 h2 y1206 ff1 fs0 fc5 sc0 ls0 ws0">W trakcie spotkań i konsultacji omawiano zagadnienia związane z: <span class="ff2"> </span></div><div class="t m0 xa h11 yf9c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">sytuacją ekonomiczno<span class="ff2">-</span>finansową Grupy i Spółki, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf9d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">transformacją sektora elektroenergetycznego, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf2e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">realizacją inicjatyw strategicznych, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ye42 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">planowanymi inwestycjami zwiększającymi potencjał Spółki,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ye43 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">kwestiami dotyczącymi spraw pracowniczych.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 ybfb ff1 fs0 fc1 sc0 ls0 ws0">Poniższa tabela przedstawia zakres rokowań zbiorowych, które mia<span class="_ _0"></span>ły miejsce w 2024 roku. <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y10a8 w111 h174"><div class="t m0 xb h2 yd14 ff2 fs0 fc1 sc0 ls0 ws0">Zagadnienie </div></div><div class="c x7c y10a8 w111 h174"><div class="t m0 xb h2 yd14 ff2 fs0 fc1 sc0 ls0 ws0">Zakres </div></div><div class="c x7d y10a8 w112 h174"><div class="t m0 xb h2 yd14 ff2 fs0 fc1 sc0 ls0 ws0">Wyniki konsultacji </div></div><div class="c x1 y7bd w111 h1ea"><div class="t m0 xb h2 y175 ff1 fs0 fc1 sc0 ls0 ws0">Konsolidacja <span class="_ _37"> </span>Spółek <span class="_ _45"> </span>UNIMOT </div><div class="t m0 xb h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">Infrastruktura i UNIMOT Terminale  </div></div><div class="c x7c y7bd w111 h1ea"><div class="t m0 xb h2 y175 ff1 fs0 fc1 sc0 ls0 ws0">Potwierdzenie i ustalenie uprawnień </div><div class="t m0 xb h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _29"> </span><span class="ff2">zatrudnionych <span class="_ _29"> </span>w </span></div><div class="t m0 xb h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _61"> </span>Infrastru<span class="_ _8"></span>ktura<span class="_ _1"></span> </div><div class="t m0 xb h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">przechodzących <span class="_ _1f"> </span>w<span class="_ _1"></span> <span class="_ _22"> </span>trybie <span class="_ _22"> </span>art.23 </div><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Kodeksu <span class="_ _34"> </span>Pracy <span class="_ _34"> </span>w <span class="_ _34"> </span>związk<span class="_ _1"></span>u <span class="_ _34"> </span>z </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">przejęciem <span class="_ _1f"> </span>zakładu <span class="_ _22"> </span>pracy <span class="_ _1f"> </span>przez </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Terminale</div><div class="t m0 xa h5d yc88 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c x7d y7bd w112 h1ea"><div class="t m0 xb h2 y175 ff2 fs0 fc1 sc0 ls0 ws0">Porozumienia <span class="_ _38"> </span>w <span class="_ _38"> </span>przedmiotowe<span class="_ _1"></span>j </div><div class="t m0 xb h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">sprawie </div><div class="t m0 xb h2 y170 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 ydc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y10d9 w111 h22"><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">Regulamin <span class="_ _9"> </span>Pracy <span class="_ _c"> </span>dl<span class="_ _1"></span>a <span class="_ _9"> </span>pracowników </div><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Terminale  </div></div><div class="c x7c y10d9 w111 h22"><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">Dostosowanie <span class="_ _5"> </span>treści <span class="_ _5"> </span>Regulaminu <span class="_ _5"> </span>w </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _9"> </span>systemów <span class="_ _9"> </span>czasu <span class="_ _9"> </span>pracy <span class="_ _9"> </span>w </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">związku <span class="_ _69"> </span>utworzeniem <span class="_ _30"> </span>nowej </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">komórki organizacyjnej<span class="ff2"> </span></div></div><div class="c x7d y10d9 w112 h22"><div class="t m0 xb h2 y115 ff2 fs0 fc1 sc0 ls0 ws0">Tekst  jednolity <span class="_ _9"> </span>Regulaminu <span class="_ _9"> </span>Pracy, </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">stan prawny na dzień 01.05.2024 r.<span class="ff2"> </span></div></div><div class="c x1 y1242 w111 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">Regulamin <span class="_ _8"></span>Pracy <span class="_ _8"></span>Zdalnej w <span class="_ _7"></span>UNIMOT </div><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">Terminale  </div></div><div class="c x7c y1242 w111 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">Wypracowanie <span class="_ _21"> </span>zasad <span class="_ _21"> </span>organizacji </div><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">pracy <span class="_ _0"></span>zdalnej <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>UNIMOT Terminale. </div></div><div class="c x7d y1242 w112 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">Porozumienie <span class="_ _47"> </span>w <span class="_ _47"> </span>zakresie </div><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">wprowadzenia <span class="_ _1d"> </span>Re<span class="_ _1"></span>gulaminu <span class="_ _1f"> </span>pracy </div><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">zdalnej </div></div><div class="c x1 y1243 w111 h1eb"><div class="t m0 xb h2 y284 ff1 fs0 fc1 sc0 ls0 ws0">Wzrost <span class="_ _8"></span>wynagrodzeń <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _8"></span>2025 <span class="_ _8"></span>r<span class="_ _1"></span>oku <span class="_ _7"></span>w<span class="_ _1"></span> </div><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Terminale </div></div><div class="c x7c y1243 w111 h1eb"><div class="t m0 xb h2 y284 ff1 fs0 fc1 sc0 ls0 ws0">Ustalenie <span class="_ _53"> </span>wskaźnika <span class="_ _53"> </span>wzros<span class="_ _1"></span>tu </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">wynagrodzeń <span class="_ _2e"> </span>d<span class="_ _1"></span>la <span class="_ _14"> </span>pracowników </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">spółki <span class="_ _38"> </span>UNIMOT <span class="_ _38"> </span>Terminale <span class="_ _38"> </span>od </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">01.01.2025 r. </div></div><div class="c x7d y1243 w112 h1eb"><div class="t m0 xb h2 y284 ff2 fs0 fc1 sc0 ls0 ws0">Porozumienie w sprawie zasad </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">kształtowania wynagrodzeń w 2025 </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">roku w UNIMOT Terminale  </div></div><div class="c x1 yce3 w111 h1ec"><div class="t m0 xb h2 y1244 ff1 fs0 fc1 sc0 ls0 ws0">Dodatek <span class="_ _7"></span>zmianowy <span class="_ _8"></span>dla <span class="_ _8"></span>pracowników </div><div class="t m0 xb h2 y1245 ff1 fs0 fc1 sc0 ls0 ws0">wykonujących  pracę <span class="_ _9"> </span>w  systemach </div><div class="t m0 xb h2 y29b ff1 fs0 fc1 sc0 ls0 ws0">zmianowych w lokalizacji Jasło<span class="ff2"> </span></div></div><div class="c x7c yce3 w111 h1ec"><div class="t m0 xb h2 y1244 ff1 fs0 fc1 sc0 ls0 ws0">Objęcie <span class="_ _38"> </span>dodatkiem <span class="_ _38"> </span>zmian<span class="_ _1"></span>owym </div><div class="t m0 xb h2 y1245 ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _19"> </span>przejętych <span class="_ _17"> </span>w <span class="_ _19"> </span>trybie<span class="_ _1"></span> </div><div class="t m0 xb h2 y29b ff1 fs0 fc1 sc0 ls0 ws0">art. <span class="_ _24"> </span>23&apos; <span class="_ _1d"> </span>KP <span class="_ _24"> </span>ze <span class="_ _24"> </span>s<span class="_ _1"></span>półki <span class="_ _24"> </span>UNIMOT </div><div class="t m0 xb h2 y1246 ff1 fs0 fc1 sc0 ls0 ws0">Infrastruktura, <span class="_ _6"></span>wykonujących <span class="_ _a"></span>pracę </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">w <span class="_ _0"></span>systemach zmianowych <span class="_ _8"></span>24h/7 <span class="_ _0"></span>dni </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">tydzień w lokalizacji Jasło<span class="ff2"> </span></div></div><div class="c x7d yce3 w112 h1ec"><div class="t m0 xb h2 y1244 ff2 fs0 fc1 sc0 ls0 ws0">Aneks <span class="_ _b"> </span>do <span class="_ _c"> </span>Porozumienia <span class="_ _b"> </span>w <span class="_ _b"> </span>s<span class="_ _1"></span>prawie </div><div class="t m0 xb h2 y1245 ff2 fs0 fc1 sc0 ls0 ws0">dodatku <span class="_ _6a"> </span>z<span class="_ _0"></span>mianowego <span class="_ _6a"> </span>dla </div><div class="t m0 xb h2 y29b ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _19"> </span>wykonujących <span class="_ _d"> </span>pracę </div><div class="t m0 xb h2 y1246 ff1 fs0 fc1 sc0 ls0 ws0">zmianową <span class="ff2">  </span></div></div></div><div class="pi" ></div></div><div id="pfc4" class="pf w0 h0" ><div class="pc pcc4 w0 h0"><img class="bi x9 y1247 w43 h1ed" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">196<span class="ls0"> </span></div></div><div class="c x1 y1248 w111 h1de"><div class="t m0 xb h2 y1249 ff1 fs0 fc1 sc0 ls0 ws0">Regulamin <span class="_ _9"> </span>Zakładowego <span class="_ _c"> </span>Fundus<span class="_ _1"></span>zu </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Świadczeń <span class="_ _32"> </span>Socjalnych <span class="_ _32"> </span>w </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">RCEkoenergia  </div></div><div class="c x7c y1248 w111 h1de"><div class="t m0 xb h2 y1249 ff1 fs0 fc1 sc0 ls0 ws0">Przesłanie <span class="_ _3f"> </span>projektu <span class="_ _3f"> </span>treści </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Regulaminu <span class="_ _1f"> </span>ZFŚS <span class="_ _22"> </span>do <span class="_ _1f"> </span>akceptacji </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">przez Związki Zawodowe<span class="ff2"> </span></div></div><div class="c x7d y1248 w112 h1de"><div class="t m0 xb h2 y1249 ff1 fs0 fc1 sc0 ls0 ws0">Tekst <span class="_ _e"> </span>jednolity <span class="_ _e"> </span>Regulaminu <span class="_ _e"> </span>ZFŚS, </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">stan prawny na dzień 18.01.2024 r.<span class="ff2"> </span></div></div><div class="c x1 ye50 w111 h20"><div class="t m0 xb h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">Wzrost <span class="_ _9"> </span>wynagrodzeń  p<span class="_ _0"></span>racowników </div><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _7"></span>2025 <span class="_ _8"></span>roku <span class="_ _7"></span>w <span class="_ _8"></span>Spółce <span class="_ _7"></span>RCEkoenergia <span class="ff2"> </span></div></div><div class="c x7c ye50 w111 h20"><div class="t m0 xb h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">Ustalenie <span class="_ _53"> </span>wskaźnika <span class="_ _53"> </span>wzros<span class="_ _1"></span>tu </div><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">wynagrodzeń <span class="_ _2e"> </span>d<span class="_ _1"></span>la <span class="_ _14"> </span>pracowników </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Spółki RCEkoene<span class="_ _1"></span>rgia od 01.01<span class="_ _1"></span>.2025 </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">r. </div></div><div class="c x7d ye50 w112 h20"><div class="t m0 xb h2 ydc ff2 fs0 fc1 sc0 ls0 ws0">Porozumienie <span class="_ _21"> </span>w <span class="_ _21"> </span>s<span class="_ _1"></span>prawie <span class="_ _2a"> </span>zasad </div><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">kształtowania <span class="_ _1"></span>wynagrodzeń <span class="_ _1"></span>w <span class="_ _6"></span>2025 </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">r. w Spółce RCEkoenergia <span class="ff2"> </span></div></div><div class="c x1 y124a w111 h1ea"><div class="t m0 xb h2 y175 ff1 fs0 fc1 sc0 ls0 ws0">Konsolidacja <span class="_ _37"> </span>Spółek <span class="_ _45"> </span>UNIMOT </div><div class="t m0 xb h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">Infrastruktura i UNIMOT Terminale  </div></div><div class="c x7c y124a w111 h1ea"><div class="t m0 xb h2 y175 ff1 fs0 fc1 sc0 ls0 ws0">Potwierdzenie i ustalenie uprawnień </div><div class="t m0 xb h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _42"> </span>zatrudnionych<span class="_ _1"></span> <span class="_ _42"> </span>w </div><div class="t m0 xb h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _74"> </span>Infrastruktura. </div><div class="t m0 xb h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">przechodzących <span class="_ _1f"> </span>w<span class="_ _1"></span> <span class="_ _22"> </span>trybie <span class="_ _22"> </span>art.23 </div><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Kodeksu <span class="_ _34"> </span>Pracy <span class="_ _34"> </span>w <span class="_ _34"> </span>związk<span class="_ _1"></span>u <span class="_ _34"> </span>z </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">przejęciem <span class="_ _1f"> </span>zakładu <span class="_ _22"> </span>pracy <span class="_ _1f"> </span>przez </div><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Terminale Sp. z o.o.</div><div class="t m0 x129 h5d y9e ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c x7d y124a w112 h1ea"><div class="t m0 xb h2 y175 ff2 fs0 fc1 sc0 ls0 ws0">Porozumienia w przedmiotowej </div><div class="t m0 xb h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">sprawie </div><div class="t m0 xb h2 y170 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 ydc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y124b w111 h1eb"><div class="t m0 xb h2 y284 ff1 fs0 fc1 sc0 ls0 ws0">Regulamin <span class="_ _9"> </span>Pracy <span class="_ _c"> </span>dl<span class="_ _1"></span>a <span class="_ _9"> </span>pracowników </div><div class="t m0 xb h2 y94c ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Terminale  </div></div><div class="c x7c y124b w111 h1eb"><div class="t m0 xb h2 y284 ff1 fs0 fc1 sc0 ls0 ws0">Dostosowanie <span class="_ _5"> </span>treści <span class="_ _5"> </span>Regulaminu <span class="_ _5"> </span>w </div><div class="t m0 xb h2 y94c ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _9"> </span>systemów <span class="_ _9"> </span>czasu <span class="_ _9"> </span>pracy <span class="_ _9"> </span>w </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">związku <span class="_ _69"> </span>utworzeniem <span class="_ _30"> </span>nowej </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">komórki organizacyjnej <span class="ff2"> </span></div></div><div class="c x7d y124b w112 h1eb"><div class="t m0 xb h2 y284 ff2 fs0 fc1 sc0 ls0 ws0">Tekst  jednolity <span class="_ _9"> </span>Regulaminu <span class="_ _9"> </span>Pracy, </div><div class="t m0 xb h2 y94c ff1 fs0 fc1 sc0 ls0 ws0">stan prawny na dzień 01.05.2024 r.<span class="ff2"> </span></div></div><div class="c x1 y124c w111 h19"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">Regulamin <span class="_ _8"></span>Pracy <span class="_ _8"></span>Zdalnej w <span class="_ _7"></span>UNIMOT </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Terminale  </div></div><div class="c x7c y124c w111 h19"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">Wypracowanie <span class="_ _21"> </span>zasad <span class="_ _21"> </span>organizacji </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">pracy zdalnej w UNIMOT Terminale </div></div><div class="c x7d y124c w112 h19"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">Porozumienie <span class="_ _47"> </span>w <span class="_ _47"> </span>zakresie </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">wprowadzenia <span class="_ _1d"> </span>Re<span class="_ _1"></span>gulaminu <span class="_ _1f"> </span>pracy </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">zdalnej </div></div><div class="c x1 y76d w111 h19"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">Zmiana czasu pracy na produkcji </div></div><div class="c x7c y76d w111 h19"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Zmiany <span class="_ _7"></span>niezbędne <span class="_ _8"></span>do <span class="_ _8"></span><span class="ff2">wprowad<span class="_ _1"></span>zenia </span></div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">5BOP w zakresie czasu pracy </div></div><div class="c x7d y76d w112 h19"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">Zmiana <span class="_ _29"> </span>Regulaminu <span class="_ _29"> </span>Pr<span class="_ _1"></span>acy <span class="_ _42"> </span>i<span class="_ _1"></span> </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Regulaminu <span class="_ _1a"> </span>Wynagradzania <span class="_ _2e"> </span>od </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">01.01.2025 r. </div></div><div class="c x1 ye7e w111 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Uwagi <span class="_ _14"> </span>do <span class="_ _1e"> </span>Regulaminu <span class="_ _1e"> </span>pracy </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">zgłoszone przez PIP<span class="ff2"> </span></div></div><div class="c x7c ye7e w111 h15"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Zapisy  z<span class="_ _0"></span>wiązane  z <span class="_ _9"> </span>rodzicielstwem, </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kartami oceny ryzyka zawodowego </div></div><div class="c x7d ye7e w112 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Zmiana <span class="_ _39"> </span>Regulaminu <span class="_ _39"> </span>Pracy <span class="_ _39"> </span>od </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">01.11.2024 r. </div></div><div class="c x1 ydb1 w111 h18"><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Wprowadzenie <span class="_ _28"> </span>do <span class="_ _20"> </span>Regulaminów </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">nowej <span class="_ _39"> </span>grupy <span class="_ _38"> </span>pracowników <span class="_ _39"> </span>tj. </div><div class="t m0 xb h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">kierowców<span class="ff2"> </span></div></div><div class="c x7c ydb1 w111 h18"><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Wprowadzenie <span class="_ _4b"> </span>szczególnych </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">przepisów <span class="_ _a"></span>dotyczących <span class="_ _a"></span>czasu <span class="_ _a"></span>pracy </div><div class="t m0 xb h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">kierowców<span class="ff2"> </span></div></div><div class="c x7d ydb1 w112 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">Zmiana <span class="_ _29"> </span>Regulaminu <span class="_ _29"> </span>Pr<span class="_ _1"></span>acy <span class="_ _42"> </span>i<span class="_ _1"></span> </div><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">Regulaminu <span class="_ _1a"> </span>Wynagradzania <span class="_ _2e"> </span>od </div><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">01.11.2024 r. </div></div><div class="c x1 y10eb w111 h1eb"><div class="t m0 xb h2 y124d ff2 fs0 fc1 sc0 ls0 ws0">Zmiana <span class="_ _38"> </span>w <span class="_ _38"> </span>Regulaminie <span class="_ _38"> </span>Pracy </div><div class="t m0 xb h2 y1249 ff2 fs0 fc1 sc0 ls0 ws0">Zdalnej  </div></div><div class="c x7c y10eb w111 h1eb"><div class="t m0 xb h2 y124d ff1 fs0 fc1 sc0 ls0 ws0">Zmiana <span class="_ _f"> </span>z <span class="_ _17"> </span>10 <span class="_ _f"> </span>dni <span class="_ _f"> </span>w <span class="_ _f"> </span>miesiącu <span class="_ _17"> </span>i<span class="_ _1"></span> </div><div class="t m0 xb h2 y1249 ff1 fs0 fc1 sc0 ls0 ws0">elastyczności <span class="_ _8"></span>w <span class="_ _8"></span>doborze <span class="_ _8"></span>dni <span class="_ _8"></span>na <span class="_ _8"></span>2 <span class="_ _0"></span>dni </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">w <span class="_ _36"> </span>tygodniu <span class="_ _36"> </span>ze <span class="_ _36"> </span>wskazaniem </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">wybranych dni tygodnia odgórnie<span class="ff2"> </span></div></div><div class="c x7d y10eb w112 h1eb"><div class="t m0 xb h2 y124d ff2 fs0 fc1 sc0 ls0 ws0">Aneks do Re<span class="_ _1"></span>gulaminu Pracy Zdalnej </div><div class="t m0 xb h2 y1249 ff2 fs0 fc1 sc0 ls0 ws0">od 01.11.2024 r. </div></div><div class="c x1 yec5 w111 h15"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Regulamin <span class="_ _9"> </span>Zakładowego <span class="_ _c"> </span>Fundus<span class="_ _1"></span>zu </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Świadczeń Socjalnych <span class="ff2"> </span></div></div><div class="c x7c yec5 w111 h15"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Treść dokumentu<span class="ff2"> </span></div></div><div class="c x7d yec5 w112 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Brak porozumienia </div></div><div class="c x1 y484 w111 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">Zmiana czasu pracy na produkcji </div></div><div class="c x7c y484 w111 h18"><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Zmiany <span class="_ _7"></span>niezbędne <span class="_ _8"></span>do <span class="_ _8"></span>wprowadzenia </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">5BOP w zakresie czasu pracy </div></div><div class="c x7d y484 w112 h18"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">Zmiana <span class="_ _29"> </span>Regulaminu <span class="_ _29"> </span>Pr<span class="_ _1"></span>acy <span class="_ _42"> </span>i<span class="_ _1"></span> </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Regulaminu <span class="_ _1a"> </span>Wynagradzania <span class="_ _2e"> </span>od </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">01.01.2025 </div></div><div class="c x1 y124e w111 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Uwagi <span class="_ _14"> </span>do <span class="_ _1e"> </span>Regulaminu <span class="_ _1e"> </span>pracy </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">zgłoszone przez PIP<span class="ff2"> </span></div></div><div class="c x7c y124e w111 h15"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Zapisy  z<span class="_ _0"></span>wiązane  z <span class="_ _9"> </span>rodzicielstwem, </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kartami oceny ryzyka zawodowego </div></div><div class="c x7d y124e w112 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Zmiana <span class="_ _39"> </span>Regulaminu <span class="_ _39"> </span>Pracy <span class="_ _39"> </span>od </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">01.11.2024 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y124f ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1f">12</span><span class="ff1">. Zakres rokowań zbiorowych w Grupie UNIMOT w 2024 roku.</span> </div><div class="t m0 x1 h2 y1250 ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>nie <span class="_ _a"></span>bada <span class="_ _a"></span>w <span class="_ _a"></span><span class="ff1">ustrukturyzowany <span class="_ _a"></span>sposób <span class="_ _a"></span>skuteczności <span class="_ _6"></span>współpracy <span class="_ _a"></span>z <span class="_ _a"></span>przedstawicielami <span class="_ _6"></span>pracowników. <span class="_ _a"></span>Ocenia <span class="_ _a"></span>ją </span></div><div class="t m0 x1 h2 y1251 ff2 fs0 fc1 sc0 ls0 ws0">jednak poprzez rezultaty dialogu - <span class="ff1">wypracowane kompromisy, ak<span class="_ _0"></span>ceptacje proponowanych rozwiązań.<span class="ff2"> </span></span></div><div class="t m0 x1 h2 y1252 ff1 fs0 fc1 sc0 ls0 ws0">W długoterminowej perspektywie Grupa ureguluje k<span class="_ _0"></span>westie współpracy z przedstawicielami pracowników w postaci </div><div class="t m0 x1 h2 y1253 ff2 fs0 fc1 sc0 ls0 ws0">regulaminu lub polityki. <span class="ff1">Zarząd oceni również zasadność powołania <span class="_ _8"></span>R<span class="_ _1"></span>zecznika Dialogu. Powyższe zostanie </span></div><div class="t m0 x1 h2 y1254 ff1 fs0 fc1 sc0 ls0 ws0">zaraportowane w kolejnym Sprawozdaniu Zrównoważonego Rozwoju Grupy UNIMOT.<span class="ff2"> </span></div><div class="t m0 x1 h2 y13c ff1 fs0 fc0 sc0 ls0 ws0">Komunikacja i procedury współpracy z pra<span class="_ _8"></span>c<span class="_ _1"></span>ownikami <span class="ff2"> </span></div><div class="t m0 x1 h2 yc7a ff1 fs0 fc1 sc0 ls0 ws0">Podstawowym <span class="_ _5"> </span>narzędziem <span class="_ _5"> </span>sł<span class="_ _1"></span>użącym <span class="_ _5"> </span>komunikacji <span class="_ _5"> </span>wew<span class="_ _1"></span>nętrznej <span class="_ _5"> </span>skierowanej <span class="_ _b"> </span>do <span class="_ _5"> </span>pracowników <span class="_ _5"> </span>Grupy <span class="_ _b"> </span>UNIMOT <span class="_ _5"> </span>jes<span class="_ _1"></span>t </div><div class="t m0 x1 h2 yae8 ff1 fs0 fc1 sc0 ls0 ws0">Intranet. <span class="_ _e"> </span>Za <span class="_ _d"> </span>pośrednictwem <span class="_ _e"> </span>w<span class="_ _1"></span>itryny <span class="_ _e"> </span>przekazywane <span class="_ _d"> </span>są <span class="_ _d"> </span>najważniejsze <span class="_ _e"> </span>informacje <span class="_ _d"> </span>oraz <span class="_ _e"> </span>w<span class="_ _1"></span>ewnętrzne <span class="_ _d"> </span>regulacje. </div><div class="t m0 x1 h2 yc7b ff1 fs0 fc1 sc0 ls0 ws0">Równolegle <span class="_ _c"> </span>prowadzona <span class="_ _c"> </span>je<span class="_ _1"></span>st <span class="_ _c"> </span>komunikacja <span class="_ _9"> </span>mailowa, <span class="_ _c"> </span>a <span class="_ _9"> </span>dla <span class="_ _9"> </span>pracowników <span class="_ _c"> </span>bez <span class="_ _9"> </span>dostępu <span class="_ _9"> </span>do <span class="_ _c"> </span>poczty <span class="_ _c"> </span>e<span class="_ _1"></span>lektronicznej, </div><div class="t m0 x1 h2 ycb6 ff1 fs0 fc1 sc0 ls0 ws0">informacje <span class="_ _c"> </span>przekazywane <span class="_ _c"> </span>są <span class="_ _c"> </span>za <span class="_ _c"> </span>pomocą <span class="_ _c"> </span>komunikacji <span class="_ _c"> </span>bezpośredniej <span class="_ _c"> </span>przez <span class="_ _c"> </span>przełożonych <span class="_ _c"> </span>oraz <span class="_ _c"> </span>za <span class="_ _c"> </span>pośrednictwem </div><div class="t m0 x1 h2 y4ad ff1 fs0 fc1 sc0 ls0 ws0">plakatów. <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfc5" class="pf w0 h0" ><div class="pc pcc5 w0 h0"><img class="bi x9 y1255 w9 h1ee" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">197<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Istotnym <span class="_ _6"></span>elemente<span class="_ _1"></span>m <span class="_ _6"></span>inicjującym <span class="_ _1"></span>proce<span class="_ _1"></span>sy <span class="_ _6"></span>współpracy <span class="_ _6"></span>są <span class="_ _a"></span>zapoczątkowane <span class="_ _6"></span>w <span class="_ _6"></span>lipcu <span class="_ _6"></span>2024 <span class="_ _a"></span>r. <span class="_ _6"></span>rozmow<span class="_ _1"></span>y <span class="_ _6"></span>pracowników <span class="_ _6"></span>z </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezesem <span class="_ _5"> </span>Zarządu <span class="_ _4"> </span>ds.<span class="_ _1"></span> <span class="_ _4"></span>HR <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>S.A. <span class="_ _5"> </span>Każdy <span class="_ _5"> </span>z <span class="_ _5"> </span>pracow<span class="_ _1"></span>ników <span class="_ _4"></span>Grupy <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>może<span class="_ _1"></span> <span class="_ _4"></span>wystąpić <span class="_ _5"> </span>z <span class="_ _5"> </span>propozycją </div><div class="t m0 x1 h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">spotkania <span class="_ _8"></span>on-<span class="ff1">line <span class="_ _8"></span>lub bezp<span class="_ _0"></span>ośredniego <span class="_ _8"></span>kierując wiadomość <span class="_ _8"></span>mailową <span class="_ _8"></span>do <span class="_ _8"></span>W<span class="_ _1"></span>iceprezes <span class="_ _8"></span>Zarządu <span class="_ _8"></span>ds<span class="_ _1"></span>. <span class="_ _8"></span>HR <span class="_ _8"></span>wraz <span class="_ _0"></span>z <span class="_ _8"></span>określeniem </span></div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">tematu <span class="_ _c"> </span>spotkania. <span class="_ _b"> </span>Jego <span class="_ _c"> </span>termin <span class="_ _c"> </span>ustalany <span class="_ _c"> </span>jest <span class="_ _c"> </span>wspólnie. <span class="_ _c"> </span>W <span class="_ _c"> </span>raportowanym <span class="_ _b"> </span>o<span class="_ _1"></span>kresie <span class="_ _c"> </span>odbyło <span class="_ _b"> </span>s<span class="_ _1"></span>ię <span class="_ _b"> </span>15 <span class="_ _c"> </span>spotkań, <span class="_ _c"> </span>które </div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">dotyczyły <span class="_ _17"> </span>m.<span class="_ _1"></span> <span class="_ _f"> </span>in. <span class="_ _f"> </span>dofinansowania <span class="_ _f"> </span>studiów <span class="_ _f"> </span>dla <span class="_ _f"> </span>pracownika, <span class="_ _f"> </span> <span class="_ _f"> </span>trybu <span class="_ _f"> </span>rozwiązania <span class="_ _f"> </span>umowy, <span class="_ _f"> </span>skróce<span class="_ _1"></span><span class="ff2">nia <span class="_ _f"> </span>okresu </span></div><div class="t m0 x1 h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">wypowiedzenia, <span class="_ _4"></span>planowanych <span class="_ _4"> </span>działań <span class="_ _5"> </span>w <span class="_ _4"></span>ramach <span class="_ _5"> </span>prowadzonych <span class="_ _4"></span>inicjatyw <span class="_ _4"> </span>wo<span class="_ _1"></span>rk <span class="_ _4"></span>life <span class="_ _5"> </span>balance, <span class="_ _4"> </span>przyczyn <span class="_ _5"> </span>rozwiązania </div><div class="t m0 x1 h2 y762 ff2 fs0 fc1 sc0 ls0 ws0">umowy przez pracownika.  </div><div class="t m0 x1 h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">Na  mocy  Procedury  przeciwdziałania  mo<span class="_ _1"></span>bbingowi,  dyskryminacji  i  innym  d<span class="_ _1"></span>ziałaniom  niepożądanym  w  pr<span class="_ _1"></span>acy, </div><div class="t m0 x1 h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">pracownicy  są  również  angażowani  w <span class="_ _e"> </span>prace  Komisji  Wyjaśniającej <span class="_ _e"> </span><span class="ff2">-  </span>kolegialnego  org<span class="_ _1"></span>anu  powołanego  przez </div><div class="t m0 x1 h2 y149 ff1 fs0 fc1 sc0 ls0 ws0">pracodawcę <span class="_ _b"> </span>w <span class="_ _c"> </span>celu <span class="_ _b"> </span>zweryfikowania <span class="_ _b"> </span>z<span class="_ _1"></span>asadności <span class="_ _b"> </span>informac<span class="_ _1"></span>ji <span class="_ _c"> </span>o <span class="_ _b"> </span>możliwym <span class="_ _b"> </span>wystą<span class="_ _1"></span>pieniu <span class="_ _b"> </span>w <span class="_ _c"> </span>środowisku <span class="_ _b"> </span>pracy <span class="_ _c"> </span>działań </div><div class="t m0 x1 h2 y14a ff1 fs0 fc1 sc0 ls0 ws0">niepożądanych. <span class="ff2"> </span></div><div class="t m0 x1 h2 y326 ff1 fs0 fc1 sc0 ls0 ws0">Ważnym elementem <span class="_ _1"></span>kształtowania<span class="_ _0"></span> kultury organizacyjnej i<span class="_ _1"></span> procesów <span class="_ _1"></span>współpracy z pracownikami jest inicjatywa pn. </div><div class="t m0 x1 h2 yf3a ff1 fs0 fc1 sc0 ls0 ws0">Menedżerskie <span class="_ _6"></span>Espresso. <span class="_ _1"></span>Jes<span class="_ _1"></span>t <span class="_ _1"></span>to <span class="_ _6"></span>newsletter <span class="_ _6"></span>wysyłany <span class="_ _1"></span>c<span class="_ _1"></span>o <span class="_ _1"></span>dwa <span class="_ _6"></span>tygodnie <span class="_ _1"></span>do <span class="_ _6"></span>ws<span class="_ _1"></span>zystkich <span class="_ _1"></span>menedżerów<span class="_ _1"></span> <span class="_ _1"></span>zatrudnionych <span class="_ _6"></span>w </div><div class="t m0 x1 h2 yf3b ff2 fs0 fc1 sc0 ls0 ws0">ramach Grupy. Newsletter porusza zaga<span class="ff1">dnienia z obszaru przywództwa i rozwoju osobistego.</span> </div><div class="t m0 x1 h2 y759 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>ramach <span class="_ _6"></span>ws<span class="_ _1"></span>półpracy <span class="_ _1"></span>z <span class="_ _a"></span>pracownikami <span class="_ _1"></span>pytani <span class="_ _6"></span>s<span class="_ _1"></span>ą <span class="_ _6"></span>oni <span class="_ _6"></span>o <span class="_ _6"></span>o<span class="_ _1"></span>cenę <span class="_ _6"></span>każdego <span class="_ _6"></span>szkolenia, <span class="_ _6"></span>w <span class="_ _a"></span>którym <span class="_ _6"></span>biorą <span class="_ _6"></span>udział <span class="_ _a"></span>–<span class="_ _1"></span><span class="ff2"> <span class="_ _6"></span></span>zarówno </div><div class="t m0 x1 h2 y75a ff1 fs0 fc1 sc0 ls0 ws0">tego <span class="_ _8"></span>przeprowadzonego <span class="_ _8"></span>przez <span class="_ _8"></span>trene<span class="_ _1"></span>ra <span class="_ _7"></span>we<span class="_ _1"></span>wnętrznego <span class="_ _7"></span>jak <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _7"></span>fir<span class="_ _1"></span>mę <span class="_ _8"></span>zewnętrzną, <span class="_ _8"></span>jak <span class="_ _8"></span>równie<span class="_ _1"></span>ż <span class="_ _7"></span>w ja<span class="_ _0"></span>kich <span class="_ _7"></span>innyc<span class="_ _1"></span>h <span class="_ _8"></span>programach </div><div class="t m0 x1 h2 y75b ff1 fs0 fc1 sc0 ls0 ws0">szkoleniowych <span class="_ _4"></span>chcieliby <span class="_ _a"></span>ucze<span class="_ _1"></span>stniczyć. <span class="_ _4"></span>Ws<span class="_ _1"></span>zyscy <span class="_ _a"></span>pracownicy <span class="_ _4"> </span>Grupy<span class="_ _1"></span> <span class="_ _a"></span>zostali <span class="_ _4"> </span>rów<span class="_ _1"></span>nież <span class="_ _a"></span>zaangażowani <span class="_ _4"></span>w <span class="_ _5"> </span>proces <span class="_ _4"></span>wyboru </div><div class="t m0 x1 h2 y75c ff1 fs0 fc1 sc0 ls0 ws0">Wartości <span class="_ _1"></span>Grupy <span class="_ _1"></span>na <span class="_ _6"></span>przełomie <span class="_ _6"></span>2023 <span class="_ _1"></span>i <span class="_ _6"></span>2024 <span class="_ _1"></span>roku <span class="_ _6"></span>poprzez <span class="_ _1"></span>pro<span class="_ _1"></span>wadzoną <span class="_ _1"></span>ankietę. <span class="_ _1"></span>Natomiast <span class="_ _6"></span>przedstawiciele <span class="_ _6"></span>wszystkich </div><div class="t m0 x1 h2 yd0a ff1 fs0 fc1 sc0 ls0 ws0">spółek <span class="_ _6"></span>zostali <span class="_ _a"></span>zaproszeni <span class="_ _6"></span>do <span class="_ _6"></span>u<span class="_ _1"></span>działu <span class="_ _6"></span>w <span class="_ _a"></span>warsztatach <span class="_ _6"></span>poś<span class="_ _1"></span>więconych <span class="_ _6"></span>wypracowan<span class="_ _1"></span>iu <span class="_ _6"></span>wartośc<span class="_ _1"></span>i, <span class="_ _6"></span>które <span class="_ _6"></span>nastę<span class="_ _1"></span>pnie <span class="_ _6"></span>zostały </div><div class="t m0 x1 h2 yf2c ff1 fs0 fc1 sc0 ls0 ws0">doprecyzowane i zakomunikowane na początk<span class="_ _8"></span>u<span class="_ _1"></span> 2024 roku.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf76 ff2 fs0 fc1 sc0 ls0 ws0">Pracownicy jako istotna grupa interesariuszy Grupy UNIMOT <span class="_ _1"></span>w 2024 roku <span class="ff1">brali aktywny udział w badaniu istotnoś<span class="_ _1"></span>ci, </span></div><div class="t m0 x1 h2 yf2d ff1 fs0 fc1 sc0 ls0 ws0">podczas <span class="_ _a"></span>którego <span class="_ _a"></span>mieli <span class="_ _6"></span>mo<span class="_ _1"></span>żliwość <span class="_ _a"></span>wyrażenia <span class="_ _a"></span>swojego <span class="_ _a"></span>zdania <span class="_ _a"></span>i <span class="_ _a"></span>opinii <span class="_ _6"></span>w <span class="_ _5"> </span>zakresie <span class="_ _a"></span>oceny <span class="_ _a"></span>istotności <span class="_ _a"></span>wpływu <span class="_ _a"></span>Grupy <span class="_ _a"></span>na </div><div class="t m0 x1 h2 yf2e ff1 fs0 fc1 sc0 ls0 ws0">zagadnienia zrównoważonego rozwoju i wpływu zagadnień zrównoważonego rozwoju na UNIMOT.<span class="ff2"> </span></div><div class="t m0 x1 h2 y7f6 ff2 fs0 fc0 sc0 ls0 ws0">Praca dzieci i praca przymusowa </div><div class="t m0 x1 h2 y189 ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienie wynikające z bada<span class="_ _0"></span>nia podwójnej istotności<span class="ff2 fc17"> </span></div></div><div class="c x1 y1256 w6c h1da"><div class="t m0 xb h2 y1257 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y1256 w6d h1da"><div class="t m0 x111 h2 y1257 ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y387 w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y387 w6d h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S1 Własna siła robocza<span class="ff2"> </span></div></div><div class="c x1 y1258 w6c h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Temat istotny </div></div><div class="c x7e y1258 w6d h5b"><div class="t m0 x111 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Praca dzieci </div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Praca przymusowa </div></div><div class="c x1 y1259 w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y125a w6e h64"><div class="t m0 xb h2 ybc6 ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y1259 w6d h64"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y125b w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y125b w6d h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Wiceprezes ds. HR UNIMOT S.A. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yc71 ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnego tematu </div></div><div class="c x1 y499 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-1   MDR-P </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y125c ff2 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT, jako p<span class="_ _0"></span>odmiot <span class="ff1">korzystający z rozbudowanych łańcuchów dostaw, wdraża <span class="_ _0"></span>środki zapobiegające pracy </span></div><div class="t m0 x1 h2 y125d ff1 fs0 fc1 sc0 ls0 ws0">dzieci i pracy przymusowej. Przeciwdziałanie ta<span class="_ _0"></span>kim praktykom ma na celu budowanie pozytywnego, bezpośredniego </div><div class="t m0 x1 h2 ya28 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _a"></span>pośredniego, <span class="_ _a"></span>wpływu <span class="_ _a"></span>w <span class="_ _a"></span>zakresie <span class="_ _a"></span>poszanowania <span class="_ _a"></span>praw <span class="_ _6"></span>czło<span class="_ _1"></span>wieka.<span class="ff2"> <span class="_ _4"></span></span>Podejście <span class="_ _a"></span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>do <span class="_ _a"></span>tej <span class="_ _a"></span>kwestii <span class="_ _a"></span>zostało </div><div class="t m0 x1 h2 ya29 ff1 fs0 fc1 sc0 ls0 ws0">wyrażone <span class="_ _e"> </span>w <span class="_ _d"> </span>Polityce <span class="_ _e"> </span>Poszanow<span class="_ _1"></span>ania <span class="_ _e"> </span>Praw <span class="_ _e"> </span>Człowie<span class="_ _1"></span>ka, <span class="_ _e"> </span>zgodnie <span class="_ _e"> </span>z <span class="_ _d"> </span>którą <span class="_ _e"> </span> <span class="_ _d"> </span>Grupa <span class="_ _e"> </span>UNIM<span class="_ _1"></span>OT <span class="_ _e"> </span>zobowiązuje <span class="_ _e"> </span>się<span class="_ _1"></span> <span class="_ _e"> </span>do </div><div class="t m0 x1 h2 y337 ff1 fs0 fc1 sc0 ls0 ws0">poszanowania <span class="_ _1"></span>wszystkich <span class="_ _6"></span>praw <span class="_ _6"></span>czło<span class="_ _1"></span>wieka, <span class="_ _1"></span>które <span class="_ _6"></span>są <span class="_ _6"></span>uznawane <span class="_ _6"></span>na <span class="_ _6"></span>arenie <span class="_ _6"></span>krajowej <span class="_ _6"></span>i <span class="_ _1"></span>mię<span class="_ _1"></span>dzynarodowej <span class="_ _6"></span>oraz <span class="_ _1"></span>odnos<span class="_ _1"></span>zą </div><div class="t m0 x1 h2 ya2a ff1 fs0 fc1 sc0 ls0 ws0">się<span class="ff2"> do <span class="_ _0"></span><span class="ff1">prowadzonej p<span class="_ _0"></span>rzez nią <span class="_ _8"></span>działalności. Jako minimum <span class="_ _8"></span>należy rozumieć p<span class="_ _8"></span>rawa ujęte w nas<span class="_ _8"></span>tę<span class="_ _1"></span>pujących stand<span class="_ _0"></span>ardach </span></span></div><div class="t m0 x1 h2 y125e ff1 fs0 fc1 sc0 ls0 ws0">międzynarodowych: <span class="ff2"> </span></div><div class="t m0 xa h11 yc06 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Międzynarodowej <span class="_ _7"></span>Karcie <span class="_ _8"></span>Praw <span class="_ _8"></span>Człowie<span class="_ _1"></span>ka, <span class="_ _7"></span>na <span class="_ _8"></span>którą <span class="_ _8"></span>składają <span class="_ _7"></span>si<span class="_ _1"></span>ę <span class="_ _8"></span>Powszechna <span class="_ _8"></span>Deklaracja <span class="_ _7"></span>Praw <span class="_ _8"></span>Człowieka <span class="_ _8"></span>ONZ, </span></span></div><div class="t m0 xc h2 y125f ff1 fs0 fc1 sc0 ls0 ws0">Międzynarodowy <span class="_ _1"></span>Pakt <span class="_ _1"></span>Praw <span class="_ _1"></span>O<span class="_ _1"></span>bywatelskich <span class="_ _1"></span>i <span class="_ _1"></span>Politycznych <span class="_ _1"></span>or<span class="_ _1"></span>az <span class="_ _1"></span>Międzynarodowy <span class="_ _1"></span>Pakt <span class="_ _6"></span>Praw <span class="_ _6"></span>Gospodarczych, </div><div class="t m0 xc h2 y1260 ff1 fs0 fc1 sc0 ls0 ws0">Społecznych i Kulturalnych, <span class="ff2"> </span></div><div class="t m0 xa h11 y909 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Deklaracji Międzynarodowej <span class="_ _1"></span>Organizacji <span class="_ _1"></span>Pracy <span class="_ _1"></span>dotyczącej Po<span class="_ _1"></span>dstawowych Zasad <span class="_ _1"></span>i <span class="_ _1"></span>Praw <span class="_ _1"></span>w P<span class="_ _1"></span>racy odnoszącej </span></span></div><div class="t m0 xc h2 y1261 ff1 fs0 fc1 sc0 ls0 ws0">się do 8 konwencji podstawowych MOP: nr 29, <span class="_ _0"></span>87, 98, 100, 105, 111, 138 i 182,<span class="ff2"> </span></div><div class="t m0 xa h11 y1262 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">założeniami <span class="_ _1"></span>„Agendy <span class="_ _6"></span>2030 <span class="_ _6"></span>na<span class="_ _1"></span> <span class="_ _6"></span>rzecz <span class="_ _6"></span>zrównoważonego <span class="_ _6"></span>rozwoju” <span class="_ _1"></span>ONZ <span class="_ _6"></span>oraz<span class="_ _1"></span> <span class="_ _1"></span>zasadami <span class="_ _6"></span>United <span class="_ _a"></span>Nations <span class="_ _1"></span>Global </span></span></div><div class="t m0 xc h2 y1263 ff2 fs0 fc1 sc0 ls0 ws0">Compact, </div></div></div><div class="pi" ></div></div><div id="pfc6" class="pf w0 h0" ><div class="pc pcc6 w0 h0"><img class="bi x9 y1264 w9 h1ef" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">198<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _b"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _b"> </span>kieruje <span class="_ _c"> </span>się <span class="_ _c"> </span>w <span class="_ _c"> </span>swoich <span class="_ _c"> </span>działaniach <span class="_ _b"> </span>W<span class="_ _1"></span>ytycznymi <span class="_ _b"> </span>ONZ<span class="_ _1"></span> <span class="_ _b"> </span>dotyczącymi <span class="_ _c"> </span>biznesu <span class="_ _c"> </span>i <span class="_ _c"> </span>praw <span class="_ _c"> </span>człowieka <span class="_ _c"> </span>oraz </div><div class="t m0 x1 h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">Wytycznymi OECD. </div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>Polityce <span class="_ _1"></span>Pos<span class="_ _1"></span>zanowania <span class="_ _1"></span>Praw <span class="_ _6"></span>Człow<span class="_ _1"></span>ieka <span class="_ _1"></span>zdefiniowano <span class="_ _6"></span>katalog <span class="_ _6"></span>ośmiu <span class="_ _6"></span>kluc<span class="_ _1"></span>zowych <span class="_ _1"></span>aspektów <span class="_ _6"></span>w <span class="_ _6"></span>zakresie <span class="_ _6"></span>warunków </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">pracy i praw człowieka. Wśród nich znalazły się:<span class="ff2"> </span></div><div class="t m0 xa h11 y11b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Zakaz pracy dzieci  </span></span></div><div class="t m0 xc h2 y794 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>odrzuca <span class="_ _6"></span>wszelkie <span class="_ _1"></span>formy <span class="_ _6"></span>pracy <span class="_ _1"></span>dziec<span class="_ _1"></span>i <span class="_ _1"></span>i <span class="_ _1"></span>opowiada <span class="_ _1"></span>się <span class="_ _6"></span>za <span class="_ _1"></span>skutec<span class="_ _1"></span>znym <span class="_ _1"></span>wyeliminowaniem <span class="_ _1"></span>tego </div><div class="t m0 xc h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">zjawiska. <span class="_ _8"></span>Kierując się <span class="_ _8"></span>najlepszym interesem <span class="_ _0"></span>dziecka <span class="_ _8"></span>nie akceptuje <span class="_ _8"></span>żadnych naruszających <span class="_ _8"></span>prawo form <span class="_ _8"></span>pracy </div><div class="t m0 xc h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">osób nieletnich.<span class="ff2"> </span></div><div class="t m0 xa h11 y754 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Zakaz pracy przymusowej  </span></span></div><div class="t m0 xc h2 y755 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>zdecydowanie <span class="_ _c"> </span>sprzeciwia <span class="_ _b"> </span>s<span class="_ _1"></span>ię <span class="_ _b"> </span>w<span class="_ _1"></span>szelkim <span class="_ _b"> </span>for<span class="_ _1"></span>mom <span class="_ _c"> </span>pracy <span class="_ _c"> </span>przymusowej <span class="_ _c"> </span>oraz <span class="_ _b"> </span>nie<span class="_ _1"></span>wolnictwa, </div><div class="t m0 xc h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">włączając w to <span class="_ _8"></span>nowo<span class="_ _1"></span>czesne formy <span class="_ _8"></span>niew<span class="_ _1"></span>olnictwa oraz <span class="_ _8"></span>han<span class="_ _1"></span>dlu ludźmi. Grupa <span class="_ _8"></span>UNIMOT<span class="_ _1"></span> przestrzega za<span class="_ _8"></span>s<span class="_ _1"></span>ady, że </div><div class="t m0 xc h2 y326 ff1 fs0 fc1 sc0 ls0 ws0">relacje <span class="_ _a"></span>pracownicze<span class="_ _1"></span> <span class="_ _a"></span>zawsze <span class="_ _a"></span>opierają <span class="_ _a"></span>się <span class="_ _4"></span>na <span class="_ _a"></span>dobrowolno<span class="_ _1"></span>ści. <span class="_ _a"></span>Wsz<span class="_ _1"></span>ystkie <span class="_ _a"></span>s<span class="_ _1"></span>tosunki <span class="_ _a"></span>zatrudnienia <span class="_ _a"></span>mogą <span class="_ _a"></span>zostać<span class="_ _1"></span> </div><div class="t m0 xc h2 yf3a ff1 fs0 fc1 sc0 ls0 ws0">rozwiązane z zachowaniem odpowiedniego okresu wypowiedz<span class="_ _0"></span>enia.<span class="ff2"> </span></div></div><div class="c x1 y1265 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-4   MDR-A </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yfec ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>Grupie <span class="_ _9"> </span>UNIMOT <span class="_ _c"> </span>funkcjonują <span class="_ _c"> </span>kanały <span class="_ _9"> </span>zgłaszania <span class="_ _c"> </span>nadużyć, <span class="_ _9"> </span>które <span class="_ _c"> </span>umożliwią <span class="_ _9"> </span>pracownikom <span class="_ _c"> </span>lub <span class="_ _c"> </span>osobom <span class="_ _9"> </span>trzecim </div><div class="t m0 x1 h2 yfed ff1 fs0 fc1 sc0 ls0 ws0">zgłaszanie <span class="_ _4"></span>przypadków <span class="_ _4"></span>pracy <span class="_ _4"></span>dzieci <span class="_ _4"></span>lub <span class="_ _4"> </span>pracy <span class="_ _4"> </span>pr<span class="_ _1"></span>zymusowej, <span class="_ _a"></span>co<span class="_ _1"></span> <span class="_ _a"></span>pozwala<span class="_ _1"></span> <span class="_ _a"></span>na <span class="_ _4"> </span>s<span class="_ _1"></span>zybkie <span class="_ _4"></span>podejmowanie <span class="_ _4"></span>odpowiednich </div><div class="t m0 x1 h2 y10c1 ff1 fs0 fc1 sc0 ls0 ws0">działań. Więcej na ten temat Grupa zaprezentował<span class="ff2">a w ujawnieniu G-1 niniejszego Sprawozdania.  </span></div><div class="t m0 x1 h2 y1b2 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>raportowanym <span class="_ _6"></span>okresie<span class="_ _1"></span> <span class="_ _6"></span>nie <span class="_ _a"></span>miały <span class="_ _1"></span>mie<span class="_ _1"></span>jsca <span class="_ _6"></span>zgłoszenia <span class="_ _a"></span>dotyczące <span class="_ _6"></span>naruszeń <span class="_ _a"></span>w <span class="_ _6"></span>obszarze <span class="_ _6"></span>pracy <span class="_ _a"></span>przymusowej <span class="_ _6"></span>i <span class="_ _6"></span>pracy </div><div class="t m0 x1 h2 ybd5 ff1 fs0 fc1 sc0 ls0 ws0">dzieci wśród pracowników własnych Grupy UNIMOT.<span class="ff2"> </span></div><div class="t m0 x1 h2 y5fd ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _8"></span>UNIMOT nie <span class="_ _8"></span>określiła konkretnych <span class="_ _8"></span>ce<span class="_ _1"></span>lów <span class="_ _8"></span>w kwestiach <span class="_ _8"></span>dotyczących <span class="_ _0"></span>pracy <span class="_ _0"></span>przymusowej <span class="_ _0"></span>i <span class="_ _8"></span>pr<span class="_ _1"></span>acy <span class="_ _8"></span>dziec<span class="_ _1"></span>i <span class="_ _8"></span>w ramach </div><div class="t m0 x1 h2 y1208 ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _8"></span>własnyc<span class="_ _1"></span>h. <span class="_ _7"></span>Ce<span class="_ _1"></span>lem <span class="_ _8"></span>nadrzędnym <span class="_ _8"></span>jest z<span class="_ _0"></span>apobieganie <span class="_ _8"></span>występowaniu ww. <span class="_ _7"></span>zjawisk p<span class="_ _8"></span>o<span class="_ _1"></span>przez <span class="_ _7"></span>d<span class="_ _1"></span>ziałalność <span class="_ _8"></span>zgodną </div><div class="t m0 x1 h2 y1057 ff1 fs0 fc1 sc0 ls0 ws0">z prawem krajowym i międzynarodowym.<span class="ff2">  </span></div><div class="t m0 x1 h2 ye43 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _b"> </span>UNIMOT <span class="_ _b"> </span>m<span class="_ _1"></span>a <span class="_ _b"> </span>świadomość<span class="_ _1"></span>, <span class="_ _b"> </span>że <span class="_ _c"> </span>w <span class="_ _b"> </span>branży <span class="_ _b"> </span>paliwowej <span class="_ _c"> </span>występuje <span class="_ _b"> </span>ryzyko <span class="_ _b"> </span>negatywnych <span class="_ _c"> </span>wpływów <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>łańcuchu </div><div class="t m0 x1 h2 y707 ff1 fs0 fc1 sc0 ls0 ws0">wartości, <span class="_ _1"></span>w <span class="_ _1"></span>tym <span class="_ _1"></span>naruszenia <span class="_ _1"></span>praw <span class="_ _1"></span>pracowniczych <span class="_ _1"></span>i <span class="_ _1"></span>praw <span class="_ _1"></span>człowieka. <span class="_ _1"></span>Swoje<span class="_ _1"></span> podejśc<span class="_ _1"></span>ie w <span class="_ _1"></span>tej <span class="_ _1"></span>kwe<span class="_ _1"></span>stii zaprezentow<span class="_ _1"></span>ała w </div><div class="t m0 x1 h2 y723 ff2 fs0 fc1 sc0 ls0 ws0">ramach ujawnienia S-<span class="ff1">2 Pracownicy w łańcuchu wartości. </span> </div><div class="t m0 xc hf yc98 ff2 fs1 fc7 sc0 ls0 ws0">3.1.3.<span class="ff5"> <span class="_ _d"> </span><span class="ff1">Równość i różnorodność</span></span> </div><div class="t m0 x1 h2 ya7a ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienia wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y1266 w6c h197"><div class="t m0 xb h2 y250 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y1266 w6d h197"><div class="t m0 x111 h2 y250 ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y1267 w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y1267 w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S1 Własna siła robocza<span class="ff2"> </span></div></div><div class="c x1 y1268 w6c hdd"><div class="t m0 xb h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e y1268 w6d hdd"><div class="t m0 x111 h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Różnorodność<span class="ff2"> </span></div><div class="t m0 x111 h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">Równouprawnienie płci i równość wynagrodzeń za<span class="_ _0"></span> </div><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">pracę o takiej samej wartości<span class="ff2"> </span></div><div class="t m0 x111 h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Zatrudnienie i integracja osób z </div><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">niepełnosprawnościami<span class="ff2"> </span></div></div><div class="c x1 y7a w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y1269 w6e hf4"><div class="t m0 xb h2 ybc6 ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y7a w6d hf4"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y197 w6c hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y197 w6d hda"><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. ds. HR<span class="ff2"> </span></div><div class="t m0 x111 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Rada Nadzorcza, Walne Zgromadzenie Akcjonariuszy </div><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">(w zakresie różnorodności w Zarządzie UNIMOT <span class="ff2">S.A.) </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y126a ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y11d3 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-5   MDR-T<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y126b ff1 fs0 fc1 sc0 ls0 ws0">Różnorodność, <span class="_ _1"></span>równość <span class="_ _6"></span>i <span class="_ _1"></span>włączenie<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>rozumiane <span class="_ _6"></span>m. <span class="_ _1"></span>in. <span class="_ _6"></span>w <span class="_ _1"></span>konte<span class="_ _1"></span>kście <span class="_ _1"></span>równouprawnienia <span class="_ _1"></span>płci<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>i <span class="_ _6"></span>równości <span class="_ _6"></span>wynagrodzeń </div><div class="t m0 x1 h2 ycdf ff1 fs0 fc1 sc0 ls0 ws0">za <span class="_ _7"></span>pracę<span class="_ _1"></span> <span class="_ _7"></span>o <span class="_ _8"></span>takiej <span class="_ _8"></span>samej <span class="_ _8"></span>wartości<span class="ff2"> <span class="_ _8"></span><span class="ff1">oraz <span class="_ _8"></span>zatrudniania <span class="_ _7"></span>o<span class="_ _1"></span>sób <span class="_ _7"></span>z <span class="_ _8"></span>niep<span class="_ _1"></span>ełnosprawnościami, <span class="_ _8"></span>są <span class="_ _8"></span> <span class="_ _8"></span>integralną <span class="_ _8"></span>częścią <span class="_ _8"></span>działań <span class="_ _7"></span>Grupy </span></span></div><div class="t m0 x1 h2 y126c ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT. <span class="_ _a"></span>Powyższe <span class="_ _a"></span>znalazło <span class="_ _a"></span>swoje <span class="_ _a"></span>potwierdzenie<span class="_ _1"></span> <span class="_ _a"></span>w <span class="_ _a"></span>Strategii <span class="_ _6"></span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>na <span class="_ _a"></span>lata <span class="_ _a"></span>2024<span class="_ _1"></span><span class="ff2">-</span>2028, <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>której <span class="_ _a"></span>zostały </div><div class="t m0 x1 h2 y13e ff1 fs0 fc1 sc0 ls0 ws0">określone cele w omawianym obszarze:<span class="ff2"> </span></div><div class="t m0 xa h11 y126d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">organizacja <span class="_ _7"></span>wolna <span class="_ _7"></span>od <span class="_ _8"></span>dyskryminacji, <span class="_ _7"></span>prowadząca <span class="_ _8"></span>działania <span class="_ _7"></span>z <span class="_ _7"></span>zakresu <span class="_ _8"></span>włączenia, <span class="_ _7"></span>ró<span class="_ _1"></span>żnorodności, <span class="_ _7"></span>etyki <span class="_ _7"></span>na <span class="_ _7"></span>rzecz </span></span></div><div class="t m0 xc h2 y126e ff1 fs0 fc1 sc0 ls0 ws0">pracowników<span class="ff2">; </span></div><div class="t m0 xa h11 y1082 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dążenie do wyeliminowania luki <span class="_ _0"></span>płacowej między kobietami a mężczyznami;<span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pfc7" class="pf w0 h0" ><div class="pc pcc7 w0 h0"><img class="bi x9 yfe8 w9 h1b7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">199<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">różnorodność w Zarządzie i Radzie Nadz<span class="_ _0"></span>orczej<span class="ff2">.<span class="_ _1"></span> </span></span></span></div><div class="t m0 x1 h2 y7 ff1 fs0 fc1 sc0 ls0 ws0">W ramach <span class="_ _8"></span>realizacji ww. celów Grup<span class="_ _0"></span>a dąży przede <span class="_ _8"></span>w<span class="_ _1"></span>szystkim do <span class="_ _8"></span>zwiększenia odsetka kob<span class="_ _0"></span>iet w swoich <span class="_ _8"></span>zasobach oraz </div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">wśród kadry zarządzającej, a także z<span class="_ _0"></span>mniejszenia dysproporcji w <span class="_ _1"></span><span class="ff2">wynagrodzeniach </span>kobiet i mężczyzn. <span class="ff2"> </span></div></div><div class="c x1 y126f w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-1   MDR-P<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>ramach <span class="_ _a"></span>dążenia <span class="_ _4"></span>do<span class="ff2"> <span class="_ _4"></span>realizacji <span class="_ _4"></span></span>wyznaczonych <span class="_ _4"></span>w <span class="_ _4"></span>Strategii <span class="_ _4"></span>celów, <span class="_ _4"></span>w<span class="ff2"> <span class="_ _4"> </span>2024 <span class="_ _4"> </span>roku <span class="_ _4"></span>Grupa <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>w</span>drożyła <span class="_ _a"></span>Politykę </div><div class="t m0 x1 h2 ybec ff2 fs0 fc1 sc0 ls0 ws0">r<span class="ff1">óżnorodności.  Dokument  jest <span class="_ _9"> </span>wyrazem  zaangażowania <span class="_ _9"> </span>firmy  i  pracowników  w  bud<span class="_ _0"></span>owanie  ergonomicznego <span class="_ _9"> </span>i </span></div><div class="t m0 x1 h2 ya92 ff1 fs0 fc1 sc0 ls0 ws0">otwartego środowiska pracy. <span class="ff2"> </span></div><div class="t m0 x1 h2 yb58 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie z <span class="_ _8"></span>Polit<span class="_ _1"></span>yką, Grupa UNIMOT <span class="_ _0"></span>kieruje się za<span class="_ _8"></span>s<span class="_ _1"></span>adą równego traktowania <span class="_ _8"></span>pr<span class="_ _1"></span>acowników i nie <span class="_ _8"></span>tole<span class="_ _1"></span>ruje dy<span class="_ _8"></span>s<span class="_ _1"></span>kryminacji </div><div class="t m0 x1 h2 y1270 ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _7"></span>jakiejkolwiek <span class="_ _7"></span>podstawie<span class="_ _1"></span>, <span class="_ _7"></span>w <span class="_ _8"></span>szczególności <span class="_ _7"></span>ze <span class="_ _8"></span>względu <span class="_ _7"></span>na <span class="_ _8"></span>wiek, <span class="_ _7"></span>płeć, <span class="_ _8"></span>rasę, <span class="_ _7"></span>narodowość, <span class="_ _8"></span>religię, <span class="_ _7"></span>orientację <span class="_ _8"></span>seksualną, </div><div class="t m0 x1 h2 y1089 ff1 fs0 fc1 sc0 ls0 ws0">wygląd, <span class="_ _1"></span>spr<span class="_ _1"></span>awność <span class="_ _6"></span>c<span class="_ _1"></span>zy <span class="_ _1"></span>odmienno<span class="_ _1"></span>ść <span class="_ _6"></span>poglądów. <span class="_ _6"></span>Podejmowan<span class="_ _1"></span>e <span class="_ _6"></span>są <span class="_ _6"></span>działania <span class="_ _6"></span>oraz<span class="_ _1"></span> <span class="_ _6"></span>wdrażane <span class="_ _a"></span>procedury <span class="_ _6"></span>i <span class="_ _6"></span>mechanizmy </div><div class="t m0 x1 h2 y1241 ff1 fs0 fc1 sc0 ls0 ws0">zapewniającą <span class="_ _a"></span>rów<span class="_ _1"></span>ność <span class="_ _4"></span>szans <span class="_ _4"></span>w <span class="_ _5"> </span>zakresie <span class="_ _4"></span>wynagradzania <span class="_ _4"></span>czy <span class="_ _4"></span>rozwoju <span class="_ _5"> </span>zawodowego, <span class="_ _4"></span>promujące <span class="_ _4"></span>różnorodność <span class="_ _5"> </span>oraz </div><div class="t m0 x1 h2 yfea ff1 fs0 fc1 sc0 ls0 ws0">chroniące  pracowników  przed  dyskryminacją  i  nierównym  traktowaniem,  a  t<span class="_ _1"></span>akże  zapewniające  wykrywanie  i </div><div class="t m0 x1 h2 y5d ff1 fs0 fc1 sc0 ls0 ws0">eliminację <span class="_ _5"> </span>przypadków <span class="_ _b"> </span>niedozwolonych <span class="_ _b"> </span>praktyk.<span class="ff2"> <span class="_ _c"> </span></span>Przyjęcie <span class="_ _5"> </span>polityki <span class="_ _b"> </span>wspierającej <span class="_ _5"> </span>ró<span class="_ _1"></span>wność <span class="_ _b"> </span>szans <span class="_ _5"> </span>i <span class="_ _b"> </span>różnorodność <span class="_ _b"> </span>w </div><div class="t m0 x1 h2 yfeb ff1 fs0 fc1 sc0 ls0 ws0">miejscu pracy to wyraźna deklaracja dą<span class="_ _0"></span>żenia do zwiększenia liczby kobiet w strukturach Grupy.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1205 ff1 fs0 fc1 sc0 ls0 ws0">W ramach <span class="_ _8"></span>realizacji Polityki, Grupa <span class="_ _8"></span>zobowiązuje<span class="_ _1"></span> się <span class="_ _8"></span>do promowania włączania<span class="_ _0"></span> społecznego, <span class="_ _0"></span>które uwzględnia <span class="_ _8"></span>przede </div><div class="t m0 x1 h2 y1e5 ff1 fs0 fc1 sc0 ls0 ws0">wszystkim <span class="_ _8"></span>potrzeby kob<span class="_ _0"></span>iet, <span class="_ _8"></span>szc<span class="_ _1"></span>zególnie <span class="_ _8"></span>w obszarze <span class="_ _8"></span>równości p<span class="_ _8"></span>ł<span class="_ _1"></span>ci, <span class="_ _8"></span>dostępu d<span class="_ _8"></span>o<span class="_ _1"></span> <span class="_ _8"></span>szkoleń oraz <span class="_ _8"></span>możliwości a<span class="_ _0"></span>wansu. <span class="_ _8"></span>Dzie<span class="_ _1"></span>je </div><div class="t m0 x1 h2 yfee ff1 fs0 fc1 sc0 ls0 ws0">się to również<span class="ff2"> </span>poprzez dążenie do wyeliminowania luki płacowej między k<span class="_ _8"></span>o<span class="_ _1"></span>bietami a mężczyznami. <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y107 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-4   <span class="ls1b">MDR</span>-A<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yfef ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>2024 <span class="_ _9"> </span>roku <span class="_ _c"> </span>Grupa <span class="_ _9"> </span>UNIMOT <span class="_ _c"> </span>ro<span class="_ _1"></span>zpoczęła <span class="_ _c"> </span>proces <span class="_ _9"> </span>zapoznawania <span class="_ _9"> </span>pracowników <span class="_ _c"> </span>z <span class="_ _9"> </span>Polityką <span class="_ _c"> </span>różnorodnoś<span class="_ _1"></span>ci <span class="_ _c"> </span>poprzez </div><div class="t m0 x1 h2 yff0 ff1 fs0 fc1 sc0 ls0 ws0">dedykowane materiały wysyłane drogą <span class="_ _0"></span>mailową<span class="ff2 ls2">. <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y30c ff1 fs0 fc1 sc0 ls0 ws0">Wśród <span class="_ _4"></span>działań <span class="_ _4"> </span>ukierunkow<span class="_ _1"></span>anych <span class="_ _4"></span>na <span class="_ _4"></span>wzros<span class="_ _1"></span>t <span class="_ _4"></span>kultury <span class="_ _5"> </span>inkluzywności <span class="_ _4"> </span>w<span class="_ _1"></span> <span class="_ _4"></span>Grupie <span class="_ _4"></span>w <span class="_ _4"> </span>r<span class="_ _1"></span>aportowanym <span class="_ _4"></span>okresie <span class="_ _5"> </span>znalazły <span class="_ _4"> </span>się </div><div class="t m0 x1 h2 yff1 ff1 fs0 fc1 sc0 ls0 ws0">również inne projekty mające na celu wzrost zatrudnienia kobiet, w ty<span class="_ _0"></span>m:<span class="ff2"> </span></div><div class="t m0 xa h11 y636 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Wprowadzenie programu dla kobiet pn. Klub Kobiet <span class="ff1">–</span> Kobieta <span class="ff1">z Energią</span>, </span></span></div><div class="t m0 xa h11 y1271 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Wprowadzenie Polityki <span class="ff1">Równowagi i Reintegracji</span> <span class="ff1">ułatwiając</span><span class="ls16">ej</span> <span class="ff1">g<span class="_ _0"></span>odzenie ról zawodowych i rodzinnych,<span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y1272 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Edukacja zespołów rekrutacyjnych w zakresie unikania uprz<span class="_ _0"></span>edzeń w procesach re<span class="_ _1"></span>krutacyjnych.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y1273 ff2 fs0 fc5 sc0 ls0 ws0">Klub Kobiet - Kobieta <span class="ff1">z Energią</span> </div><div class="t m0 x1 h2 y1239 ff1 fs0 fc1 sc0 ls0 ws0">We <span class="_ _1"></span>wrześniu 2024 <span class="_ _1"></span>r. Wiceprezes <span class="_ _1"></span>Zarządu ds. H<span class="_ _1"></span>R UNIMOT <span class="_ _1"></span>S.A.  <span class="_ _1"></span>zainaugurowała projekt pn<span class="_ _1"></span>. Klub Kobiet <span class="_ _a"></span>–<span class="ff2"> Kobieta <span class="_ _1"></span>z </span></div><div class="t m0 x1 h2 y38a ff1 fs0 fc1 sc0 ls0 ws0">Energią. <span class="_ _e"> </span>Ce<span class="_ _1"></span>lem <span class="_ _e"> </span>programu <span class="_ _d"> </span>jest <span class="_ _d"> </span>budowanie <span class="_ _d"> </span>społeczności <span class="_ _e"> </span>wśród <span class="_ _d"> </span>kobiet <span class="_ _d"> </span>Grupy <span class="_ _e"> </span>UNIMOT,<span class="_ _1"></span> <span class="_ _e"> </span>dzielenie <span class="_ _d"> </span>się <span class="_ _d"> </span>wiedzą, </div><div class="t m0 x1 h2 y1274 ff1 fs0 fc1 sc0 ls0 ws0">inspirowanie, <span class="_ _6"></span>motywow<span class="_ _1"></span>anie <span class="_ _6"></span>do <span class="_ _6"></span>zmian <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _6"></span>działania,<span class="_ _1"></span> <span class="_ _6"></span>ale <span class="_ _a"></span>także <span class="_ _6"></span>przekazywanie <span class="_ _6"></span>pr<span class="_ _1"></span>aktycznych <span class="_ _6"></span>umieję<span class="_ _1"></span>tności <span class="_ _6"></span>cenionych <span class="_ _6"></span>w </div><div class="t m0 x1 h2 y1275 ff1 fs0 fc1 sc0 ls0 ws0">Grupie. <span class="_ _5"> </span>Program <span class="_ _5"> </span>został <span class="_ _5"> </span>oparty <span class="_ _5"> </span>o <span class="_ _b"> </span>szereg <span class="_ _5"> </span>inicjatyw <span class="_ _5"> </span>związanych <span class="_ _5"> </span>m.in. <span class="_ _b"> </span>z <span class="_ _5"> </span>rozwojem <span class="_ _5"> </span>osobistym <span class="_ _5"> </span>oraz <span class="_ _5"> </span>umiejętnościami </div><div class="t m0 x1 h2 yf61 ff1 fs0 fc1 sc0 ls0 ws0">interpersonalnymi. <span class="_ _c"> </span>Realizacja <span class="_ _b"> </span>programu <span class="_ _c"> </span> <span class="_ _c"> </span>przyczynia <span class="_ _b"> </span>się<span class="_ _1"></span> <span class="_ _b"> </span>do<span class="_ _1"></span> <span class="_ _b"> </span>budowania <span class="_ _c"> </span>kompetencji, <span class="_ _c"> </span>pe<span class="_ _1"></span>wności <span class="_ _c"> </span>siebie <span class="_ _c"> </span>i <span class="_ _c"> </span>poczucia </div><div class="t m0 x1 h2 yb50 ff1 fs0 fc1 sc0 ls0 ws0">sprawczości <span class="_ _1"></span>wśród <span class="_ _1"></span>kobiet <span class="_ _1"></span>zatrudnionych <span class="_ _1"></span>w <span class="_ _1"></span>Grupie. <span class="_ _1"></span>Jego <span class="_ _1"></span>misją jest <span class="_ _1"></span>promowanie <span class="_ _1"></span>różnoro<span class="_ _1"></span>dności, równości <span class="_ _1"></span>szans <span class="_ _1"></span>oraz </div><div class="t m0 x1 h2 y1276 ff1 fs0 fc1 sc0 ls0 ws0">wspieranie <span class="_ _8"></span>kobiet, <span class="_ _8"></span>aby <span class="_ _8"></span>mogły <span class="_ _8"></span>czuć<span class="_ _1"></span> <span class="_ _7"></span>s<span class="_ _1"></span>ię <span class="_ _7"></span>pew<span class="_ _1"></span>nie <span class="_ _8"></span>i <span class="_ _7"></span>komfo<span class="_ _1"></span>rtowo <span class="_ _8"></span>w <span class="_ _8"></span>sw<span class="_ _1"></span>oich <span class="_ _7"></span>rolach, <span class="_ _8"></span>a <span class="_ _8"></span>także<span class="_ _1"></span> <span class="_ _7"></span>s<span class="_ _1"></span>kutecznie <span class="_ _8"></span>wykorzystywać <span class="_ _7"></span>s<span class="_ _1"></span>woje </div><div class="t m0 x1 h2 y1072 ff1 fs0 fc1 sc0 ls0 ws0">umiejętności. <span class="_ _4"></span>Działanie <span class="_ _a"></span>ma <span class="_ _a"></span>również <span class="_ _a"></span>na <span class="_ _4"></span>celu <span class="_ _4"></span>dążenie <span class="_ _a"></span>do <span class="_ _a"></span>podnoszenia <span class="_ _4"></span>kompetencji <span class="_ _a"></span>kobiet <span class="_ _a"></span>i <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>dalszej <span class="_ _a"></span>perspektywie </div><div class="t m0 x1 h2 y1277 ff1 fs0 fc1 sc0 ls0 ws0">wpływanie na wyeliminowanie luki p<span class="_ _0"></span>łacowej w Grupie UNIMOT. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y1278 ff1 fs0 fc1 sc0 ls0 ws0">Inauguracja <span class="_ _8"></span>programu miała <span class="_ _8"></span>mie<span class="_ _1"></span>jsce <span class="_ _8"></span>15 paźd<span class="_ _0"></span>ziernika <span class="_ _0"></span>2024 <span class="_ _0"></span>r. i <span class="_ _8"></span>wzięło w <span class="_ _8"></span>niej udział <span class="_ _8"></span>około 1<span class="_ _8"></span>10 kobiet <span class="_ _8"></span>z różnych <span class="_ _8"></span>Spółek </div><div class="t m0 x1 h2 y1279 ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _a"></span>UNIMOT. <span class="_ _a"></span>Podczas <span class="_ _a"></span>konferencji <span class="_ _a"></span>odbyły <span class="_ _a"></span>się <span class="_ _a"></span>p<span class="_ _1"></span>anele: <span class="_ _a"></span>Poczucie <span class="_ _a"></span>spełnienia <span class="_ _a"></span>w <span class="_ _a"></span>życiu <span class="_ _a"></span>zawodowym <span class="_ _a"></span>(Ewa <span class="_ _a"></span>Woy<span class="_ _1"></span>dyłło<span class="_ _1"></span><span class="ff2">-</span></div><div class="t m0 x1 h2 y127a ff1 fs0 fc1 sc0 ls0 ws0">Osiatyńska), <span class="_ _c"> </span>prezentacja <span class="_ _c"> </span>Urszuli <span class="_ _c"> </span>Du<span class="ff2">dziak, <span class="_ _c"> </span>panel <span class="_ _c"> </span>z <span class="_ _c"> </span>kobietami <span class="_ _c"> </span>z <span class="_ _c"> </span>Grupy <span class="_ _9"> </span>UNIMOT <span class="_ _c"> </span>i <span class="_ _c"> </span>Kreowanie <span class="_ _c"> </span>wizerunku <span class="_ _c"> </span>(Izabela </span></div><div class="t m0 x1 h2 y3d2 ff1 fs0 fc1 sc0 ls0 ws0">Jakubek). Wydarzenie było okazją d<span class="_ _0"></span>o bezpośrednich spotkań i wymiany doświadczeń.<span class="ff2"> </span></div><div class="t m0 x1 h2 y15e ff1 fs0 fc1 sc0 ls0 ws0">Kolejne wykłady<span class="ff2"> </span>zostały zorganizowane on<span class="ff2">-</span>line i dotyczyły:<span class="ff2"> </span></div><div class="t m0 xa h11 y901 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Asertywności w pracy i życiu osobistym –<span class="ff2"> listopad 2024 r., </span></span></span></div><div class="t m0 xa h11 y225 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">StandUp <span class="_ _1"></span><span class="ff1">–</span> <span class="_ _1"></span><span class="ff1">Sprzeciw <span class="_ _1"></span> <span class="_ _1"></span>się <span class="_ _1"></span>molestowaniu <span class="_ _1"></span>w <span class="_ _1"></span>miejscu <span class="_ _1"></span>publicznym <span class="_ _6"></span>–</span> <span class="_ _1"></span>trzy <span class="_ _1"></span>spotkania <span class="_ _1"></span>w <span class="_ _1"></span>okresie <span class="_ _1"></span>listopad-<span class="ff1">gru<span class="_ _1"></span>dzień </span></span></span></div><div class="t m0 xc h2 y127b ff2 fs0 fc1 sc0 ls0 ws0">2025 r. </div></div></div><div class="pi" ></div></div><div id="pfc8" class="pf w0 h0" ><div class="pc pcc8 w0 h0"><img class="bi x12a y127c w113 h1f0" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">200<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Webinary <span class="_ _a"></span>są<span class="_ _1"></span> <span class="_ _a"></span>organi<span class="_ _1"></span>zowane <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>cyklu <span class="_ _4"> </span>mies<span class="_ _1"></span>ięcznym. <span class="_ _4"></span>Tematy <span class="_ _4"></span>na <span class="_ _4"></span>2025 <span class="_ _4"></span>rok <span class="_ _4"></span>bazują <span class="_ _4"></span>na <span class="_ _4"> </span>zagad<span class="_ _1"></span>nieniach <span class="_ _4"></span>podanych <span class="_ _4"></span>przez </div><div class="t m0 x1 h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">uczestniczki <span class="_ _1"></span>konfere<span class="_ _1"></span>ncji <span class="_ _1"></span>w <span class="_ _6"></span>ank<span class="_ _1"></span>iecie <span class="_ _6"></span>ewaluacyjnej <span class="_ _6"></span>po <span class="_ _1"></span>wyd<span class="_ _1"></span>arzeniu. <span class="_ _1"></span>W <span class="_ _6"></span>2025 <span class="_ _6"></span>roku<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _6"></span>r<span class="_ _1"></span>amach <span class="_ _1"></span>Klubu <span class="_ _6"></span>Kobiet<span class="_ _1"></span> <span class="_ _a"></span><span class="ff1">–</span> <span class="_ _6"></span>Kobieta<span class="_ _1"></span> <span class="_ _1"></span>z </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">Energią zostanie wprowadzony program mento<span class="ff2">ringowy. </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc0 sc0 ls0 ws0">Wskaźniki różnorodności w strukturze zatrudnienia<span class="ff2"> </span></div></div><div class="c x1 y127d w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-9   S1-12   MDR-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybec ff1 fs0 fc5 sc0 ls0 ws0">Różnorodność w kontekście płci i wieku pracowników<span class="ff2 fc1"> </span></div><div class="t m0 x1 h2 y110e ff1 fs0 fc1 sc0 ls0 ws0">W strukturze zatrudnienia w 2024 roku kobiety stanowiły ogółem <span class="ff2 ls1">30<span class="ls0">8 </span></span>pracowników własnych<span class="ff2">, co stanowi 27,57<span class="lse">% </span></span></div><div class="t m0 x1 h2 yb58 ff1 fs0 fc1 sc0 ls0 ws0">wszystkich pracowników własnych<span class="ff2 lsf">: <span class="ls0"> </span></span></div><div class="t m0 xa h11 yf93 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1 ls1">13,21<span class="ls0">% z </span>53<span class="ls0"> <span class="ff1">osób zakwali<span class="_ _8"></span>fi<span class="_ _1"></span>kowanych do wyższej kadry kierowniczej (członków zarządu, dyrektorów),<span class="_ _1"></span><span class="ff2"> </span></span></span></span></span></div><div class="t m0 xa h11 yf94 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1 ls1">29,59<span class="ls0">% z </span>19<span class="ls0">6 <span class="ff1">osób zakwali<span class="_ _8"></span>fi<span class="_ _1"></span>kowanych do menedżerów i kierowników oraz koordynatorów,<span class="ff2"> </span></span></span></span></span></div><div class="t m0 xa h11 yf95 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1 ls1">28<span class="ls0">% z </span>868<span class="ls0"> <span class="ff1">osób zakwalifikowanych do p<span class="_ _0"></span>ozostałych pracowników.<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x1 h2 y119f ff1 fs0 fc1 sc0 ls0 ws0">Poniższe <span class="_ _c"> </span>dane <span class="_ _c"> </span>zostały <span class="_ _b"> </span>o<span class="_ _1"></span>bliczone <span class="_ _c"> </span>dla <span class="_ _c"> </span>roku <span class="_ _c"> </span>bazowego <span class="_ _b"> </span>i<span class="_ _1"></span> <span class="_ _c"> </span>będą <span class="_ _c"> </span>stanowiły <span class="_ _c"> </span>podstawę <span class="_ _c"> </span>do <span class="_ _c"> </span>wyznaczenia <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>2025 <span class="_ _b"> </span>ro<span class="_ _1"></span>ku </div><div class="t m0 x1 h2 y127e ff1 fs0 fc1 sc0 ls0 ws0">konkretnych wartości procentowych wzrostu liczby <span class="_ _0"></span>zatrudnionych kobiet.  <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y127f w114 h31"><div class="t m0 x12b h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x12c y127f w115 h31"><div class="t m0 xa9 h2 y8da ff2 fs0 fc1 sc0 ls0 ws0"> <span class="ff1">≤ 29</span> </div></div><div class="c x4c y127f wf9 h31"><div class="t m0 x39 h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">30<span class="ls0">-</span>50<span class="ls0"> </span></div></div><div class="c x12d y127f w116 h31"><div class="t m0 xe1 h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">51 ≤<span class="ff2"> </span></div></div><div class="c x1 y413 w114 h1ab"><div class="t m0 xd h2 y656 ff1 fs0 fc5 sc0 ls0 ws0">Wyższa kadra kierownicza <span class="ff2">- dyrektorzy  </span></div><div class="t m0 xd h2 yb15 ff1 fs0 fc5 sc0 ls0 ws0">i członkowie zarządu<span class="ff2 fc1"> </span></div></div><div class="c x12c y413 w117 h1ab"><div class="t m0 x12e h2 y1280 ff2 fs0 fc1 sc0 ls1 ws0">53<span class="ls0"> </span></div></div><div class="c x1 y1281 w114 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników<span class="ff2"> </span></div></div><div class="c x12c y1281 w115 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x4c y1281 wf9 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">36<span class="ls0"> </span></div></div><div class="c x12d y1281 w116 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x1 y1282 w114 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c x12c y1282 w115 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x4c y1282 wf9 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x12d y1282 w116 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x1 y1283 w114 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c x12c y1283 w115 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x4c y1283 wf9 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">32<span class="ls0"> </span></div></div><div class="c x12d y1283 w116 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x1 y1284 w8 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc5 sc0 ls0 ws0">Udział procentowy (w odniesieniu do <span class="_ _0"></span>liczby pracowników w kategorii zatrudnienia)<span class="ff2 fc1"> </span></div></div><div class="c x1 y108f w114 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x12c y108f w115 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">1%<span class="ls0"> </span></div></div><div class="c x4c y108f wf9 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">5%<span class="ls0"> </span></div></div><div class="c x12d y108f w116 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">5%<span class="ls0"> </span></div></div><div class="c x1 y23d w114 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c x12c y23d w115 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">2%<span class="ls0"> </span></div></div><div class="c x4c y23d wf9 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">2%<span class="ls0"> </span></div></div><div class="c x12d y23d w116 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">4%<span class="ls0"> </span></div></div><div class="c x1 y1285 w114 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c x12c y1285 w115 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">0%<span class="ls0"> </span></div></div><div class="c x4c y1285 wf9 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">6%<span class="ls0"> </span></div></div><div class="c x12d y1285 w116 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">5%<span class="ls0"> </span></div></div><div class="c x90 yade w118 h79"><div class="t m0 xd h2 y1286 ff1 fs0 fc1 sc0 ls0 ws0">Menedżerowie i kierownicy oraz </div><div class="t m0 xd h2 yb15 ff2 fs0 fc1 sc0 ls0 ws0">koordynatorzy </div></div><div class="c x12c yade w117 h79"><div class="t m0 x72 h2 ydd3 ff2 fs0 fc1 sc0 ls1 ws0">19<span class="ls0">6 </span></div></div><div class="c x90 y1287 w118 h2b"><div class="t m0 xd h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników<span class="ff2"> </span></div></div><div class="c x12c y1287 w115 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x4c y1287 wf9 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">133<span class="ls0"> </span></div></div><div class="c x12d y1287 w116 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">59<span class="ls0"> </span></div></div><div class="c x90 y1288 w118 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c x12c y1288 w115 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x4c y1288 wf9 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">45<span class="ls0"> </span></div></div><div class="c x12d y1288 w116 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x90 ycfd w118 h2b"><div class="t m0 xd h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c x12c ycfd w115 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x4c ycfd wf9 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">88<span class="ls0"> </span></div></div><div class="c x12d ycfd w116 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">48<span class="ls0"> </span></div></div><div class="c x90 y3bf w119 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc5 sc0 ls0 ws0">Udział procentowy (w odniesieniu do <span class="_ _0"></span>liczby pracowników w kategorii zatrudnienia)<span class="ff2 fc1"> </span></div></div><div class="c x90 y1289 w118 h2b"><div class="t m0 xd h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników<span class="ff2"> </span></div></div><div class="c x12c y1289 w115 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">4%<span class="ls0"> </span></div></div><div class="c x4c y1289 wf9 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">19%<span class="ls0"> </span></div></div><div class="c x12d y1289 w116 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">19%<span class="ls0"> </span></div></div><div class="c x90 y128a w118 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c x12c y128a w115 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">4%<span class="ls0"> </span></div></div><div class="c x4c y128a wf9 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">22%<span class="ls0"> </span></div></div><div class="c x12d y128a w116 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">20%<span class="ls0"> </span></div></div><div class="c x90 y10ad w118 h2b"><div class="t m0 xd h2 y1d9 ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c x12c y10ad w115 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">4%<span class="ls0"> </span></div></div><div class="c x4c y10ad wf9 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">18%<span class="ls0"> </span></div></div><div class="c x12d y10ad w116 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">19%<span class="ls0"> </span></div></div><div class="c x90 y4f0 w118 h1ab"><div class="t m0 xd h2 ydd3 ff2 fs0 fc1 sc0 ls0 ws0">Pozostali pracownicy </div></div><div class="c x12c y4f0 w117 h1ab"><div class="t m0 x72 h2 ydd3 ff2 fs0 fc1 sc0 ls1 ws0">868<span class="ls0"> </span></div></div><div class="c x90 yc24 w118 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników<span class="ff2"> </span></div></div><div class="c x12c yc24 w115 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">96<span class="ls0"> </span></div></div><div class="c x4c yc24 wf9 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">532<span class="ls0"> </span></div></div><div class="c x12d yc24 w116 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">240<span class="ls0"> </span></div></div><div class="c x90 y128b w118 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c x12c y128b w115 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">44<span class="ls0"> </span></div></div><div class="c x4c y128b wf9 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">156<span class="ls0"> </span></div></div><div class="c x12d y128b w116 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">43<span class="ls0"> </span></div></div><div class="c x90 yca3 w118 h1db"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c x12c yca3 w115 h1db"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">52<span class="ls0"> </span></div></div><div class="c x4c yca3 wf9 h1db"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">376<span class="ls0"> </span></div></div><div class="c x12d yca3 w116 h1db"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">197<span class="ls0"> </span></div></div><div class="c x90 y128c w119 h2b"><div class="t m0 xd h2 y1d9 ff1 fs0 fc5 sc0 ls0 ws0">Udział procentowy (w odniesieniu do <span class="_ _0"></span>liczby pracowników w kategorii zatrudnienia)<span class="ff2 fc1"> </span></div></div><div class="c x90 ybcd w118 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x12c ybcd w115 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">95%<span class="ls0"> </span></div></div><div class="c x4c ybcd wf9 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">76%<span class="ls0"> </span></div></div><div class="c x12d ybcd w116 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">76%<span class="ls0"> </span></div></div><div class="c x90 yf67 w118 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c x12c yf67 w115 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">94%<span class="ls0"> </span></div></div><div class="c x4c yf67 wf9 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">76%<span class="ls0"> </span></div></div><div class="c x12d yf67 w116 h2b"><div class="t m0 xd h2 y1d9 ff2 fs0 fc1 sc0 ls1 ws0">77%<span class="ls0"> </span></div></div><div class="c x90 y2d5 w118 h31"><div class="t m0 xd h2 y8da ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c x12c y2d5 w115 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">96%<span class="ls0"> </span></div></div><div class="c x4c y2d5 wf9 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">76%<span class="ls0"> </span></div></div><div class="c x12d y2d5 w116 h31"><div class="t m0 xd h2 y8da ff2 fs0 fc1 sc0 ls1 ws0">76%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y11f5 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1f">13</span><span class="ff1">. Struktura zatrudnienia w podziale na p<span class="_ _0"></span>łeć i wiek oraz kategorie zatrudnienia w Grupie UNIMOT na </span></div><div class="t m2 x1 h1d y128d ff1 fs5 fc1 sc0 ls0 ws0">dzień 31.12.2024 r.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfc9" class="pf w0 h0" ><div class="pc pcc9 w0 h0"><img class="bi x9 y128e w7 h1f1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA58AAAVsCAIAAAAwpb6mAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzde7xlV1Un+t8YY8611n6cR72rUqmQB3mHQEIS5BEI0orSiLTdtoiKIkKrbfu6en1wW5HLvS3N5doq3Re50shTeQooL4EQCISkUnmnklRSqUpVKvU+z733es05x+g/9qmQdKP3Q4AGr+v72Z9PklPnnNpnnbWzf2uuMccgM0On0+l0Ov80RESXGAoowVEUxLU/UYVGYAJHQAbkgEz/AEqAAB6g6df67kB2Ot+9XHcIOp1Op/NPh4HAgAFEAPjUGyEDBvZQAAR4wK99EAoowNOvJ4C6o9jpfFejbu220+l0Ov901LAMIAMpPS6qqsEAGIwBQKcJGGBA1Ag2/XQDjE9F3U6n06XbTqfT6XS+owIwfdvjU9l1jYEAJED/h6/h6UMf/6FOp9Ol206n0+l0vtPMkAgRsOmyLDQBCTBA1opr0zTsniq7fUyQJe3Sbafz3a+ru+10Op3OPyEUwNm07kAzJFIjMhDatdBKigpAIhfhFEwgB3IA2zT0GqDUpdtOp0u3nU6n0+l8VwhQgQkyJGkiRhVIRZBP3w9bBk/gM04psfjhjMIZYIARAE4ICmTdYex0unTb6XQ6nc53BQEEjTW5Gg4d2/kf/kTKSeNQOc0SD1sYV62XhX6fzjnzOS/94XzL9mw4IIMRFEhAgnbpttPp0m2n0+l0Ot8VzCyAPLFryuZzX5l84NNbonpW7zRPmGsQWcdCYa530atOnx1sBnIEQECAERIQ0e1X6XS6dNvpdDqdzncHEmoRHICV5ev/7M8vasKmtmwQS6iDzQCAX4VrZwfnff8PwjmEBn03bQcmgINxl247nS7ddjqdTqfz3SLBzBpqB5OVEw/vz9UYQRBjpgqLrQbIiNr+GRvw5G0oNBZFwxAgB8iQdaMcOp0u3XY6nU6n813EjM2E6I7bdmWFDxgHNKs+HB+mKLrcgKg4ovH0a56GftMUctwVBAyAbNoQzAzQ7s2z0/lu1vW77XQ6nc43aTJBluBnGyAAOY55RDTbouNGIEAEGMiBCEwAA4ZoU5VxjppBKc6IGwNNwlCQDAVBFcZfm61AmPg4yADlRYrrkWGhWlnfe5CrS2Iva/Qkyvm851SAU3MaAAQgACPAgB7QDxDFQo4cqNLivn127Hg9GadcGuHScSIhk43jI2W/2Hr5lXNbNyNCHU4UiMB2AyYIPSwIto6AYu251TlaYHYCjNHM2qRHw0YzMPLuxPjGBYBQOqxCc6Q5TRwJzEFIyfkErrFvgK2G/gRogQKTvlWwHrQPkBoYBpB5nBrbAYIiGAKDCDkZpwjxqtHMRAQAlFqmBESADB7IAVAaN3WdD+ZUQewTkMyESLUVJk0NUS4sIUZynFISlhCDJ/aSwxCr2uVF1Y57/TxaY2QMZ/AEx9MnhQpIAb6FFDCLYycEmr5UXIIwQNYCqaGBaSzYkCKUQFk0Jo+UIFDhAKW2pqznzUAEsMZYOgdAgN7aOGkKIAIhaSTmhMTglEI2PQRAalvOhqfaPAMGU/DaqykBMaUgNATBKIbUKqljIYCn31cZyoia8krIA6yJGBkYqjCCsY7bUS8rTo2/VlobCfgoBuTUCzhgWg1k049AE5gxmdSDYQFAVVm4S7edTqfT+fbQMnKW4PIIGFqPk0gezbqYXGQUvgEmsBHYQTYbedUJh5KimPVRVCRjsIeKaUGsqSZZmw7mAQYbOIEjMDAgWO25gKDUqkcLrJtbywBzTEt1uaFgqCIGJIByONeoSLFY16nvSm4B7WPgDIVZFmunABRkEEQSkJCRNE2qyzC7PrEXhQkmpJml/njiuJegbd8TIAQxJEIDCJA3oDYuD11LMg/kEXBdEcM3LNlaHk1qRCqkZiA1goCECFGRNGrb9lwGEpCp4wBTAkM9lKd5if+7dJtCKhki3CMjMijADBjMEGPyGYMCEAgwZICHgSyByECqZIKYTJW8g5lBI7OlxN67JgR2wsQhJoEw1DM3dZ3nBTTBSdIIjkYcFWYs7BggA1MiaAsoOQ9ja0ijJaNskMAKIoBSEsKEhZMVnGJd+rww5VaZMyaAEjS0zI6Y1aDJfEZlXff7TGgfn261aVsWEe+bkETITEXENLGtNXNmJ1+bVGKw6QPKBIOaqXAWkxmUnKiZWSKCpZSLJwMigShKqVHFOYIw+ZQUQFBjz0pkMNOUMQMgGAE0/UUZrf22phOvKZ36CJMBQIiaeQ7BREBE9Ngx2l267XQ6nc63lqGBOTJZG/9FCCeP0P0PusUx4JS18UEHVDoxy2drV7TaxHIJ9dbnXhXyIvCAOR9jbA8dwf0H1xGnUCav3otPhsRgSZmzJ53htp+JJiHPVIgJKSgJmlD1ModScd1d8C3QQNrkQyLKWgftj0mWzlzff/I5AWUfMlHdxr7cf5AOHumVNWKAKJgNIBUkvt3G51/2tOz0M2rK1XSoRrEJN93so2FcIRnWr3tkMNk+AgyrOTmjfsPBsX/e048jzaDXU4IJpJv48A0bAwbMKFADgpChImRA0SaEgMKNRGf2LwElzto8ATLkshJ5UESHFnBIWTREQ+EfG5na2CQL3hX7Hjxy7Ohy5uYCTcwsNFZkuUi68qrzAWW0BAM8zAG4997DSyujug3O5S7vMVMMNbE+44pzY4MsgzJWVid3794TApzvOZeJiMb60kvOH/apLuteJjF5FpBDUDtw6Ni+/Yd7+TpYRkiMFhTq2Fz9nKdpjVwSMVmiW++6v4xI5olAKThC6vvZnJ96wZnQBrCqbiUb3LXnkfGozsX3nSRSzvN6Uqak6zfMnPvkrYREaAEiZDCGolUjUEj40vW7eoO5/mC2LEsyY4q9nIaD4rzzdnwtLhIANG3IMq9AXSfnRQQKNA0eOnBi775946p0zjHz055y8Wmb5osMjmCKaMF7T9AYk3MewLhsb79zTzBpog1mZi0qxel8QGMD6DFBdC3RInE6lVOZoQCE7RlXXhAjnAfMVFVOrTr/j7rSoU6n0+l8U0bgAUgUIMCANixfu+vu172pOLLg86KEOapTO6qdVJKLZv3WNmzZeJjqF/7Zf/RXXuqJkFDU5b6/27nz9X+8uYkFRx3Q6mQlU/OJjaXK3ek/9xNP+d3fBhESlCwIOSU2QkZWj/b/1Sdufe1btlaNtza4svYpss02TkLxQO7Pe+3PX/nqzcQ5As/mihOLt7/+T058/iub6hjDBBklAhlnibPIn3j+hb+5/SyZqwazTjVS1eLG2z/46n+72TBeXpkZzoUmHJuLZy/CCEcHnCeZrRkXnf38z/zFXM/lmlApfN6l2ydAYYCtFaUYyEMJCVBSpgSmAgFf+NLnb/jMC/7LHzq2ABV2MDibTpBjUAITYCB69Ka3F+/IT8r2v7793R/96KeXFupsVkR8DDpaXT19+5bPffajWzYPDExrl2iA4Xd+74233Hp7CJHYqxpgTGnb1o1/9+mPbFgnMKyWzdvf8a43velPfDYU7oWgqlpk9CMvfeEb3/h7EIYjR4gJbCDQdV+88U1v+tPVlWTIyEAUQHEw8J/42w+fd+Y6CoKANuAnfvLnJi1qFWGhFISw3K4+88pLP/Ket80MHZB6/X4Z5P9569s+99kvriyOc8rGzcj3nCpmZ2ae8YzL3/fePyVjJve4/h5ManjPX378j/7Tf15cqEIg770IRCK0esmLX/gf/vD1s/1HF0QVgM9cmzREywox4Pob9rzj3e879PDh+/bsaZpIzo9H5ezcMNbVRRecc83znv1jP/qvLjx/cwo8XhqvWzdkR20M3vkbd97yMz/3i03rlfvickQVi1/nl/+11ViNjLXFXZt2KYnPfc4z3/vuP2YPVWMm+QdfX1267XQ6nc43pQH3lRARMyi3mdV0+9077t23kTQ5vxiqDaIzqUpwI+QT54tIPFptfTp+5+0bn3VJTZYT0kDOOP+cY8G2rdbDtqqlbl3wUbOERDTOpdx5B8YTzPSRkqlEQaYGWMyUqmrp77503vJkW1N6NAmTMmsVNttmXmbT3KanP+eKplcUjUcZ4ap6181LN+7cfuzkWZI1YRzFDHBKTpmVn3TOef1tO+DzgBS47bfj4x//xIWPnHzShvmjddlvk6/ilYvtrALg5WXy6nK4fXfdP/7sdYN//nwlJUckXVnCE1FADVAG54BCEhxgjNZRIYZqtHz9V478we+ONVz76l957i/9fHbxUzAcqIEVGQCiKJxEMyhBcGpZMKYkzvd6RTI/GiejwagNABznvr9hXOnM/EABhgMS1mbTQd3MqOG2lX6/lyxljut6dOiR43NzkiJg5lzGrkcyAM9NalN1eZ6PquUPf/yzF1166St+6ofL1PThhBGiqZDBnVgYE8+Z9QACJVCsl1c2rBvatBDBIbUWUbRmdWJBRuoZmvWyNrjeoIgxmLXOF4q0d9/Dy5NU9Ld5y3I3o1noZfmorG7ctfvm2x66/KlneprWzqxpDab6/g99bHWcmlgQ9102mExWMh+AuLhaQQBdq3EFkhHUGCw+x6f+buc73vnhW2+9e9I0SS0lD+tzdL3h+qRUR3nw4dX73vGhv3jfR573vGf/0itffuVV5ycgBPPeVyGydwrPbm4yYaJ+LyPVCmAD2WPLCyg9Wowb4AlGpoTECAIel20ypAghMGtMyYn/+06k7sqy0+l0Ot+UDCJGMDSsqwjImv23Xu+zMHaTR/orR4fjlUETEBRtzJq2aNSHEFe2z87de/NNQbDCrsrwcO746efKBTvKvq9QR2soS5qHlLUpa9XXy/ftwcISshBc8ko5QMLIkKzFw4ePfPwzW5uqykLlQ91rQ95a1iYfj6fl3tOeJFee/5Cg6eeYG5jUX/ns3y6cPDrb8yFNgmtrXze+rny7UoQTg/DPfvaVWD/feHcEdphaGy3svf66Dc6OHH1Qs0DczsAyi4Q2oFbXGgeg9ePJ5/74rcl4Sfxy0W+ddCfGEzmXFDksEiYZYgEi9AEHKLUIDR546O5//+aZ8dLZiyv80Wu/8Krf0Dvvo1gFNhCmy70VeBWMx29Wcs4T0IYU1Rv1IINWC1esj1bUrSR4n033N013Na3lrTohm5mL7BJ7JVe1Mamxk6io6uA8uYzY95tA41KNhmbDqhbI7MJq+9o/+D8OHDnJUoCgGr0nM1RtU7Z1AkXiQD7ABeTRMOj7mACahktSIBraRI1ybdyYjMYxmVeCQUScwcBy+PiCmm9itjJhuLlRw03KEhUr4/gX7/kIGAo28NrmR4JzePjoyVvvvHNpXEo+iOpHZYD0gvlovDyp4vSQfe3AkRGPq/Suv/zEa37hN3bect+kdmWLNjnwgN3QaBBjXtXSG25eHsdRzZMgH/3kF171mt/85KduU8AYk7Zx3vnMq8lkEmA9kVlNzgxqSHAJLiBrKQvIAnyCi9M6e8uj5cnyhEwtS+ZCMiV4DxKslcv//bp02+l0Op1vCgNt20IQNbZYxXj16IMPFIiwNqF2BZWSlnpc9mScWhFijVvRd8eW4+6DRcObI800SOhHl1/1wz+8MKly7vUhWZ2ykJyqT8gjspOr6e7d0Rr1hKROAUIrmhHd8efvOYtzzyG1IWkyswycGyNhOLchP2NHA2ToqQEGWi6P7Nq9oab5lqgt82SuSVkwZzwq6+Fpp23ecgZc0YoAPMRg+eDD1eHjLqRB0SeiqArQ8QHdP0t7huFkX0/29WSWMhG+7zAfX2mhCYiq3YnxRKhNw1gAxkBDUIMH+iHg/v13velPevfsn9W0vg5nNejvPbT7be9Cm7y2YMAhkkZEAuO/m7hhBiDLxGdFUFMSdnkMlozEeaKvdx/bAM+TsvR5lixBmIT6M70YG2EMZzwoAQit+qxPnBEcSUaUtxGzcxt9NvOlL99Q67SPQwtEFqTUzM4NwQYiYzMmI3KZrI5K76EAGEZGjpIll4kisRMw5b0hi08JzjETE2g0KjNfGBxx1kSKJoPh3GjSiuuD/Beuvb6qMWmCAVVTgxCjKnDn7ruiKQkZjITyojAoxEj4gQfvN4Ylhaq2rdp0VZX+rzf/p9f9wRvqVssqJHNFMVA1M0wmE9WYUvSZjEajzZtPa1fLBN9EWlic/M7/9rq77jomwsIeQNM0IjQY9MhQjleJ4nDonUdIdRNbhRqTCol3QQPYfMH0NSAyIsqLPCWoom0jACLq0m2n0+l0vl0EoFySM9HmtJAdeOdHdyzW69t2Y0xnjey8ZSuCO860TJ59Txv1IIINoesfWR1/8ItuRGhgcIkyXHH55mdcvuq44CKPzOoUTsFZcKfVuPNDf+3qSYkGTKgtCsZgProQb7p7Y900NCbnonMtuVCBSgkyOES07VnPhhZ9oKdAwsmv7B7sO3mu9vKq3OznEHXODfPgETPZfFpz6cWZDFFiEGWT8aZJPb7hvtNXdS6iF9BradBKDxKot5rn0fddlJBi62m2jc84hvC5uzaq64fU795en+ClkgDiFJIUwIiTchtXFtpd9974mv919SOfOztgsNrOKNYptrUpfP6r9//m6/jhwylNVjGu2Vywfgr6dbLqtNyAFJwgZGsZE8aP33v/2FgcQAFItlasML1fn2zaQAAtAJhM9/0bmZElsrzol1VcHbfvfu/HUoKlhh03qVWLWeGaUE4LEoAEJFALapWDEUARlEAKSqBklKZ36vHYtlk2TW4ikq2OxwZKbOTJCCmhyAeqZOaWlye7d9+fe28GEQGUhSJwy613Ou/zogip5QxNquFMHEeLZVmtjFIbKghBHJEra3v/Bz/5/g98Ymmx8X4YlcxQjUfr5mYtVXMzPoWVImu0Whz0+NChh+a3bI21Dfob6iAnF8tf+Le//sC+I85xmxIROUr1ZLFfxEERnYzb5njSZUKV5zCKzjGgTVtluQBt04w9V44qJ7WjVjgIBY2NRmVG5kVNCf9Quu3qbjudTqfzTeknbRk1WS8xDi3f9Z6PPrmONWCgQELsWsoCF5NWZ8kjhMZhiUIwjpPRrg/99TU/9APj2bwAaebxtCc/6eUvumH3LYNKyKTK0AjBpBdkJuDuz33x7JtuLa55PhyhRAQIiPcc5PsOslZV3gaeGbsgkg/Fa+sWZubum8suf/bTS876oGSQDCe+smtdk2bACTrOMQIVTEq+zPoHsuziFz5/Wn0YBT0Ak7T6+a/OhdSS1h6RObCUyfk2n2+bWVgWm0ULVFgOXq/0yLVf2f7jLyxTND/oCm+fgEBEEY4wA26gNTVZW6MNt/z676/buefM2bnRysnM8gaptDZjXnf4yIl3fej41s2bf+NVRU41fBrXM8O5JOmxC8LTdVaAlU0ZasZQBsyMoNNb3KdaU00fBAat1YAmgmOQrnWqIhAMSlA2ANMK6wSKMDLTpk3i3Nxg0x137H3/B6/7xZc/N6XWS9ZCxpPxsD+YVApKbNMy00QwI7JHG2Ot7c00hqkRkwFmFEGnNl2ZENiijVcn4FwtcCZqIbZxUAzasvactc1k5847r3r6eUktd94AYhLg+i/eLFyoTVuihaQp8wQyUwqtVaVm6x3YmiZ5dk7c2//8AyeOTQaDTUR5So2IOWoXjh2cnRk8/7mXXnzRhUtLS1+87ksPPXx426ZNS0tj5/v1uJ3tzSytHuejCx//2LU//29+YtiXiy8470//6A/rhkB9U+ekzvMwKu0//9m79+x9WKg3KkdElDuCNhs3zP/KL//i+vkZAAQlMzYDpY3rZ3s5P9oHjKlLt51Op9P59qmBQlsRpyZfvb195ORY9NAQUSSJV5YU5fT57c3CSjGuvHFEnKAl8YMYFh/Yh5Wlcm7rekCI4K24/GKb7aflEwNDbaQENsoj9Uw31eHwdTc8+ZrngBMyIaCAlnuPzkcJCPA8E6mK6ln65rKWJwmbL7kYG9f1wNQCBHhku+/fCuJypQ9eLFddLmHS9FC0mq3UYdt55yND7bDKth7RaVx4+GDfxSVK40ITJIHUOG1Y7w8f68NMODkzp62LSZvFww9tb0o306ug3fLtEyCEkOAckKKlai5TjKtDf/zWdO+D211RLp+sqS2RNcwtkgCzzBLag+//8ObnXJY96wrEOpufQ2XmHxNtoWRmNN0wpUZqMGeJjRKUkR5dvF1Lt2TTnCkGNoIxG2O60AuDsRlA047MYKO1EIYEgjhRUyKq6xhb+vO3vfslzzl3+xnbFYBBExEJ2TSXGcymmXWtLxYExoCyMa39jdMHEkVGYjuVe4G2qlWVoWotiM1gMUENZkLsffbg3oce/fkZMNOm5SOPLGmStk0uy5MGmib1pERCRClyQuMgIALjll0H799zoCjmAdc0LZumVG2cnz18+NDrXvt7P/VTL+4VaBrbt+9f/MIv/NrRhWrQy5pGZ3tzVRivW7+pblav//JXf/3XfgLA3NzcD/zA8+VUwYhqdOLKgPd94CNVOTIxRy7GxFkm4F6W/8TLvm9YrP3+6FSZARmYkJIxm5n9g0u33Wuv0+l0Ot+kJiVDjeRWq7v/4mNnLdNMw4FY4X2QohZFdtqLX7TjGVe0zgGWJI59Ax8219WOh0+ObrjRI8zWyCJUAi48/bSnPDlZk8HYLBEUyBUe4Uylk3/7JTp6MrFNxzz0Ril9+a5eSK2wka5rtBfNR+QlZWAbzD7rFS+v+wWFiEmLWD78yJ7xXbuHZSkoIWFkJTJipD7EJXryRZcOzjvXUq0SIxqaLK9+8jMzh473Y6McyFKRNE8gIL3k6mx2zoErstDniGaZx8eLcunA/dh56yDUgtCdF08AR0hAIoSMCge9e++tP/3LB97+/s113Wg55gaZfyTPx1nuxXtVhIkP4+LAwZt/4w2Lb3lftqK1psUCp5olnEqrlDDtxkDJkBIpW2ILYpEtsUWyU23A1h5rK72ShHT68DAPzbA2BY0VngwwsBlRC2qIGkPlPQGoyqbXm9+39+gb3/iWhYXVmGCGfj5blYHMsQors4GVyNjgAax1vlKCChmzOVaR6WciAJFwqj5CcfzokUycWQK14oNw8lCk6JhD23rnbr/ttoXFahoLoyaFvfedXy3HHBvHyAliZiwwVVUI9WLjVpeaNtYK+CKblOkNb3hzWbFpFlsWdkUv987q1ZP/yy+/5uX/+gWFCw4xl/Lcs+Ze/7pfmywfa8ZLnDTUkX02mtSA3Ldn30P7FxnIBWItacNoyGqyWkNZOLPY5o4dUb8YeOctau6LUDWDDB6NR/CIzlRMxUyjEsBkBGhSoKu77XQ6nc63TwiBdRUlHzo2+vLd503kjJZOH8m5K3zeiM8dM+ceL73Gff9Vj2xwR7KwOIulOYwHStxsaMLhO283VEiYuLicOcxy//JzxwWPRVdyLPdspYexR4OYT0p/8MT4wCNxmi8IaKm6e18ZV6mfq6ax1XXBdc9PSFPRH154dv+ZT10UCR7waRIWPnDjJyY2GXHlhsPjvlmZpRNZbPt57OfLzp76ohfouiFF9OtyHkEWR7vf8f4nVe2GlNY3aWOlW8Zpa6MbI/QHn9Vbtx7gFuqcFCnlYiTBHTqKz+3EkaW821X2xEQ4QRSsUgLSHX/653rDnWeOo4Rm4kLKszqG5flhySwJhRGJ5kOZtyR3PbDzDW9Z+tR1EFngtRyIx+bB6dQt2LRKlpGmD0LC42pvDZjWIKxVIYgxmZA5mIOtDXqYLjSv/Q0wghEiUej1sxDbtm2Hw5lyElTlnX/x3vv3PCICYbStDoohwAQhEBsxCNPv/DVEcKxCymJCJmwCml7lnXqCwIkTJ5xzZkqsPjPvyXsnsNz5uqpSTPv27jt65Oj0GyZTGN76X94p6Gty/f58ipaJIzVTwEQoq2tdWphkuR83EwD79p+46aZbvOs5KUQyTVpNxjHWZ515+u/+1i/1cskdGDVs0i/wPVdd+tRLzpsb9hmUOxeSuiwrq7Ys6+uv/6oZYBAxpibFZaRlJ4E0MaytSk0x874cj3u+YBAShCS0YDSMmtEwBSIlMkJMIYa2Bsx7//9xmdS9lDqdTqfzTZnvW/Lnwy3cfPN2GxsmCz338NAfzXiMSYmT7dwMLr4cL/mhY95fVGzZvhy5xBEvhwb5CM349jvX16MHBxCV9U0fk9xd/j0PDgcL/aJwcs6ILjuJfj5zICs5q08vbbzzSB5cKyi5xdKduveGsyH9hpq0bnXQa5u4baxbNB12zZZXvChunO+ht4osZDQ4aNe87lPbl5fPjWJjO5nPbmjWb1/A2cPBYvnwgW2u92/+VcKMRS2LIRLwhdvyOx4sHT/Yc8H8Ntk0NjvYS0cHYebM8+RF33tLP1/JelkQsIxEZxq9opJD7/00ktUcgYhG0QAJwSxCDQHaIgIJ1qXfr6f0QIFcNWIx7rmNP/LJp43Hg2aJddmLllkaF4Z6z4COlxQOKNfujHZ82iPF5v3zQwtavvNjxQMPbsF4hGoRoU2E5FrkYwi1KEpjaOmJNJ9Y0fAgcBHh7VQFJ63lYP7aUAHSxEklRNcYNyo1uCHAAYKQGMmN1YaaZg3e4OpJQTrbG9Jy/ZArUlZsGG654IOf+NwoIgBZP0yq44RABpgY2AAjKKkC4GjSglURE7ORUyGTJsmE0qxZYQQI4KM5tJBRaUl7Oc+Xy7ENSXu6FI+PdKmYWbe0mqlt/+jHrmVWw8SLP3RgdW+5MM6i5e1ocjRzgcXgfGA/SZYk9rJwYP/tsL6joQIP7L93/bYNLbUr9QqcBo3DmXnh3o++7IUk6jIx47aBkzmzQZYNrv7e7x+1VSt18LWnVttm0BuI5Z/+1LX0aNik3PlN7LearuN8JlHyvdzJxrYufKYmC0ZNbD0xUw5gFpgBBkAOOICdz8S7vOgTuelHunTb6XQ6nW8bRiaEqCt33NE0k4AmxTab3kJ0vSD9jWeeBWHMzazbtnU0KXtBNkY/V+qwSZvMNffux/2HCXBKMEJebL7wyfnpW1nJrTSpiWO2STXqUVa1dciylBUAACAASURBVEpxct/9CBBGofHAtdfHGBKSamICh2bQy1fqVUOebdi0+aorGucoaQ4op8WPf8QtrpCRAolM1AjwkPGoJBlsu/h8ds6J0GzfLKFtd37sbwhmKVAK5GVcTRznKSvstC2bT9ux7mmX9dat98pcm7UKosZSAPYvHt7/Nx91GgHAMQQKEOhrq4OkoEcHjnYepw8o4d76eNbgjt9/2xkr6UAcHZxHW+RFwGxDG2N2bj1QK47N9laetKF+4eX02pdd+uZf/Zf/92t/8I9/b91Lrl4+edhpXaQ2nzbjSqfO0VO7xsjAat/SZ/2136VzjlnapnHC4lBOxmVZf+6zX3jk0AkD6qotesNT0eubur6JMUxbYqkqMwNEIO89M4mI9z4l/fSnPrtalgqKyXbtul1DiCE4kV5RqKYYo1kCjJnNYITxeGJm3osBhw8fW1xcJF5LicycUlLVyy67rNdjgIimX2hEIMbFF1+Y556F1SKIpn8UU1xZWanr78j/kzqdTqfT+SZUDg6KUXno5l1OAjtVawsQK9W+t9DrzV9yIfo5hsX8BecuppAh29y4TROsi5gLceaR43j338wDkgwhwsyfvWPHC54JyGnoZ8YrPZukSY/M9XsamqVb78RkQrHxK6v3ffBTluIEKVkgaBFbDzX4FejcJZfg7LMi9/uQHtRXkxs/8P65pWWvPAZqZ17BhkKlreJqkW941uXo9UCoHETVP3h47823sAVPmqkqoQX18pkVyMZrnl0M5nDFU2THNlIpWvKUmZkiTURbH3d+4pOyPIopKqnJWm8Hngaaabbq0u3fr01he3/D8OiifvmemQjxuTpfMq0KlPy6hvrNXDN72hkv+oGr/+vbz/nplz10Ys/b3/of3/Hvf/tDr/udz7/v7cuf/3L/wdVeEhcaEYIiBjUwZNpNdjrh4FuTbh8fodiAqqrM0qWXPqXXy8hSr8hmZ9YdOHj49a9/c4zYtHH7ZBKA6RXWN/eiq0pmZuakyTlnCm0tE89k0+Dr2O2+e88D9x8AMhH56k23pZRMVQhMEAY0EdRgzrOZEfPx4yeYmQkEHDu2VFWVExGRabpV1V6vd845ZwFQnQ5KVpkOPTa77LKnei9MZpamKR9AiunEiRNHjy536bbT6XQ6/8jUBG5Dc91XceiQo7aWEhyKpJxoCXQsz7OLzks9V7lIl19wYpC3EEnkIpHSBKubndz5nr9yh45w08JUmWrH577sX9R5nlvhFaVTFnCIlnObxv6hQ3bPbk5luO+B/I4HhWlUIEFhkajhsuoP5484r9c8u2Gf4KHGVbl83z128OD6tnKJl3pUO+TJWOHASvnC/HDdVU+DUUxxZKmAe+gLu85wPQ2lxapAalJ0eR+WjV0x99IXN87w5M3zz78y+DwzzyoC8Qmt1psL37v7Qd11nxAnoCZAQADSdE6BGqnSt3jx8P83SklFJPrkV/z+kw/JZOSwuaENJyOra4bDkXOlFPdcccWOP/o/l773+Te++a23vfp38MEvPWfv8guPhCuOVVsfOHz8ze85/M9ePbnp7j45igmC3HGCKRMEZOBpQcC3hp0amLX2z6SJiNbNz/zoj7y0mqwi1VUd82zm05+87svX3xJSFsN0SoIZqZEaPcGrnOXl1bXQmdQ551hgtGnjxh2nnyasXtiM8mLmhhtuNWQxYeeuuxyTF9YUQ1OefeYZLKaqMBURUyWSI0ePmlrTJgCTyUREkqqIpJTMTFXn5uZmZ2eTwq21P1Bgbbve7GzmnKglIsBMRFQVhNFotLq62qXbTqfT6fwjkwBZHd/73o/MrU6I64omxDGL6l02Ibfa789cfMGIsVzI4OJzTmzqL7E0oIp1JUvLpE2qaGXx7re9lwD0OYqrwP6pF89cfGHQUCAzm/ar11HT5KDZhaW9H/trlKtLX77prKXA0LIwZQi0Rj1jNKrb8szT1z33exrKc4CJiPTEtV8+PaUMpRCv5tQ4zZM6A0Ea3/eXnL/usotAwsyOGHVKX9w1WC37ntlCZmaE2mxc14PN2/H0p40817PutBc9J/YLAlvQTF2h5E0Hq+MnH52U1+6kqiamGoiYjuCa7guyBFNot3T7dfVheOjkLb//luVHDuvTz1z1msEF53LKN54INgrL//LZl+38CL/sxcWTTqudnx/ZRYvlJYtxrl2aj5O5yWjHqBocfOjgX/0N2kRmmG7+AgIIQgSwGX+Lqp4fXYKfhlQjFL0eKJ08cfQ1P/czZ+7YilSrmpmbGW5417s/3cvnZ2Y3TTt0rfUCA/3De///PisrY7O12gARsQQNceumTeefd5ZIiqlRNecGu27eDeDuew4fPHQ8F0dQ0+AdP/NZV5muzaoQITMjopMnFwzGzGqoq9o5Ny17IKLp2q33fjjIpz+uWnLOG0wtMVGIGAwHgE1zMBFNn1gIIcbYpdtOp9Pp/CMjAEaThTvuHqQoDpyxIbGaCCeRmGU8P8cIBdxwfqbNXOkQhFrDWGI9dKtSb1w/e+yzX0FbB2dxOjZVfHHRucugzPcLpQRD5uu2HWS9Xmoeuf0WjFeaB/dvSjDVlmFsbBgzBpQtxbLcvlHO3l4w93Qt2NgDB+aVGrQAB0EiODUyJLhR5uWM03R+DkGVuUDEyQU6dKxdONnPcuecJWWRKrQTtIP5OfRyRgyw3mmbIcLTG96qBssyx3W9VVkfOYylZagGjWktxACYtkVV6959/z5Rcf/B+ODDJw4fvOC5V4xhi2wne8TkBvAbept6v/DS+0iOQc553nOvfuWPn1zvBm42WQvy2DiIPsEjwXDoOE4sQABDmAQGp1ONvsTw7bq0MGJGiklT3HHGprPP3DHs51mW1XVbNXbbrbvn5ja3jZ6qTFhL2E/s6TRNMDu1bkzExEK8bn5+29bNReG8gEWqsn3o4NFJhd2791ZVSzxthqZ57s84fXtKkSwRjIgMgHHbRmHxjszWynkJmA7DnabblBKAEILa2r8DFmMEIYSU5zkRqa7dlzAzpu/Yad69vjqdTqfzDb6JnzL9zxmtlm+5dXB0cZi0bJtKI0FMo0WLGp96ySUs2eyoXleHrTNbNrrMCQOc+4xEWsScuFxcWHfX3rD7rgZRgYHlquKvvmp/5sbgfm0Z88gisxeyIceVu++qPvVpumu3t4YJrZkyO0PqcxuTX7/9tB/6vvHGeRspN2AGDh3km+7x49HYKdix9zCVlBxo1cnR2d7Vv/LvGuRgx0n7odS77yn37N0iRaqrFgoQKZnjIhtsOesMlM3swmSmaeCKc07fnoEKySJx7XmVgmVQjg/uvBlV4tgW7NZSjAJGCgogAqjrmfD1z62w78MfOLvC6seuferzn6tXX7h/zmphTq7MBtv+3SvaZz9rS4vtDVsFeeHV63/uR/b045hsoZeON6t5CmUcLfhq4bbdaOvp5Yt33oHG2iRCLl7bMI2T07vng8FAVQGk9NjTGwBSSlmWpZSmoQ1AjLFtWyKktPZJj446M7ARhRRZMB4t15Pq1T/78tSMymaS9wpmd+LE6G//5rNFMTAApEqqBAU/sbXb8bgUkSzLnHNVVTkWVswNe8+7+inj0XGfWwgtS3Ho0Mn9B09+5nNfjOZi0zApkC69+MIzdmzWVDMbkEJozcDOHT9+QlVDNGHMzc1NU23btiGE6eFq23ZldZJnGYGZBUCK6sSrYjKejFZHADGLiFRVVRRFiGEwGGzYsOF//nnUzSrrdDqdzjdmuln70YDrJqvHv3rTuqrNDScNxVyRt4WrRUGZ6crevQfe8KYlI1jcARkcON4LKUvTWacA4JOJ4Rytj9544/pnXyDOZ0nIDzY984rrNg1PK6lYWrGcxmSFTvuDxg1tvOsd7+3dd2QTjI1ZVYlELSQak59s33L5z/7kI7DZjNGAi/bI56/rP3SkD3dyQPnEcd1SSo6FSR7O+Ck/82PYcbohgwiiYmFhzwc+KMuLPcaoalzuQc4ljmw1tSt37Fr4zd+2ymN9vrGNxcOPEGJKsXFoHAAyWCtWLy0tf/Bj87/6Sskc4FNKDAKRghVMxkjd+tLXC7dev3zHDVfXS3M3LRx8118/5Vd++vO/98Z4z5FJ4+iFl637tZfBZetr4ESLLdlqHra88sWfeNtbZyrn25QDeeSVXJdzzVYmOlpOYt4Ag1MUXBioretCPJI656Z3zJnZooWALPs6T6dpGoBhpqrTPVO9Xm968hM9tmaW7dExvpbM0qBw3/e9z77mOVd96sYbU2iJ+0z+r/7yg3Pr5gAoJYDW2uw+oQ2Gk8lEVfVUW+W2aWaHxZZN66+84lKiut+XehK9z8fjlf/37X+567a7orFncsRE+qpX/UyvD+8ZbDA9tahNIWnd1nk+Y8Dc/JxzLikxr3VmUNWVlZXl5dH87ABgJgcos2d2bDh06Mjy8oio17TROTet1hXm+fn5Jz1pDvifXWfevbY6nU6n843kj8fcD10LuCE29+7pp0ggzjjBr4zGCmJhH5rRwYMPfvqzJz9z3SMf/uSBj346m6wMyAHwil6gIiJPyCN62lb33DtQymEgMoC2bl13+UUH25LhJAIkGWVIWlm9TqR9YH/etjWUjJ2yAmw0w/1lz9ufcwWGfZ7WWzpDUz781Z1clc4VNSiAsmgezICmNBpkW675HgwGrAJiMeCBAyfuuqvnIKZsCCTjED243y+osNGRg/d86KNLn/rC4Q9/8v6//uTo5LGI5L0ooXHTm81cOo6hefiGnahaDwVU1w4aJXCallqm7lT6ehdOIQSnK4iDGPe/5xOTwydf8MqXD8/ekW/YcFgS5odDk6YHbM1Srg/pSrV13fpnPLVymY+cR1JGndE4U2eptRjXBr8CSQkMBScTYj1VsUrM08LQqnrcxdvjciszaK0yNcbonEsJvNYqS+kxsc2APM9TSoNenmKAtT/7yleQJPY0GPRSUrBUVWWEtekShOkmtydwoNq2na4oJ03MLExCNj/b37Bh/vQdW6pqRZwwuah241d3HT+xQMxkqjFs2bLlyqdfXuQsQoASwbBWJhuj1nXNBAD9nkyjM5362YkohHD0yHEAqqZpemwkhGQJhw8fbZrAJNMpaCJiZjCsX7/+O3Iidem20+l0Ok8w4JpZSgl7Hpjce/8ASAY/nG8C5nrrhbM61DOsZ4K2rCyfWU4uT3xO1Z6GbKTlxGvLxEZZYjJWYkg1ue1OHFqksoyCmKC+uOpnfvJQXyLnrjVuWdQRSeMxY2nrSj1kXs5ARnkQg4jRhqp3ctPc2a/58aos1ytDgLyN+/evfnlXbmZZ3rZWwWYCDUkSpWRRztuBp18QiHN1KSQYle94d9z3gPdqFnJXtM5zMSORmnqyUC/MWfWsqOek9vxxs3U8IR8nCJESmZHx+po2VuQTDWIa33Kn7d3rEBnJMYEIRBFQCJQQu/Po60nUy0h3zDaiF4/9/f/7W+5bWnn2b/3Khp/6sbnZjem+Q+tj7xDGq1i1EM9J6wYTXPz93780HATKJ+xP9qV0yJIykhZUTYtaFWzEgCk2rFvH0ASd9gEQkRij9/7EiYWUoKoGA2AG1bW+AdMgS0QEijH2ej1VMMPU+DG51kAAxRidcEqhbSvH/Pxrzv+t3/lVQ1NVpfOZKTGLQUFqpDB63JS0b0TTNEQ07UErIsJcTUZnnXm6J3vFK/51Va8yazQVyR8+dBgQEkkxwuwlL/7nmzehKHImJSRiTJsbmFLbtpPxZPrjbNu2Lca4Vn1BBMA5R0S7dt0WI5gYEIDNhEhUccftdzN5VRLxOFXIYbBnPvOZ6TtxIdel206n0+k8kWiLU8UJJ/7yA9nKagZEUBMJyEZlU2kkR7NMs2W5mdJ60fWpzdJIHFaHtNjHao6WKTK1Qv+NvTuNtjS76/v++++9n+c50617a+iqHqtbrW6N3ZJaqCW1JCSBERgkGQnCYCYBC4jNio2wE8JisRwHs1Zi4zgDwTgJKwGzcDwAFgFkwhAJkIQsZAZJrW7NQ0s91Xinc87zPHvvf16cWy2pW5KdiJYM+n5Wre5bL6rq3H3Pvef77LOfvVfJ+nZdP/Qx/fZbtC4rUwkKitsveO6NL71r2abgPlVjQy3Zhy6MB/vX11THcXcik3UlSDEozMe6uONpuv3mEFM3qqQ6xPGBt71959xBqPHy2LfqcgiLnJqi6qUN7Y3Pu2N9YmcdQqwWm3hw7tx9v/LrJ8Y85MMUUlDsPfauIF8sZmFmWz5cl0ur9SmVk4v2cFYP5977EF2zUSfGcDLHU0s7WWx2cffBP3x7UKnKwSSZzMrmpiYXc7efnvkrvvSlzbn9JoXz6me7/cWf+pdv+rv/6PDudzzl2781XnNTOlev3Tt3bKX0Bx+Z//i/uvDj//za2184TObF2j6kPoarDvxpl8rWsfns6qsembtNFqtGcz3xxidEC4q2ibZ6ZU3tW9/61qN/X+auccyr1fDQQw9vClLuKaXqNYRw6tSpEFTKY28GM0k5ZzPVkkvuY4he9J9+z6ue/SW398Nqc+uVjvbS2vyyT2yF/P/RpUuXNlOqMcQQQsl5tTw8ffqkq77yFX/5xpuuy2WotZoFWbIQ3SwGW8xnf/VbvjmYju9s11o2D9rdrzz4ul6tc5FJt99+e0qpbv6JGDff6Wb2ute97uMfO2+mEII8yoMp3H//uTe+8XdTSuXoJIcwDIO7t0376le/+gtyKDXrbgEAn1Ps3vtHf7yzOcXUbD3008nWznwrHvZFtebsZTVa7Ks3pSbV2oZD9TmZZJOsUDQGlaAQqy+X5+5531W1DlK7ed3vuic8/al7r3+TySfNREOffT168bFMmolsnaOOtg81meSyEzfe4FHddEtLDd2YlS/cf/8xizX54Ti23czd4qhcvconTbu+/tpeFtSodzV27sEH8+W9nZM7q0uHbduuxmGsnpqu9Kuc8zqvq5qq2nuqwziG9jDk7WnXBO9raaqSTNKsmld1pV5+4IFrpFwG1XRl29srHYTPUCXHbrr5+DrH6B+brM747MxuvXT+0nvKe3/xx35UZ6+//dSt8ydN9Y4HTrzpvvKBh7Zf/Ax9wywpRA+xKhU/OcrkO1s72p7XzUiPUlUZs1m3uVkqhGAp1lJKKVVa9st77rknhJebjhaUj2MehnJwsL95dyI2ijGWMsQYF4tFjCpjCZ8uStu2zatl1zWlFAs5pKZKz3nOc979zvv394errrpq9/BCiH8Gk4zL5bLWGqJZNDOLMaRJN520kl99zZknPvEJD9z3/n50dw+b5g6eYpxMJ7fcfMxMs+m01qx45blo5tUllVpKKSnGq68+0zTNuHYLZmalVMkt+J/+yTvvv/+B66471YTN+XvWr8eLFy5+4AMfjM22ezUPwWw9jim2qUm33rqIX4jnEXO3AIDPUq/SqCzvNboGlRyKDdKextFXqd973y/83B1vuee6/f2LTd3v4jxMw1B26+HBNI82hOnkfGj7Jua43p/Y5ZhqX88eNGcv+OmV5D6mbsiT1k8d2vTW2q7+6etWb3zDju82ow8eLh0/dtV3f8ul0yeyxrjec6t9artxoemZ96Su1/bp/UnwNFW3c9isavdvbmi37nyurWeXLDw003TVbn1wNf2VNy9WlxX6na5Nwzgvh/dtHZRyOFF6ww3TyVe+bHt/vvXxsDv13g6mv/Yb8y52u/vXltCvD4ZYvLX7muHhxSLvru9YHV+M849szReh3+1qH+yJh4trL4bmwMYQDxo9nHTR0oVmYjVeVcbhjW/Xuf1t2V4T+1YqYWcdTvWKYfDtFU+ux6q20Kte8cHvetX75sduWe/Msl9qduvi4JrzH/ymt9/9ml/8nef/9P/2pB/8oZ1/8b+e+vDbduKD775lpWPrG/Zbs245n1+7TJdSePP13Tu/+5Uads6UuNse9qdybvqdEmOvO5/z7NPXnFqHZe+lV82NHVoZuvnP/uJvfc8P/MRb33H/fp5+7Nzy9b/9h1/7jd95cUiDJs1sy1XLcNCEobPhy1/yfHeVkLLaqlQ9lrjrtvSaapmXMsZYy7qdpdPRpOZgNui7v/Grtia7qT2/P9yfrc82qfVYKF3j684vdiW3Y9NUmRfZutpYzKvHWhvPjUoMxUoOVw6OyF6HMmpvd5AvQtgaqvW17+MwBG0fvzbVcCzVv/p1X6r0QJyXMS6WdX5YZN0yrfuXvuDOYt6b2nln1oRh3q6OT4adVGNJe7m5MPSraRvGdd6e69u/+dWdDRqXKkMweTBXODZ54t/4a3/vTb/37qFqb+W99L6Pffwf/OTPxDhNcdJ62+ZUx7CzteX96uUve5GtFUaFYvIoxaKalav18my1UW1rXOW0Hmw2+ImqVNMl2TJ8zut2mLsFAPz7p0GizDbvopq5qZGacdT+4Zt/4Z9vtZs3Weti9EkOnRSlpGYpq0M9baeG1WoeZ27NuhSTxeQhLb0OpaxrKm03WZbLe3MfxnKwNb7z//qXX/aql+w3pSg2CnZ6u3nR0x+8/wPXZQUbklRdUUFScgvF29is89otlGAXT1996rnPLJO0lLLkOrRL99390PtvO9GeO1gum1zbpl2VsmjG2s9SF575pOmtNypJrfqkRvmd9/zbqzv1ReY+zWV78Nnog/dXxcWh903pVOK8bxdx63JZFYVis+plez5ZDuc9jMlLDaXG1Fcv8+mH7v/QU9/1jvYlL6xWlwpK6o7uUA9VHnlqfdrLqZ3Fi//m973hd948Xa3b5cXTCsuYD1tdngzJPdSS29R79eWlbV11gwVdfOiS75+sw2RV2hr6WTf2yzte8mWb88Oa1LlC9VEhmnT8uP31v/69f/NH/14Zs6Rg3jZdlB/sH/zyL//a63/tN2Zdc/HCw01KTdNEnbDoteTgJajmsb/15rPf9E3fUKqnaGZej5YWPGp1gV35tjFZbBudvf70f/63X/sj/9Xf310ezBfHx6LNwgh5lMxtkKlu5o2P/mOf+rcF9+LmwSQFtyjbLIEwd5lCLRZlTZOOLeZSNYWXv/zlP/pf/+OH9zznYTabjb2puoXy7Due3DaWvcqs67phLZfc5BakRlaHPrtbjClE/eDf+v5f/ze/+cBDlxVstRwXi2NDKZeW/UP7H/v27/3BZ3/J7bc/42kf/uiH3vnOux986OK6hGglpYlZ9LLuJrO9Swff8I1f1Xby8ZGj3I5+oJge2fHZPmnHiM0wBv1ZnCVH3QIAPiu78urtQR6ya/TamSkE3Xd//cCHa5BVNVVdKZ08yoImF6Tzk9nD87ZszfYOUlubEkL1ZhJit7p8xjTp87SWZhyjWRxL2E9rs9T3/R/eM/vYxdVNW43iieKq7dYttxx4My3DYCVUmWxzNFSn6F6US1Gf4sTadPamJ2v7TCxhHtVI1pfzv/vm+eWDLYuhmHvJStuDh5V56S6H+iXPuyupUZVMx0tt9i7lez8YXdE3M2XeqCa3SVw8HPOqu8pObX9kONyPfsp2Lq7XivFY6k5Gu/DR9107i1u5Nl5cRXkcLQ5NF1bL977prbc977lxVnqlQerCZsWtFQXq9tM810JQWesJ15x+ztOG3/y322OTlKfFhpIPWi2DtzmMXhehadR2xxdazM7/yR8p5qjB87pOr/6glk95yYtPnL1eZlKwzcFgkmpRdAV7wV13Hj82392NKSWvuYxFqqYuxTiO+dJy1U1OVC+5yGJVVZA3KYbgw7rc9YI7r7lmYebRVL3IPmXHA/vEDHSoFtzMPK2W63YyedXXvvInf/r/yA/ueSnB42Y7MJdXU3C7cnKduW3uf9PmdLsr5/wGN3evHuQK8jBkjblIOtoKr3oK1rS22IpSNqlru6uvPnPpcL9JycyapvHcN6nccssNktw9Xtnz4cpGZsEV5c3+/noYStPF9dpPHLfnP+9Zv/Krv1W9bs1nq/W6abqwWJyczdbr5Zve9o63/em7cx4uXdo9vnOqaqxZk0W7XPfydb8anv+8Z916y1MljTm3TfyUa2Vps/j8k4/sO/pcPVw5XY66BQA8bmkrK0FuHlSCpBw0ui+sahg//ntvenoOFyaxqXWSSwllLKVa3JuWe4M/44d/4KXf8Mrx+FYp7cRTdq9BbR1134f/9fd87+S+wyfmNDlcNWGd23rdYb3Uds3Fw8XFkn/3ncduvC6randUZ4u7nvnwieOH5x5eN3lzm7dJwZVrVao5xnEy2a/DmMYv+cZv1exYrZpW78ZRH/rYH/3sP3tSbnYO9nasu6w4rv1ksbTWspk+cPXxE1//dcVDNYWo5mBd/9X/c8P7Hxy6OAStoy9TmWbF6stpumfRfMWP/1D74ruecGzusy3te5M6b1JdHcT9y2/97//Hj73uV2/cX+dQZMXcQm3C/u6T6omP/5+vv+2lf3n6/Ntz01bZZn1wUVjJWp5dn2bm1up06mN/9rXf9ZEHHrC3H1w99kWj3FVLdJ8UP71svInvDcOl5vwL77ztTT/1j6/r152aleIfHg9nX/MdN33fd+rYlmKqIWRZlKXYeO5Vs4XmhrPb3/mab/jpn/zF3B+EEBqLtfpsNh+GwdV6SNXaMY9mZrWEaE0Mw3BodXzOs2/7W6/9XkkpqPoYjpaqBrlduUusHC3/ltxDdUWL06ncy6nt+G3f/PV//x/9L+thTN1Cnwhcq+bVarVgbubRZdVqtc2Nh3401R9z9WxSqQoWL11ervrerMklx2h5dGvLsa3JYq4yqOnCuM7Pfc6df3L3r8aY1suDWdfmoZ9M/FnPfLpXD+aSd13b9+5WXV7NXI2kC+d2U4zmikm5+H/2N77jnve9+0//9N7JJKbYWtUqVM95KEppsRqq12bnxM4wDItjWy7fO7iUYpy040u+9K7/4m+/9syZbt2XyTQ9cniJHXVskELV5lATl4p5lKrcpM3Nap/rE4l1twCAz9Ybrir5I683FhVCtFrU5/4tf3jmsXeP5wAAIABJREFUcN3HZghNDrFYKMGKaS3ZfOf0056l02eH49f61tVanKonr1qeuqo/fbVuvfXMM55ZZjuDJ0/TVUir1JmCXJOsE4PvveVtjfnaSu08z+Pk+c+6/7azD06n69j2sc0hZUvZ2r5amG0dBsvH5hfk0yec7V71lXvH2ouNVo3J1x/89X+9e+6BWOWy4NE8RLXmUa5Liullz9fNpy916aGoC1FaXn73z/+Lk30Ota2Wlk1YtjZEC+5lrFpstS96sW682c48oWxdU6+5bpyfHGc7y9NndPONt3/1V7tPm9IOsTto2j42oYbjJd60V66+55x+4fXN7mqinDav7q5ituL199OpimOc7aWweMEdt/2DH3r4xc+8+/jWR7bmB820HdvFKm2vwwmdUJmee/L129/21cuHz+vuj6+DfWinve/J15360b9284/9iE6cUTClWMzilWhWlDXmplmn7/++b3n5V73wputPqBwemwfzYXl4OQY3U9O0q74PqZnM5m1SLKN5b7V/3p3P+MEf+P5rr91pk0yqeQxXviU22xebSlAJykdbGZvcTBZkuZYxSP/Jq15xbNrM2hC9BBVz39wR6VYURj/6mzbPkSrLZqMpm1dztW11z5sZXVc4d+78mNcWstchypU9Wr32+pMytU2Sh0mX7nz2bfJRdeXDgdXchPDqV3/liePTJlgyNU06deq4WZYNbtmtuoIrrZZ9jCpZTbI22pOffONP/9Q//LZv+bomFeV18OIhH6z2q+owlmGdo00OdleT1K0P9lf7F7YXNm37r3rZ83/+n/7E059+XYyaTOOY11K9shpjs2DD/Ch169G42Rg2Y+j6M7nrkrlbAMB/2CTulem1TYaUBx/66Ic/fHI9PrWfSdk8SGEM3qcwhMmhmvkNT1LY8nw0I5NMUTIP8tkzn/6l7/iNd+zslxPuVXEl37fea2hr8Bg//q57T1wuW5OsppM0me885QUvHv7gQycOj27w3tyunWRRTciN7y0uHhxcd8sLlWaS23I9n3T5wfPv+K3fOxnnuR+q5oOaPqYam31vt0s6KLr+jueux7BlIaimpIMPfHT/3o+eUXPrXlNU92MtNrZFUaHU5uTZJ+rUNXWMQwhB5sGbZApSbLTO89tfeL2uOtEPuZ+MFrZscrlZ7TZa9NbW9MdvedvT7n8wnjqWVY7mpfxTl1bik66l3EKbju/6avbCu277mWvv/tl/tnfPBw/e9s7Z+f3Wap/C+9Pi5M1nn/K9f+Xk7Tf/0Q//dyfCqYu3X3X8pc+59SUvmnzpS3JcpJpqUzx8Ys8tuVtK8lKKjyWePNb99P/8I//uj975C7/wS7//+285sP3ZbL5a74bYjtm7Sds2dbm6OFHfpHDj2Ru+4i+96NVf97LbnvbEsc+TLpmqxeBeTap58LJumyjLYxmjgkLO42qzCcFYahgO43QxDuPZG7Z/+L987U/8w5/cO1hXNbLwyBlhTRM2jzFY8FrMcxtrX5abMxSilRqGYGMtSiaT9vf3x7xyKVhQLZNQVfuz119Vi+Req7vrybfcsuhslXs1bnXdmL/mNd9U8qjg1TRt251jC9ODwdZ29DiKy8fh6Dp2zH1Koebxybee/W//mx+941lf8su/9Nt33/1+i+M698GbJszURuXldhds2J/FtWu84ylP+NpXfc2rv/4rhtUwm7Zeq8xDtCs/PTYb431iQzyvY7BsXqNNcr/qUopBwWv8nL87qFsAwGfPWitSMFmUipIUStm/tPfQPe/92LqvbWPhWA55TOOqGZdtXSe7PFu0T7tNVx/PSWNSKFVSDmGU3NROmvkLnt//+m++f3zfdO3qJkvZ/lWHx/bzdOn9Yvqew3Mn3/Dma7/yq9TFKqVVePoLv/wPfvUt9370vqogKWyOeKphGIdV17Ynj483nLa77rKljs1M3US5PnDv+z567tyZpg0nds7lumzsoE1DlC+H63ebcva6J9z2rIkt1IfOSrX8rne/+wOx7O40T907tk71wqyu2nEz7fdwG8/cdou25zlNi7TstUhVXczSUkpdE7YXezfdMKzHdawHXhfN4uPx8mG7Or3sBmsP51qc+/gZPeko3mTJNeWJ9ekEs9YVpNGmh5LfdOsdf/dHtJ/19vfqjW/58Afff9iUyZc999ZnvPAjH7r3Z3/ul778qluf9le+Q995V7l6J6s7p+nOKmpfdSfUK29Ph00Fqsg8JjOFKlUvX3rX7S943u2XL6/e+vZ/94Y3/N697/nApd393b3Dpp0cP3FqOp2+/Mte+sIX3XXDDWe2txVMcrVdOmq0ECWtD9RGn3XhcHVQZd1kPo59tDyfHh+HZQoLC9FC57U0XVurvvWbX3n50sX/4X/6J1G5KmyaL3X13PkHji3OdjGqStVq6VPyXMcQQ3ILpjzubc3bflUm83hwMJ4/96DqKoQarIl17JoQm7q11a6Wy8lsZtHq4GdvuO6lL3nun9z9nnMPXThzavvmG2+65ZazwTzGtOyHGPX8O+941zvuDrJqY1DY3N217tdeZUFW3aQYXD7OJs13veaVr/7aV773PQ/83M//1IULl95z7/vPPXTRa0ihnbbtU5/6xFe84i/d+dxnPf3pT5hOUzaZqlRDcMljjFe+Dkd1axYkLVdjmzRNXvMwnXZ9n6Py+nC1df3JvUuanP7cfmp98r7cAAB86mSaJI1WTJ4UVIJMY1BTq3Yv6+3v0P5aVx1XKIqjQt7cG1IGi/OTuvU2tUlBQz+2oaqJhzEN0kKlWa37P/6TLruqctulEyf65lz7wMpy0DRc6HTytmdndZdTKtJO6buHd+v73hO6dDR1u3lgHmShltxb1rxrrzvTn7yhSlKdyMP5c/kDH2hr0DDKqlqptRwVYgwPVnWz/Jwn99Nu3rce8l6T47mHFh+9X23QhaxY1RbFuqkNWcw7x9OtT1FoyqjoUlhLSSHuBQuqi2HUez6qCxc1jR7MJvMy7sZ8qGWj3nOn1TNvWR8/mRS3SwyjKalP6nh2PUbdrMcskrRstC9FrU/1rkPXcq3xUMfb3Z1j26PpYDXuLpthR436G0pJYeLNyrp5L13WcKZIMRztOCBZNY0ul1JV8is3Lm2uNly6uLva2Z4OWWORBbWNJKlX20qmYe1Naynoyn1Q9cpMczp/bv3wxd351s66LweHq+msq3W9Orz87GfdUsbRyziZeMmKaVpqkOmhh1aXdg9d8ZH2Wo+XnnHbzVHy0ZNZlt73sYdH11gUFdsSrFieLzXk2285u7n16vzu+sELl4oleYy1SSX25WK7lZ90403lcGi7VlINeuDCauv4dLOUYlxqMcvjmFMzqVUe9K53fSi1U1dyNe5xc6fmmfn6mmtPSiqeFYrLTMkVSpUF5VFdo1J0+dIwLItZ6Lru1An1g7pu062+Xh900+knpmofuUa+8ssld+VcQor3PXC5aachdH2fx3E8Nu9U5Tlffaa1z23lDnULAPisdVu0TjWrtPK2xHFZvYmx8ejS3r7GvDqzqKquKpVGNchSjpaTapTH2kXlIagqxTE2a5PJo/pYh6paQ3fZbbRu1HB1Xi9cyybvKW6VNnm7n1IvXVVz2/e59SFalbJUtTkJdPPmbuzlVXGpfGLoQhNk1b3EMsRSm5DkqrH0MS/lRbW6X71qpLg/mw6qJw9ck7hMuVedSaPnaEGbZZM62q1o7HOXJqHEEFovLjOrS8WmhLR5SEE55pVZKbHZVxrUJI3HlW1wkynF3eCu1CksarDRFOWRxQmftm49HH2NTUnrqFUuk2Bdroo2hrIMdSWlYezaLfdybD8Elf2tPK8Ky6jU5FYalKdDVBt9c++SFFyWq4orSo1JNfcxRnflnFNqxlwsRAvmm+UMIXhVdJeZXDFUV5XXEI5WOmz2cxtHbU7wclMI5kHjqKZRkNxLsFrLqCBTDKHJo5uFGI5usNqsL3Up11xKmTRtKAqyIuWobNJmZz1XyDoM4zQ0luWlhBhGr9aGzVLWpioW9RoHjdM0STWoSqOXpnoTB1eQvHrIteu8FDdL7ia5BdvE/ebR+OYx1RwsVq8xWS5jk5pSXWa1WojmLss1xiCpluruwYIFk6lWL2WIURYt2KP2R7NP/UCl1GBhzDWksDn7OET16zppQxnGJqUxezf5nPKWugUAfNbJtKxl62sNjepWCRqbPBbbarJkJbdBykkmRflmp05XHcdiyikurS6VG/lcjZQ2m/00kvI6RivLw9jNFVrJzgedHGVFpe3XIczHoHVU3JxmX9Sv1DXabHQbNttzytxUbNPVdRzCrNNmZ806SlJqjublJAV5qsXGqrwq2t6LGq2e6EKUlq5S1HqOdZWtVdNOzao0SC4l5aTB1EoaxtTGQ/mh/ITqvtoqzasmVW4a4pBUYg7yRjGMQSZlaVCtMlOdyFrJikmmoGJiR7BPdzE1mEYpqDSq6ehLELSWRvlY1p2FY8PhftNcitNG6eosX40Xt/J28baPUlrP4kqaaZ3UxhKOdh2IrpCL6qYYgx8txh37vmkabc4hS0mS1ywzO7rySKWMpY45D9NJZ3Zla1uP8iBpuXd5Op1a022yrRS3aDnnttG6X3VtdM81TN1Vc2mbiT1yxSjJNlsiqMilGBXyQUkpqlGJyiqummTRkxXllM3DsL+epomSqanFiquYQvRGJWTLNXp0s95CiKoqKXvyg2E5b2el1EnoqoZgTckmKZhyzk2bZKN8891r0mbmfLMIWKXUEIJL1XOKcbU+iCkkn4YQLGzujTSpurQe++qWUkohSSF63qzeOPree+QzfmTa26+UrqluFkJIpYwxBrmXYS1XnCw+lycS624BAP+e4qiyIiVVl1uxFNtBOpRyjEl2IstNtUhS3GyemZpgMvMkTRRdykpJaqS2SlUaiiYpTqYaR+WqMJ11slHKMkvWucajrRrUap2imq7paxzrZtazhioPsbis0eiKIVinQYqjoikEKdRR40pdq812tlYsRZcUbKbO1OmwH+u82Z64Lh7IY520i0lrvQ5ck6I0SEWKqhONUidFNcpVaVxrkBYuVSlVqZc1WluOIS+GIAVVpRxsVFwopOBS4zHUKy/yUaMddRYeI2f1RSlENSaNSUUyLVWThRNxmnop97MmDUqq1ZeKXdMoXoxla1anqkUelCQPqpuvxSNB+UmNtXlWWNNNVFXHHJtWeVQwsyBz1eK1uhV5bZvYNp17rlUhtJ/8d8yOzSXzOnj1kNoYrdaxSSZ5k1TLEFOqirJqsXlkey+pSlVeZC5VV9jbP5jEaRdbbc74jRZUsgYpbfYVWK4OFpP5dDFTleSeRzVZKqYgd3kzlD7FlLN3YbJ5dDFYUZm3yZS7mGoZqqoFj5s7tlxNSvLx6JzimuSNFDyUy5cvmJrt7Z0Ug7tMCjFJeTpppeLZLGyuLL2qjHUIITZNW2VVWtcaQ4jarBrSZ9n9oAyDNmciJ8t5TCl4Hft+3c2msb2yRTFztwCAx6VsXUPRkOqovlGZucU+euhysl0vOUrSca+b17HNOQhHd0QHuVWPWpU+xTYqBimUKy9bwRVq9ewWg6JXK1Kz2XQ/apCSlEbJlJMO5JJ3tU4VN3svHW0v5J5kPhaLUcUVbEi1eAkWJXNZvLLQL3xij4JaPfiqxElcRQ1SJ2/HMTRpVOgHzU17jVppsil6U41yU8xSlTx7qn3UpLRjlEvtKBUpaZ2qq3TVg1IxG4bYeTSTgmpS2ey35Np8lJOXUDs1PMEeO3dbNWYFKXSbaVs3b7SWgtRVaV3l69rFIbWpWhqlIS+3wp7GRjaTtUeHXeWoaPWRfQlcodajMA3msnrlrfLNW/L2yJ61/kgOu2/WeHutxY4mdMNmn9qjVQWbaeajnnpkMrKWMjZNkryW0ePcaw0heC1yDyYz26w+3fzaPDWCm1zDcmxnjQd3laoSZMGD3Gpwc7NqsiBtPpfN6g2ZR9VYrCqYqkKNZiaTq+Q6hBSq12TJPMg2tWq1bD7BEuLmltHNeWVBsqoSQpSsFJdCMG0mrKtnMy91TDZzqdYi83A0up7dJQuWJKuudnNBuRkO+0So2iddZ3h1CzbmMaVoplLyZsGD5KpVIUif037Q1C0A4LNOpklFRRqkGhSSmnFdm5CsCbIh1z4F3gZ8tF7RlVKuKaQcdL6Os9DMpdi7alHjnmTULfD4oG4BAJ+ZS6MUq+JYVLOiKSUPIUvDoPWByqitGeP0aLVXLdof1M4VQz8JPp0lhbSZA04agloOdAAeH1xwAwA+q02QKcQYe4V1rcfcwsW9P/4nP/Pw//0714y5H7n5/9EaHWyHcTI258d6fjF94mu/5+w3vlJtU2PymAZT/zm+8wqAugUA/P9hmwoLslCkLB3kfKxUVTt138OzP33/jcv9daRuH+1yd7jU0obOrNP2PB9cVBwGWW8xSoG0BahbAMAXRJXWSRNpcxuzSdtta6tRClulTsZBWi61YqAeZb+zgzZoHbI14zT2NijWleqoOpVaV3CxMAGgbgEAX4C63ZMkTV1BaqSlqwZF9ZfafNgO7ajS8lLyaMeXzTUH7aS0uU7bIS0OJhrStN00bbErp5ICoG4BAJ9XJnVS67Isc7VJa1fpUpPW7zvT3HdderjMu3O8lDzmxbXXibE7qUmv9uI6b9Wp6qRR6BQmcvOiKrHXBPA4/eBizwQAwGfikleF7CoumRpbRo1WJ1qtHvhIffAj0/6w0c0M1KPsNmUIdXuos2brcl73N1/np66qCtvyeZZGl0sz6hagbgEAn/+8HSVVqcikGFYhVHlUtnGZyjLGumyuZ5weXbc6rCo7ksZizeKilNV00glXN15ZwsydZcDjgwtHAMBnZVKUQnXVohi8diUFtaqmElXLrHJX2aPNxl6ShqASNKsp1do1YXMQsak0WpvmDBNA3QIAPs/cNDQa5KOKVBv5whobXPv5w2980wPvubce7G3FAwbq0VcEIa4v7s+2Tx1WDdPmCS97yXXPvVM6Osphz3RJrOcAqFsAwOe/0qRWaj2YTZYKqcrWyt2Y4u7+77/u1P/+y03Zj4oM1KPHrRZvgkY/UZqHZ5Ph9EQvelrRNHhYmRbux/usCSfxAo8LdtsDAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAoG4BAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAQN0CAAAA/3FLDAEA4DNyt95Vg8xmSatG52Z1xwddvDT15WoyXHUpu4496g+FT506cbnLv6iG7cGdvUv10hNt+/wyXzw+s1kzyLPGWWlnvamzw0kz59kFULcAgM933Jpqq1BlUg2qUqvgY5V1GmQlBbUPLvYYqEcpebh2bBejgmalTNrD3LqiBbkUVEwjYwRQtwCAL0DdSgehdiE0kksmNVJQVJoPtbk0aqG4New/6k/VWj/5t2ZmZl9U4xbi9KrmtPpimo2Xh0nulGNMJjcFlUDdAtQtAOALVLdHueaqpigVyT0oNsOxreWpk4eHZWu/f3Td+qfWrcz0xVW3uzkejsNcYSl7qOR518mCFL7IhgGgbgEA/5EJ0twVi1u1KFlSkaxpFNbzF9x5PMV8OOyl/Ng/9ahE9i+yccumUENexuTppmOzY0+/OcdUzNogK0quGZkLPG7M3RkFAMCn566xqERV26xL2C21NGUeY+dZ/ahcxsXsMXX7xX5XWairWActTSVp2hx21tskSltVIUtBimIeF3icMHcLAPgPYEehOp+ElcIgyVLXSSkNvJQ8RgldDDY7FsyjWxwUixQfmcN2qUqRcQIenx9XzN0CAD4Tl2evsVrwo/v9azy6IypKsbpVV2Dr9EfrrRTzVhZkVdbLXGqktsqKZJJRtwB1CwD4vCvSrmortQrxkR7zK7OPRXJpwgYAjx24oBqlKyFrn7hc2PzWjYUJwOOFt5MAAJ9dcNWqGqR6dMeYye0o3VzyzBg9Wk0q8Wj58SdPIgUpHF0U8AIMPE6YuwUAfEYuZZfJg6rkZu6Sy1zxKHBdSYWBekzdmlsoV+ZoY5VVSfKoEo7Gq2OUgMcHl44AgM/IXM1m3UFwBZepSqO8yKt5VZCpYwHpYwVVqb8yRzuLSna0LKEyOMDj/oOLuVsAAAD8xbm6BAAAAKhbAAAAgLoFAAAAqFsAAACAugUAAAB1CwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAADqFgAAAKBuAQAAAOoWAAAAoG4BAABA3QIAAADULQAAAEDdAgAAANQtAAAAQN0CAACAugUAAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAoG4BAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAQN0CAAAA1C0AAABA3QIAAADULQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAACoWwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAABQtwAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAADULQAAAEDdAgAAANQtAAAAQN0CAAAA1C0AAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAA1C0AAABA3QIAAADULQAAAEDdAgAAgLoFAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAHULAAAAULcAAAAAdQsAAABQtwAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAEDdAgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAAULcAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAA1C0AAABA3QIAAADULQAAAEDdAgAAANQtAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAKhbAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAADqFgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAAB1CwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAADqFgAAAKBuAQAAAOoWAAAAoG4BAABA3QIAAADULQAAAEDdAgAAANQtAAAAQN0CAACAugUAAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAoG4BAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAQN0CAAAA1C0AAABA3QIAAADULQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAACoWwAAAFC3AAAAAHULAAAAfP6lzf+W6+FpX/fjDAcAAAD+3Pnw63/skY/N3RkRAAAA/MXAygQAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAA1C0AAABA3QIAAADULQAAAEDdAgAAgLoFAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAHULAAAA/PmRJN30NX+HgQAAAMCfXx9+/Y9tPjB3ZzgAAADwFwMrEwAAAEDdAgAAANQtAAAAQN0CAAAA1C0AAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAA1C0AAABA3QIAAADULQAAAEDdAgAAANQtAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAHULAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAEDdAgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAAB1CwAAAFC3AAAAAHULAAAAULcAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAAoG4BAABA3QIAAADULQAAAEDdAgAAANQtAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAKhbAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAoG4BAAAA6hYAAACgbgEAAADqFgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAADULQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAAB1CwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAADqFgAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAADULQAAAEDdAgAAANQtAAAAQN0CAACAugUAAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAoG4BAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAQN0CAAAA1C0AAABA3QIAAADULQAAAEDdAgAAgLoFAAAAqFsAAACAugUAAACoWwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAABQtwAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAEDdAgAAANQtAAAAQN0CAAAA1C0AAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAA1C0AAABA3QIAAADULQAAAEDdAgAAANQtAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAHULAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAEDdAgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAABAktIjH930NX+H4QAAAMCfRx9+/Y9tPjB3ZzgA/Nm66Wv+ziM/ZQAA+HxiZQIAAACoWwAAAIC6BQAA/29LlMvVAAAPp0lEQVS7dmziOBCGYVgDSt2DYsM2otDJVXLpBIOzrWQbmEaugenBYIyT/4IBHTi6QGt2xPMk+uMvEG8wgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA/k+KiH4tazYHAAAjarW81i3AXpY1b38ZAHgnLxMAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAOwvRUS/ljWbAwCAEbVaXusWYC/Lmre/DAC8k5cJAACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAAD2lyKiX8uazQEAwIhaLa91e7vd7ALs4uPX55+v33YA4G1Op1M/vEwAAOA41C0AAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAAC+W4qIZc2GAABgXK2Wf3VrDgAAjsHLBAAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAN9r7p/743m+XM0BAMBwWi3bnSLCIgAAHIOXCQAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAQN0CAKBuAQBgHPM0TcuaDQEAwLhaLf1IEWEOAACOwcsEAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AACoWwAA+Hnm/rk/nufL1RwAAAyn1bLdKSIsAgDAMXiZAACAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA1C0AAOoWAADGMU/TtKzZEAAAjKvV0o8UEeYAAOAYvEwAAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAeKe5f+6P5/lyNQcAAMNptWx3igiLAABwDF4mAACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAIBxzNM0LWs2BAAA42q19OMvQFkLHUhP5GwAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">201<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Z kolei w strukturze zatrudnienia <span class="_ _8"></span>w<span class="_ _1"></span>edług wieku przeważały <span class="_ _0"></span>osoby w wieku 30<span class="ff2">-50 lat </span>(701 osób) i stanowiły <span class="ff2">62,75 <span class="ls4c">% </span></span></div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">wszystkich <span class="_ _1"></span>pracowników. <span class="_ _6"></span>Drugą <span class="_ _1"></span>największą <span class="_ _1"></span>gru<span class="_ _1"></span>pę <span class="_ _1"></span>stanowili <span class="_ _6"></span>pracownicy <span class="_ _1"></span>w <span class="_ _6"></span>wieku <span class="_ _1"></span>po<span class="_ _1"></span>w<span class="_ _1"></span>yżej<span class="ff2"> <span class="_ _6"></span>50 <span class="_ _1"></span>lat <span class="_ _6"></span></span>(315 <span class="_ _1"></span>os<span class="_ _1"></span>ób), <span class="_ _1"></span>którzy </div><div class="t m0 x1 h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">stanowili 28,21 <span class="ff1">% w<span class="_ _1"></span>szystkich pracowników. Pozostałe <span class="_ _1"></span></span>9,<span class="ls4d">04</span><span class="ff1">% ogół<span class="_ _1"></span>u (101 osó<span class="_ _1"></span>b) stanowiły osoby w wieku <span class="_ _1"></span>poniżej 3</span><span class="ls1">0 </span></div><div class="t m0 x1 h2 y1a2 ff2 fs0 fc1 sc0 ls0 ws0">lat.  </div><div class="t m0 x1 h2 y144 ff1 fs0 fc5 sc0 ls0 ws0">Luka płacowa <span class="ff2"> </span></div></div><div class="c x1 y1240 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-16   MDR-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ya92 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _7"></span>ramach <span class="_ _8"></span>działań <span class="_ _7"></span>wspierających <span class="_ _8"></span>cele <span class="_ _7"></span>w <span class="_ _8"></span>omawianym <span class="_ _7"></span>obszarze <span class="_ _8"></span>dokonywane <span class="_ _7"></span>są <span class="_ _8"></span>przeglądy <span class="_ _7"></span>struktur <span class="_ _7"></span>płacowych <span class="_ _8"></span>mających </div><div class="t m0 x1 h2 ybed ff2 fs0 fc1 sc0 ls0 ws0">na celu zapewnienie <span class="_ _1"></span><span class="ff1">równości wynagrodzeń kobiet i mężczyzn wykonujących <span class="_ _1"></span>taką samą pracę czy też pracę <span class="_ _1"></span>o takiej </span></div><div class="t m0 x1 h2 ybee ff1 fs0 fc1 sc0 ls0 ws0">samej wartości.<span class="ff2">  </span></div><div class="t m0 x1 h2 y1089 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 <span class="_ _1"></span>roku <span class="_ _1"></span>wskaźnik Gender <span class="_ _1"></span>Pay Gap <span class="_ _1"></span>Ratio (GPGR) <span class="_ _1"></span> w<span class="_ _1"></span> Gru<span class="_ _1"></span>pie UNIMOT <span class="_ _1"></span>wyniósł: <span class="_ _6"></span><span class="ff2 ls1">10<span class="ls0">,</span>50</span>% i <span class="_ _1"></span>został zaprezentowany </div><div class="t m0 x1 h2 y1241 ff1 fs0 fc1 sc0 ls0 ws0">w poniższej tabeli. <span class="ff2"> </span></div></div><div class="c x1 y128f wb0 h1a"><div class="t m0 xb h2 y94d ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c xea y128f w11a h1a"><div class="t m0 x111 h2 y94d ff2 fs0 fc1 sc0 ls1 ws0">57<span class="ls2">,5<span class="ls0"> <span class="ff1 ls12">zł</span> </span></span></div></div><div class="c x1 y1290 wb0 h6"><div class="t m0 xb h2 y56f ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xea y1290 w11a h6"><div class="t m0 x111 h2 y56f ff2 fs0 fc1 sc0 ls1 ws0">64<span class="ls2">,2<span class="ls0"> <span class="ff1 ls12">zł</span> </span></span></div></div><div class="c x1 ya15 wb0 h183"><div class="t m0 xb h2 y6f2 ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono płci<span class="ff2"> </span></div></div><div class="c xea ya15 w11a h183"><div class="t m0 x111 h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y1011 wb0 h1f2"><div class="t m0 xb h2 y9e6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y1291 ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik wysokości wynagrodzenia kobiet </div><div class="t m0 xb h2 y9f4 ff1 fs0 fc1 sc0 ls0 ws0">do wynagrodzenia mężczyzn (GPGR)*<span class="ff2"> </span></div></div><div class="c xea y1011 w11a h1f2"><div class="t m0 x111 h2 y9e6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x111 h2 y1291 ff2 fs0 fc1 sc0 ls1 ws0">10<span class="ls0">,</span>50<span class="ls0">% </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1292 ff1 fs0 fc1 sc0 ls0 ws0">*Wskaźnik <span class="_ _0"></span>Gender Pay<span class="ff2"> </span>Gap Ratio (GPGR) <span class="_ _8"></span>został obliczony jako wartość b<span class="_ _0"></span>ezwzględna z róż<span class="_ _0"></span>nicy pomiędzy stosunkiem </div><div class="t m0 x1 h2 y1293 ff1 fs0 fc1 sc0 ls0 ws0">średniej godzinowej płacy brutto danej p<span class="_ _0"></span>łci do drugiej płci, a wartośc<span class="_ _1"></span>ią 100%.<span class="ff2"> </span></div><div class="t m2 x1 h1d yd4d ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1f">14</span><span class="ff1">. Wskaźnik  Gender Pay</span> Gap Ratio (GPGR) w Grupie UNIMOT. </div><div class="t m0 x1 h2 y1294 ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik <span class="_ _4"></span>równości <span class="_ _4"></span>wynagrodzeń <span class="_ _5"> </span>w <span class="_ _4"></span>Grupie <span class="_ _4"> </span>UNIMOT <span class="_ _5"> </span>odzwierciedla <span class="_ _4"></span>specyfikę <span class="_ _4"> </span>branży <span class="_ _4"></span>paliwowo<span class="_ _6"></span><span class="ff2">-energetycznej <span class="_ _4"></span>oraz </span></div><div class="t m0 x1 h2 y73f ff1 fs0 fc1 sc0 ls0 ws0">strukturę <span class="_ _5"> </span>zatrudnienia. <span class="_ _5"> </span>Znaczącą <span class="_ _5"> </span>częś<span class="_ _1"></span>ć <span class="_ _5"> </span>zespołu <span class="_ _5"> </span>stanowią <span class="_ _5"> </span>pracownicy <span class="_ _b"> </span>techniczni <span class="_ _5"> </span>oraz <span class="_ _5"> </span>inżynierowie, <span class="_ _b"> </span>a <span class="_ _5"> </span>z <span class="_ _5"> </span>uwagi <span class="_ _5"> </span>na </div><div class="t m0 x1 h2 y740 ff2 fs0 fc1 sc0 ls0 ws0">uwarunkowania <span class="_ _1"></span>rynku <span class="_ _6"></span>pracy <span class="_ _1"></span>i <span class="_ _a"></span>edukacji <span class="_ _1"></span>tech<span class="_ _1"></span><span class="ff1">nicznej <span class="_ _1"></span>w <span class="_ _6"></span>Polsce, <span class="_ _6"></span>większość <span class="_ _6"></span>z <span class="_ _6"></span>nich <span class="_ _6"></span>to <span class="_ _6"></span>mężczyźni. <span class="_ _1"></span>Ich <span class="_ _6"></span>wynagrodzenia <span class="_ _1"></span>s<span class="_ _1"></span>ą </span></div><div class="t m0 x1 h2 yc98 ff1 fs0 fc1 sc0 ls0 ws0">wyższe, <span class="_ _1"></span>co <span class="_ _6"></span>wynika <span class="_ _1"></span>ze <span class="_ _6"></span>specyfiki <span class="_ _1"></span>ryn<span class="_ _1"></span>ku <span class="_ _1"></span>oraz <span class="_ _1"></span>o<span class="_ _1"></span>biektywnej <span class="_ _1"></span>oce<span class="_ _1"></span>ny <span class="_ _1"></span>stanowisk, <span class="_ _1"></span>uw<span class="_ _1"></span>zględniającej <span class="_ _1"></span>zakres <span class="_ _1"></span>od<span class="_ _1"></span>powiedzialności </div><div class="t m0 x1 h2 yabb ff1 fs0 fc1 sc0 ls0 ws0">(w tym finansowej), realizowane zada<span class="_ _0"></span>nia, wielkość zarządzanego zespołu ora<span class="_ _1"></span>z wpływ na realizację <span class="ff2">Strategii Grupy. </span></div><div class="t m0 x1 h2 yc9a ff1 fs0 fc1 sc0 ls0 ws0">Celem na <span class="_ _8"></span>2024<span class="_ _1"></span> rok (ja<span class="_ _0"></span>ko roku bazowego dla <span class="_ _8"></span>s<span class="_ _1"></span>prawozdawczości w <span class="_ _0"></span>zakresie zrównoważonego rozwoju) <span class="_ _8"></span>było<span class="_ _1"></span> ustalenie </div><div class="t m0 x1 h2 y1266 ff1 fs0 fc1 sc0 ls0 ws0">poziomu  startowego  różnic <span class="_ _e"> </span>między  wynagrodzeniami  kobiet  i  mężc<span class="_ _1"></span>zyzn.  Grupa  UNIMOT  zobowiązuje  s<span class="_ _1"></span>ię  do </div><div class="t m0 x1 h2 y3a4 ff1 fs0 fc1 sc0 ls0 ws0">systematycznego <span class="_ _1"></span>ograniczania <span class="_ _1"></span>różnic <span class="_ _1"></span>mię<span class="_ _1"></span>dzy w<span class="_ _1"></span>ynagrodzeniami <span class="_ _1"></span>kobiet <span class="_ _1"></span>i <span class="_ _6"></span>mężczyzn <span class="_ _1"></span>w <span class="_ _1"></span>kolejnych <span class="_ _6"></span>latach<span class="ff2"> <span class="_ _6"></span>oraz <span class="_ _1"></span>ustalenie </span></div><div class="t m0 x1 h2 y77 ff1 fs0 fc1 sc0 ls0 ws0">konkretnych wartości procentowych dla <span class="_ _0"></span>tego wskaźnika<span class="ff2 ls9">. <span class="fc0 ls0"> </span></span></div><div class="t m0 x1 h2 yc9c ff1 fs0 fc5 sc0 ls0 ws0">Różnorodność w kontekście niepełnosprawności<span class="ff2"> </span></div></div><div class="c x1 y1295 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-<span class="ls1">12<span class="lsc">   </span></span></span>S1<span class="ls0">-1   MDR-P<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1c7 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _19"> </span>UNIMOT <span class="_ _17"> </span>stosuje<span class="_ _1"></span> <span class="_ _17"> </span>poli<span class="_ _0"></span>tykę <span class="_ _17"> </span>równego <span class="_ _17"> </span>trak<span class="_ _0"></span>towania <span class="_ _17"> </span>bez <span class="_ _19"> </span>w<span class="_ _1"></span>zględu <span class="_ _19"> </span>na<span class="_ _1"></span> <span class="_ _19"> </span>w<span class="_ _1"></span>iele <span class="_ _17"> </span>czynników, <span class="_ _19"> </span>w<span class="_ _1"></span> <span class="_ _17"> </span>tym <span class="_ _19"> </span>również </div><div class="t m0 x1 h2 yae4 ff1 fs0 fc1 sc0 ls0 ws0">niepełnosprawność. Kwestie te zostały uregulowane <span class="_ _8"></span>w<span class="_ _1"></span> Polityce Poszanowania <span class="_ _0"></span>Praw Człowieka<span class="ff2">, Kodeksie etyki Grupy </span></div><div class="t m0 x1 h2 y1296 ff2 fs0 fc1 sc0 ls0 ws0">oraz Polityce <span class="ff1">Różnorodności</span><span class="ls2">. </span><span class="ff1">Podkreśla tym s<span class="_ _1"></span>amym otwartość na zatrudnianie osób niepeł<span class="_ _1"></span>nosprawnych, jak również </span></div><div class="t m0 x1 h2 y8e8 ff1 fs0 fc1 sc0 ls0 ws0">dokłada wszelkich starań w zakresie wspierania tej grupy pracowników. <span class="ff2"> </span></div></div><div class="c x1 y1297 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-4   MDR-A </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1298 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _7"></span>raportowanym <span class="_ _7"></span>okre<span class="_ _1"></span>sie <span class="_ _7"></span>Grupa <span class="_ _7"></span>nie<span class="_ _1"></span> <span class="_ _7"></span>wdrożyła <span class="_ _8"></span>działań<span class="ff2"> <span class="_ _8"></span><span class="ff1">dostosowywania <span class="_ _7"></span>miejs<span class="_ _1"></span>c <span class="_ _7"></span>pracy <span class="_ _8"></span>do <span class="_ _7"></span>osób <span class="_ _8"></span>z <span class="_ _7"></span>niepeł<span class="_ _1"></span>nosprawnościami<span class="ff2 ls10">, </span></span></span></div><div class="t m0 x1 h2 y11d4 ff1 fs0 fc1 sc0 ls0 ws0">przeprowadzone analizy nie wykazały <span class="_ _0"></span>takiej konieczności<span class="_ _1"></span><span class="ff2 ls2">. <span class="ls0"> </span></span></div></div><div class="c x1 y6bc w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-5   <span class="ls1b">MDR</span>-M <span class="_ _0"></span>  <span class="ls1b">MDR</span>-T<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y469 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>raportowanym <span class="_ _4"></span>okresie <span class="_ _5"> </span>Grupa <span class="_ _a"></span>UNIMOT <span class="_ _5"> </span>nie <span class="_ _4"></span>ustanow<span class="_ _1"></span>iła <span class="_ _4"></span>celów <span class="_ _4"></span>w <span class="_ _4"> </span>zakresie<span class="_ _1"></span> <span class="_ _a"></span>wzrostu <span class="_ _5"> </span>zatrudniania <span class="_ _a"></span>w<span class="_ _1"></span>śród <span class="_ _4"></span>tej <span class="_ _4"></span>grupy </div><div class="t m0 x1 h2 y1299 ff1 fs0 fc1 sc0 ls0 ws0">pracowników. <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>ustali <span class="_ _8"></span>cele <span class="_ _8"></span>po <span class="_ _8"></span>dokonaniu <span class="_ _8"></span>analizy <span class="_ _8"></span>możliwości <span class="_ _8"></span>zatrudnienia <span class="_ _8"></span>dodatkowych <span class="_ _8"></span>osó<span class="_ _1"></span>b <span class="_ _7"></span>w <span class="_ _8"></span>poszczególnych </div><div class="t m0 x1 h2 y129a ff1 fs0 fc1 sc0 ls0 ws0">segmentach swojej działalności biorą<span class="_ _0"></span>c pod uwagę wyniki audytu infrastruktury oraz zapotrzebowania kadrowego.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfca" class="pf w0 h0" ><div class="pc pcca w0 h0"><img class="bi x9 y129b w9 h1f3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">202<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>poniższej <span class="_ _1"></span>tabeli <span class="_ _1"></span>zaprezentowano <span class="_ _1"></span>udział <span class="_ _1"></span>pracowników <span class="_ _1"></span>z <span class="_ _1"></span>niepeł<span class="_ _1"></span>nosprawnościami wśród <span class="_ _1"></span>wszystkich <span class="_ _1"></span>pracowników <span class="_ _1"></span>w </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">Grupie UNIMOT w podziale na płeć. <span class="ff2"> </span></div></div><div class="c x1 yd06 w109 h1f4"><div class="t m0 xb h2 y532 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x126 yd06 w10a h1f4"><div class="t m0 x111 h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">Kobiety<span class="ff2"> </span></div></div><div class="c xd9 yd06 w10b h1f4"><div class="t m0 x111 h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x127 yd06 w10c h1f4"><div class="t m0 x111 h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">Nie ujawniono<span class="ff2"> </span></div></div><div class="c xf2 yd06 w10d h1f4"><div class="t m0 x111 h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">Razem<span class="ff2"> </span></div></div><div class="c x1 y324 w109 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Osoby zatrudnione w </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">oparciu o umowę o pracę<span class="ff2"> </span></div></div><div class="c x126 y324 w10a h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">5<span class="ff2"> </span></div></div><div class="c xd9 y324 w10b h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">6<span class="ff2"> </span></div></div><div class="c x127 y324 w10c h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 y324 w10d h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls1 ws0">11<span class="ff2 ls0"> </span></div></div><div class="c x1 y71a w109 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Osoby zatrudnione w </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">oparciu o inne umowy<span class="ff2"> </span></div></div><div class="c x126 y71a w10a h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xd9 y71a w10b h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x127 y71a w10c h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 y71a w10d h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x1 yc33 w109 h1f5"><div class="t m0 xb h2 y104d ff1 fs0 fc1 sc0 ls0 ws0">Razem<span class="ff2"> </span></div></div><div class="c x126 yc33 w10a h1f5"><div class="t m0 x111 h2 y104d ff1 fs0 fc1 sc0 ls0 ws0">5<span class="ff2"> </span></div></div><div class="c xd9 yc33 w10b h1f5"><div class="t m0 x111 h2 y104d ff1 fs0 fc1 sc0 ls0 ws0">6<span class="ff2"> </span></div></div><div class="c x127 yc33 w10c h1f5"><div class="t m0 x111 h2 y104d ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 yc33 w10d h1f5"><div class="t m0 x111 h2 y104d ff1 fs0 fc1 sc0 ls1 ws0">11<span class="ff2 ls0"> </span></div></div><div class="c x1 y129c w109 hd8"><div class="t m0 xb h2 y776 ff1 fs0 fc5 sc0 ls0 ws0">Odsetek pracowników z </div><div class="t m0 xb h2 y779 ff1 fs0 fc5 sc0 ls0 ws0">niepełnosprawnościami w </div><div class="t m0 xb h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">odniesieniu do </div><div class="t m0 xb h2 y51e ff1 fs0 fc5 sc0 ls0 ws0">wszystkich pracowników </div><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Grupy UNIMOT<span class="ff2"> </span></div></div><div class="c x126 y129c w11b hd8"><div class="t m0 x111 h2 y776 ff1 fs0 fc5 sc0 ls0 ws0">0,98%<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y103 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _8"></span>3-15. <span class="_ _8"></span><span class="ff1">Ud<span class="_ _1"></span>ział <span class="_ _8"></span>pracowników <span class="_ _8"></span>z niepełnosprawnościami <span class="_ _7"></span>w ogólnej <span class="_ _7"></span>s<span class="_ _1"></span>trukturze <span class="_ _8"></span>zatrudnienia <span class="_ _8"></span>w <span class="_ _0"></span>Grupie <span class="_ _8"></span>UNIMOT <span class="ff2">wraz </span></span></div><div class="t m2 x1 h1d y104 ff1 fs5 fc1 sc0 ls0 ws0">z podziałem na rodzaj umowy o pracę na dzień 31.12.2024 r.</div><div class="t m0 x12f h2 y104 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1053 ff1 fs0 fc0 sc0 ls0 ws0">Wskaźniki różnorodności<span class="ff2"> </span>w Zarządzie i Radzie Nadzorczej UNIMOT S.A.<span class="ff2"> </span></div></div><div class="c x1 y129d w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-9<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y108c ff1 fs0 fc5 sc0 ls0 ws0">Różnorodność Zarządu UNIMOT S.A. <span class="ff2"> </span></div><div class="t m0 x1 h2 y1293 ff1 fs0 fc1 sc0 ls0 ws0">Z dniem 1 <span class="_ _8"></span>stycznia<span class="_ _1"></span> 2024 <span class="_ _8"></span>r.<span class="_ _1"></span> Rada Nadz<span class="_ _0"></span>orcza UNIMOT S.A. p<span class="_ _8"></span>o<span class="_ _1"></span>wołała dwóch nowych członkó<span class="_ _0"></span>w Zarządu spółki. <span class="_ _8"></span>Są nimi </div><div class="t m0 x1 h2 y65d ff1 fs0 fc1 sc0 ls0 ws0">–<span class="ff2"> <span class="_ _1"></span>Ane<span class="_ _1"></span>ta <span class="_ _1"></span>Szczesna<span class="_ _1"></span>-</span>Kowalska, <span class="_ _1"></span>która <span class="_ _6"></span>objęła <span class="_ _6"></span>funkcję <span class="_ _6"></span>Wice<span class="_ _1"></span>prezesa <span class="_ _1"></span>Zarządu <span class="_ _6"></span>ds. <span class="_ _6"></span>HR, <span class="_ _6"></span>oraz <span class="_ _6"></span>Michał <span class="_ _6"></span>Hojow<span class="_ _1"></span>ski <span class="_ _1"></span>powołany <span class="_ _6"></span>na </div><div class="t m0 x1 h2 ye5c ff1 fs0 fc1 sc0 ls0 ws0">funkcję <span class="_ _d"> </span>Wiceprezesa <span class="_ _d"> </span>Zarządu <span class="_ _d"> </span>ds. <span class="_ _e"> </span>tr<span class="_ _1"></span>ansformacji <span class="_ _d"> </span>energetycznej. <span class="_ _d"> </span>Tym <span class="_ _d"> </span>samym <span class="_ _d"> </span>dotychczas <span class="_ _d"> </span>trzyosobowy <span class="_ _d"> </span>Zarząd </div><div class="t m0 x1 h2 y129e ff1 fs0 fc1 sc0 ls0 ws0">składający się z Adama Sikorskiego, Filipa Kuropatwy i Robe<span class="_ _1"></span>rta Brzozowskiego został powiększony do pięciu osób<span class="_ _1"></span><span class="ff2">, a </span></div><div class="t m0 x1 h2 y129f ff1 fs0 fc1 sc0 ls0 ws0">wskaźnik <span class="_ _0"></span>różnorodności płci uległ <span class="_ _8"></span>poprawie<span class="_ _1"></span><span class="ff2">. W <span class="_ _8"></span><span class="ff1">Zarz<span class="_ _1"></span>ądzie UNIMOT <span class="_ _8"></span>S.<span class="_ _1"></span>A. za<span class="_ _0"></span>siada 4 <span class="_ _8"></span>mężczy<span class="_ _1"></span>zn i <span class="_ _8"></span>1<span class="_ _1"></span> kobieta<span class="_ _0"></span>, co stanowi<span class="ff2"> <span class="lsa">w </span></span></span></span></div><div class="t m0 x1 h2 yec3 ff1 fs0 fc1 sc0 ls0 ws0">20% ogólnej liczby<span class="ff2"> </span>członków Zarządu<span class="ff2 ls2">. <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y73 ff1 fs0 fc1 sc0 ls0 ws0">Zróżnicowanie Zarządu UNIMOT S.A. według płci przedstawia poniż<span class="_ _0"></span>sza tabela.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y241 w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c y241 w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Liczba </div></div><div class="c x7d y241 w112 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y12a0 w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Kobieta </div></div><div class="c x7c y12a0 w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x7d y12a0 w112 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x1 y244 w111 h1a1"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyzna<span class="ff2"> </span></div></div><div class="c x7c y244 w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x7d y244 w112 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">80<span class="ls0"> </span></div></div><div class="c x1 y12a1 w111 h1a0"><div class="t m0 xb h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">Nie podano płci<span class="ff2"> </span></div></div><div class="c x7c y12a1 w111 h1a0"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x7d y12a1 w112 h1a0"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y12a2 w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x7c y12a2 w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">5 </div></div><div class="c x7d y12a2 w112 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y105b ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-16 <span class="ff1">. Zróżnicowanie Zarządu UNIMOT S.A. według płci na d<span class="_ _8"></span>zień 31.12.<span class="_ _1"></span>2024 r.<span class="ff2"> </span></span></div><div class="t m0 x1 h2 y12a3 ff1 fs0 fc1 sc0 ls0 ws0">Zróżnicowanie Zarządu UNIMOT S.A. według wieku przedstawia <span class="_ _0"></span>poniższa tabela.<span class="ff2"> </span></div></div><div class="c x1 y12a4 w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c y12a4 w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Liczba </div></div><div class="c x7d y12a4 w112 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y12a5 w111 h1a4"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">≤ 29<span class="ff2"> lat </span></div></div><div class="c x7c y12a5 w111 h1a4"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x7d y12a5 w112 h1a4"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y3c7 w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">30<span class="ls0">-50 lat </span></div></div><div class="c x7c y3c7 w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x7d y3c7 w112 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">80<span class="ls0"> </span></div></div><div class="c x1 y1fb w111 h1a1"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">51 lat ≤<span class="ff2"> </span></div></div><div class="c x7c y1fb w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x7d y1fb w112 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x1 y12a6 w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">Razem </div></div><div class="c x7c y12a6 w111 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">5 </div></div><div class="c x7d y12a6 w112 h1a1"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y905 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-17<span class="ls1d">. <span class="_ _0"></span><span class="ff1 ls0">Zróżnicowanie Zarządu UNIMOT S.A. według wieku na dzień 31.12.2024 r.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y116 ff1 fs0 fc5 sc0 ls0 ws0">Różnorodność w Radzie Nadzorczej UNIMOT S.A.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfcb" class="pf w0 h0" ><div class="pc pccb w0 h0"><img class="bi x9 y12a7 w9 h1f6" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">203<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y85 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>2024 <span class="_ _8"></span>roku <span class="_ _8"></span>nastąpiły <span class="_ _8"></span>zmiany <span class="_ _8"></span>w <span class="_ _8"></span>Radzie <span class="_ _8"></span>Nadzorczej <span class="_ _8"></span>UNIMOT <span class="_ _0"></span>S.A. <span class="_ _8"></span>Rezygnację <span class="_ _8"></span>złożyło <span class="_ _8"></span>3 <span class="_ _8"></span>członków <span class="ff2">- <span class="_ _7"></span><span class="ff1">Bogusław <span class="_ _8"></span>Satława, </span></span></div><div class="t m0 x1 h2 ycc ff1 fs0 fc1 sc0 ls0 ws0">który <span class="_ _8"></span>pełnił<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span><span class="ff1">funkcję<span class="_ _1"></span> <span class="_ _8"></span>wiceprzewodniczącego Rad<span class="_ _0"></span>y <span class="_ _8"></span>Na<span class="_ _1"></span>dzorczej, <span class="_ _8"></span>Is<span class="_ _1"></span>aac <span class="_ _8"></span>Queruba oraz <span class="_ _8"></span>Ryszard <span class="_ _8"></span>Budzik. Rezygnacje <span class="_ _8"></span>zostały </span></span></div><div class="t m0 x1 h2 y1ff ff1 fs0 fc1 sc0 ls0 ws0">uargumentowane powodami osobistymi i z<span class="_ _0"></span>ostały złożone ze skutkiem na 17 czerwca 2024 roku.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y200 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y201 ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _8"></span>31grudnia <span class="_ _0"></span>2024 <span class="_ _8"></span>roku<span class="_ _1"></span> <span class="_ _8"></span>oraz <span class="_ _8"></span>na dzień <span class="_ _8"></span>zatwierdzenia <span class="_ _8"></span>do p<span class="_ _0"></span>ublikacji <span class="_ _8"></span>ninie<span class="_ _1"></span>jszego <span class="_ _8"></span>Sprawozdania Rad<span class="_ _0"></span>a <span class="_ _8"></span>Nadzorcza działała </div><div class="t m0 x1 h2 y55 ff2 fs0 fc1 sc0 lsa ws0">w <span class="_ _8"></span><span class="ff1 ls0">składzie 6 <span class="_ _8"></span>os<span class="_ _1"></span>obowym <span class="_ _8"></span>obejm<span class="_ _1"></span>ującym <span class="_ _8"></span>4<span class="_ _1"></span> <span class="_ _8"></span>mę<span class="_ _1"></span>żczyzn <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>2<span class="_ _1"></span> <span class="_ _8"></span>kobiety.<span class="_ _1"></span> <span class="_ _8"></span>W<span class="_ _1"></span> <span class="_ _8"></span>wyni<span class="_ _1"></span>ku z<span class="_ _0"></span>mian wskaź<span class="_ _0"></span>nik różnorodności <span class="_ _8"></span>płci w <span class="_ _8"></span>Radzie </span></div><div class="t m0 x1 h2 y202 ff1 fs0 fc1 sc0 ls0 ws0">Nadzorczej UNIMOT S.A. uległ znacznej p<span class="_ _0"></span>oprawie. Dane zostały zaprezentowane w poniższej tabeli. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y12a8 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 y408 w11c h1f7"><div class="t m0 xb h2 ydd9 ff2 fs0 fc1 sc0 ls0 ws0">Data </div></div><div class="c x130 y408 w11d h1f7"><div class="t m0 xb h2 ydd9 ff2 fs0 fc1 sc0 ls0 ws0">1.01.2024r.- 16.06.2024 r. </div></div><div class="c x131 y408 w11e h1f7"><div class="t m0 xb h2 ydd9 ff2 fs0 fc1 sc0 ls0 ws0">17.06.2024 r.-31.12.2024 r. </div></div><div class="c x1 y12a9 w11c h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x130 y12a9 w11f h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Liczba </div></div><div class="c xd8 y12a9 w120 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x131 y12a9 w121 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Liczba </div></div><div class="c xa7 y12a9 w122 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y12aa w11c h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Kobieta </div></div><div class="c x130 y12aa w11f h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c xd8 y12aa w120 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x131 y12aa w121 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c xa7 y12aa w122 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">28,57 </div></div><div class="c x1 y5d w11c h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Mężczyzna<span class="ff2"> </span></div></div><div class="c x130 y5d w11f h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">6 </div></div><div class="c xd8 y5d w120 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">86<span class="ls0"> </span></div></div><div class="c x131 y5d w121 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">5 </div></div><div class="c xa7 y5d w122 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">71,43 </div></div><div class="c x1 y12ab w11c h1f8"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Nie podano płci<span class="ff2"> </span></div></div><div class="c x130 y12ab w11f h1f8"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xd8 y12ab w120 h1f8"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x131 y12ab w121 h1f8"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xa7 y12ab w122 h1f8"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y12ac w11c h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x130 y12ac w11f h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">7 </div></div><div class="c xd8 y12ac w120 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x131 y12ac w121 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">7 </div></div><div class="c xa7 y12ac w122 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y6a ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-18<span class="ff1">. Zróżnicowanie Rady <span class="_ _8"></span>N<span class="_ _1"></span>adzorczej UNIMOT S.A. według płci na dzień <span class="ff2">31.12.2024 r. </span></span></div><div class="t m0 x1 h2 y106 ff1 fs0 fc1 sc0 ls0 ws0">Zróżnicowanie w Radzie Nadzorczej UNIMOT S.A. według wieku p<span class="_ _8"></span>rze<span class="_ _1"></span>dstawia poniższa tabela.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 ydae w111 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c ydae w111 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Liczba </div></div><div class="c x7d ydae w112 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y12ad w111 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">≤ 29<span class="ff2"> lat </span></div></div><div class="c x7c y12ad w111 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x7d y12ad w112 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y12ae w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">30<span class="ls0">-50 lat </span></div></div><div class="c x7c y12ae w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">5 </div></div><div class="c x7d y12ae w112 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">72%<span class="ls0"> </span></div></div><div class="c x1 y12a w111 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">51 lat ≤<span class="ff2"> </span></div></div><div class="c x7c y12a w111 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x7d y12a w112 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">28%<span class="ls0"> </span></div></div><div class="c x1 y12af w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x7c y12af w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">7 </div></div><div class="c x7d y12af w112 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y12b0 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1f">19</span><span class="ff1">. Zróżnicowanie Rady <span class="_ _8"></span>N<span class="_ _1"></span>adzorczej UNIMOT S.A. według wieku na dzień <span class="ff2">31.12.2024 r.</span></span></div><div class="t m0 x71 h2 y12b0 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y12b1 ff1 fs0 fc5 sc0 ls0 ws0">Różnorodność <span class="_ _b"> </span><span class="ff2">Z</span>arządów <span class="_ _b"> </span><span class="ff2">i <span class="_ _b"> </span>Ra<span class="_ _1"></span>d <span class="_ _5"> </span>N<span class="_ _1"></span>adzorczych <span class="_ _b"> </span></span>wszystkich <span class="_ _b"> </span>Sp<span class="_ _1"></span>ółek <span class="_ _b"> </span>z <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>UNIMOT <span class="_ _c"> </span>zaprezentowano <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>poniższych </div><div class="t m0 x1 h2 ye44 ff2 fs0 fc5 sc0 ls0 ws0">tabelach. </div></div><div class="c x1 y12b2 w123 h2b"><div class="t m0 x132 h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xf1 y12b2 w124 h2b"><div class="t m0 x56 h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="ff1">≤ 29</span> </div></div><div class="c x133 y12b2 w125 h2b"><div class="t m0 xf6 h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">30<span class="ls0">-</span>50<span class="ls0"> </span></div></div><div class="c x134 y12b2 w126 h2b"><div class="t m0 x3e h2 y3e5 ff1 fs0 fc1 sc0 ls0 ws0">51 ≤<span class="ff2"> </span></div></div><div class="c x43 y12b2 w127 h2b"><div class="t m0 x12a h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 yeed w123 h96"><div class="t m0 xd h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników w </div><div class="t m0 xd h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Zarządach Spółek GK </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT </div></div><div class="c xf1 yeed wfd h96"><div class="t m0 xdf h2 y51e ff2 fs0 fc1 sc0 ls1 ws0">23<span class="ls0"> </span></div></div><div class="c x43 yeed w127 h96"><div class="t m0 x92 h2 y58e ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x105 h2 y51e ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x1 y12b3 w123 h1f9"><div class="t m0 xd h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">RAZEM </div></div><div class="c xf1 y12b3 w124 h1f9"><div class="t m0 xd h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x133 y12b3 w125 h1f9"><div class="t m0 xd h2 yc88 ff2 fs0 fc1 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x134 y12b3 w126 h1f9"><div class="t m0 xd h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">7 </div></div><div class="c x43 y12b3 w127 h1f9"><div class="t m0 x105 h2 y12b4 ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x1 yd36 w123 h1fa"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c xf1 yd36 w124 h1fa"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x133 yd36 w125 h1fa"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x134 yd36 w126 h1fa"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x43 yd36 w127 h1fa"><div class="t m0 x93 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0">4,34 </div></div><div class="c x1 y3c1 w123 h10"><div class="t m0 xd h2 y12b5 ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c xf1 y3c1 w124 h10"><div class="t m0 xd h2 y12b5 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x133 y3c1 w125 h10"><div class="t m0 xd h2 y12b5 ff2 fs0 fc1 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c x134 y3c1 w126 h10"><div class="t m0 xd h2 y12b5 ff2 fs0 fc1 sc0 ls0 ws0">7 </div></div><div class="c x43 y3c1 w127 h10"><div class="t m0 x35 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0">95,66 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y89b ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1f">20</span><span class="ff1">. Zróżnicowanie Zarządów spółek Grupy UNIMOT pod względem p<span class="_ _8"></span>ł<span class="_ _1"></span>ci i wieku na dzień 31.12.2024 r.<span class="_ _1"></span><span class="ff2"> </span></span></div></div><div class="c x1 y12b6 w123 h31"><div class="t m0 x132 h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xf1 y12b6 w128 h31"><div class="t m0 x77 h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="ff1">≤ 29</span> </div></div><div class="c x135 y12b6 w125 h31"><div class="t m0 xf6 h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">30<span class="ls0">-</span>50<span class="ls0"> </span></div></div><div class="c x9d y12b6 w105 h31"><div class="t m0 x136 h2 y3e5 ff1 fs0 fc1 sc0 ls0 ws0">51 ≤<span class="ff2"> </span></div></div><div class="c x43 y12b6 w127 h31"><div class="t m0 x12a h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y128c w123 h117"><div class="t m0 xd h2 y84c ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników w </div><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Radach Nadzorczych </div><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Spółek GK UNIMOT<span class="ff2"> </span></div></div><div class="c xf1 y128c wfd h117"><div class="t m0 x137 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">9 </div></div><div class="c x43 y128c w127 h117"><div class="t m0 x92 h2 y84c ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x105 h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x1 y12b7 w123 h1f9"><div class="t m0 xd h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">RAZEM </div></div><div class="c xf1 y12b7 w128 h1f9"><div class="t m0 xd h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x135 y12b7 w125 h1f9"><div class="t m0 xd h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">5 </div></div><div class="c x9d y12b7 w105 h1f9"><div class="t m0 xd h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x43 y12b7 w127 h1f9"><div class="t m0 x105 h2 y12b4 ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x1 y31e w123 h10"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c xf1 y31e w128 h10"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x135 y31e w125 h10"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x9d y31e w105 h10"><div class="t m0 xd h2 ye66 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x43 y31e w127 h10"><div class="t m0 x35 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0">22,22 </div></div><div class="c x1 y12b8 w123 h10"><div class="t m0 xd h2 y12b5 ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c xf1 y12b8 w128 h10"><div class="t m0 xd h2 y12b5 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x135 y12b8 w125 h10"><div class="t m0 xd h2 y12b5 ff2 fs0 fc1 sc0 ls0 ws0">3 </div></div><div class="c x9d y12b8 w105 h10"><div class="t m0 xd h2 y12b5 ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x43 y12b8 w127 h10"><div class="t m0 x35 h2 ydc2 ff2 fs0 fc1 sc0 ls0 ws0">77,78 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y105d ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _e"> </span>3-<span class="ls1f">21</span><span class="ff1">. <span class="_ _d"> </span>Zróżnicowanie <span class="_ _d"> </span>Rad <span class="_ _e"> </span>Nadzorczych <span class="_ _d"> </span>spółek <span class="_ _d"> </span>Grupy <span class="_ _e"> </span>U<span class="_ _1"></span>NIMOT <span class="_ _e"> </span>pod <span class="_ _d"> </span>względem <span class="_ _d"> </span>płci <span class="_ _e"> </span>i<span class="_ _1"></span> <span class="_ _e"> </span>wie<span class="_ _1"></span>ku <span class="_ _e"> </span>na <span class="_ _d"> </span>dzień <span class="_ _6"></span></span> </div><div class="t m2 x1 h1d y1199 ff2 fs5 fc1 sc0 ls0 ws0">31.12.2024 <span class="ls40">r.</span> </div></div></div><div class="pi" ></div></div><div id="pfcc" class="pf w0 h0" ><div class="pc pccc w0 h0"><img class="bi x9 y64e w9 hb0" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">204<span class="ls0"> </span></div></div><div class="c x1 y12b9 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-5   MDR-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y12ba ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie  z <span class="_ _9"> </span>Dyrektywą  Parlamentu<span class="_ _1"></span>  Europejskiego <span class="_ _9"> </span>i  Rady  w  sprawie  równowagi <span class="_ _9"> </span>płci  wśró<span class="_ _1"></span>d  d<span class="_ _8"></span>yrektorów<span class="_ _1"></span>  spółek<span class="_ _8"></span> </div><div class="t m0 x1 h2 y12bb ff1 fs0 fc1 sc0 ls0 ws0">giełdowych, <span class="_ _c"> </span>miernikiem <span class="_ _c"> </span>w <span class="_ _b"> </span>obszarze <span class="_ _c"> </span>różnorodności <span class="_ _c"> </span>w <span class="_ _c"> </span>organach <span class="_ _b"> </span>nadzorujących <span class="_ _c"> </span>i <span class="_ _c"> </span>zarządczych <span class="_ _9"> </span>Spółek, <span class="_ _c"> </span>w <span class="_ _c"> </span>których </div><div class="t m0 x1 h2 y12bc ff1 fs0 fc1 sc0 ls0 ws0">zatrudnienie przekracza 250 <span class="_ _1"></span>pracowników, <span class="_ _1"></span>jest os<span class="_ _1"></span>iągniecie do 2026 roku re<span class="_ _1"></span>prezentacji kobiet na poziomie <span class="_ _1"></span>minimum </div><div class="t m0 x1 h2 yce8 ff1 fs0 fc1 sc0 ls0 ws0">40% <span class="_ _6"></span>w <span class="_ _a"></span>Radzie<span class="_ _1"></span> <span class="_ _6"></span>Nadzorczej <span class="_ _a"></span>lub <span class="_ _a"></span>minimum <span class="_ _a"></span>33% <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>R<span class="_ _1"></span>adzie <span class="_ _6"></span>Nad<span class="_ _1"></span>zorczej <span class="_ _6"></span>i <span class="_ _a"></span>Zarządzie <span class="_ _a"></span>łącznie. <span class="_ _a"></span>Na <span class="_ _a"></span>dzień <span class="_ _a"></span>31.12.2024 <span class="_ _a"></span>roku </div><div class="t m0 x1 h2 yb46 ff1 fs0 fc1 sc0 ls0 ws0">wskaźnik reprezentacji kobiet w Zarządzie i Radzie Nadzorczej UNIMOT S.A. łącznie<span class="_ _1"></span> wyniós<span class="lsf">ł <span class="ff2 ls1">25<span class="ls0">%, a w samej Radzie </span></span></span></div><div class="t m0 x1 h2 y12bd ff2 fs0 fc1 sc0 ls0 ws0">Nadzorczej 28,57%.  </div><div class="t m0 x1 h2 y12be ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _4"></span>S.A. <span class="_ _4"> </span>dąży <span class="_ _5"> </span>do <span class="_ _4"></span>zapewnie<span class="_ _1"></span>nia <span class="_ _4"></span>równości <span class="_ _4"></span>szans <span class="_ _5"> </span>i <span class="_ _4"></span>różnorodności <span class="_ _5"> </span>w <span class="_ _4"></span>składzie <span class="_ _4"> </span>organów <span class="_ _5"> </span>zarządczych, <span class="_ _4"></span>z<span class="_ _1"></span>godnie <span class="_ _4"></span>z<span class="_ _1"></span><span class="ff2 ls16">e </span></div><div class="t m0 x1 h2 y12bf ff2 fs0 fc1 sc0 ls0 ws0">zmianami regulacyjnymi oraz <span class="ff1">dobrymi praktykami ładu korporacyjnego. </span></div><div class="t m2 x138 h1d y12bf ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hf y12c0 ff2 fs1 fc7 sc0 ls0 ws0">3.1.4.<span class="ff5"> <span class="_ _d"> </span></span>P<span class="_ _1"></span><span class="ff1">olityka wynagr<span class="_ _8"></span>odzeń<span class="ff2"> </span>i odpowiednie płace<span class="ff2"> </span></span></div><div class="t m0 x1 h2 y1e0 ff2 fs0 fce sc0 ls0 ws0">Istotne zagadnienia <span class="ff1">wynikające z badania podwójnej istotności</span><span class="fc17"> </span></div></div><div class="c x1 y12c1 w6c h6"><div class="t m0 xb h2 y56f ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y12c1 w6d h6"><div class="t m0 x111 h2 y56f ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y12c2 w6c h11d"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y12c2 w6d h11d"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S1 Własna siła robocza<span class="ff2"> </span></div></div><div class="c x1 y12c3 w6c h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Temat istotny </div></div><div class="c x7e y12c3 w6d h5b"><div class="t m0 x111 h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Odpowiednia płaca<span class="ff2"> </span></div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Odpowiednie warunki mieszkaniowe </div></div><div class="c x1 y12c4 w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y12c5 w6e hf4"><div class="t m0 xb h2 y122f ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y12c4 w6d hf4"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 ycf2 w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e ycf2 w6d hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Wiceprezes ds. HR UNIMOT S.A. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y12c6 ff1 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnych tematów<span class="ff2"> </span></div></div><div class="c x1 y12c7 w3a h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-1   S1-10   MDR-P </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y2c ff1 fs0 fc1 sc0 ls0 ws0">Tworzenie jasnych <span class="_ _8"></span>zasad wynagradzania, k<span class="_ _0"></span>tóre opierają <span class="_ _0"></span>się o warunki <span class="_ _8"></span>rynkowe<span class="_ _1"></span><span class="ff2"> </span>i <span class="_ _0"></span>motywują do efektywnej p<span class="_ _8"></span>racy oraz </div><div class="t m0 x1 h2 y12c8 ff1 fs0 fc1 sc0 ls0 ws0">realizacji <span class="_ _1"></span>celów<span class="_ _1"></span> <span class="_ _1"></span><span class="ff2">s<span class="_ _1"></span>trategicznych</span>, <span class="_ _1"></span>a <span class="_ _1"></span>tak<span class="_ _1"></span>że <span class="_ _1"></span>tworze<span class="_ _1"></span>nie <span class="_ _1"></span>s<span class="_ _1"></span>ystemów<span class="_ _0"></span> <span class="_ _1"></span>w<span class="_ _1"></span>ynagrodz<span class="_ _0"></span>eń <span class="_ _6"></span>powiązanych <span class="_ _6"></span>z <span class="_ _6"></span>osiąganymi <span class="_ _1"></span>wynikami, <span class="_ _6"></span>są<span class="_ _1"></span> </div><div class="t m0 x1 h2 y10d6 ff1 fs0 fc1 sc0 ls0 ws0">podstawą prowadzonej w Grupie UNIMOT polityki wynag<span class="_ _0"></span>rodzeń.<span class="_ _1"></span> <span class="ff2"> </span></div><div class="t m0 x1 h2 y12c9 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT <span class="_ _a"></span>zapewnia <span class="_ _1"></span>w<span class="_ _1"></span>szystkim <span class="_ _1"></span>pracownikom <span class="_ _6"></span>wł<span class="_ _1"></span>asnym <span class="_ _1"></span>go<span class="_ _1"></span>dziwe <span class="_ _1"></span>wynagrodzenie <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _1"></span>płac<span class="_ _1"></span>ę <span class="_ _1"></span>minimalną, <span class="_ _6"></span>wpływając<span class="_ _1"></span> </div><div class="t m0 x1 h2 y30e ff1 fs0 fc1 sc0 ls0 ws0">tym samym na warunki bytowe i mieszkaniowe osób zatrud<span class="_ _0"></span>nionych w poszczególnych Spółkach. <span class="ff2"> </span></div><div class="t m0 x1 h2 y12ca ff1 fs0 fc1 sc0 ls0 ws0">W spółkach <span class="_ _0"></span>UNIMOT S.A., <span class="_ _0"></span>UNIMOT Pali<span class="_ _8"></span>w<span class="_ _1"></span>a<span class="ff2 ls2">, <span class="ls0">UNIMOT Commoditi<span class="_ _0"></span>es, UNIMOT Energia <span class="_ _8"></span>i Gaz, UNIMOT System, Ol<span class="_ _0"></span>avion </span></span></div><div class="t m0 x1 h2 y12cb ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT  Infrastruktura,  <span class="ff1">system  wynag<span class="_ _8"></span>ro<span class="_ _1"></span>dzeń  <span class="ff2">w  raportowanym <span class="_ _9"> </span>okresie<span class="_ _1"></span>  funkcjon</span>ował<span class="ff2">  w <span class="_ _9"> </span>oparciu  o  Regulamin </span></span></div><div class="t m0 x1 h2 y727 ff1 fs0 fc1 sc0 ls0 ws0">Wynagradzania <span class="_ _6"></span>Pr<span class="_ _1"></span>acowników. <span class="_ _a"></span><span class="ff2">W <span class="_ _a"></span></span>spółkach <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>Terminale<span class="_ _1"></span><span class="ff2 ls2">, <span class="_ _a"></span><span class="ls0">UNIMOT <span class="_ _a"></span>Bitumen <span class="_ _a"></span>oraz <span class="_ _a"></span>RCEkoene<span class="_ _1"></span>rgia <span class="_ _6"></span></span></span>o<span class="_ _1"></span>bowiązywał<span class="ff2"> </span></div><div class="t m0 x1 h2 ycd5 ff1 fs0 fc1 sc0 ls0 ws0">Zakładowy <span class="_ _a"></span>Układ <span class="_ _a"></span>Zbiorowy <span class="_ _4"></span>Pracy. <span class="_ _4"> </span>W <span class="_ _4"></span>pozostałych <span class="_ _a"></span>s<span class="_ _1"></span>półkach <span class="_ _a"></span>s<span class="_ _1"></span>ystem <span class="_ _a"></span>wynagrodzeń <span class="_ _a"></span>jest <span class="_ _4"></span>regulowany <span class="_ _a"></span>każdorazowo <span class="_ _4"></span>w </div><div class="t m0 x1 h2 y3cf ff2 fs0 fc1 sc0 ls0 ws0">indywidualnie <span class="_ _1"></span>podpisywanych <span class="_ _1"></span>umowach <span class="_ _1"></span>o <span class="_ _1"></span>zatrudnienie. <span class="_ _6"></span><span class="lsa">W <span class="_ _1"></span></span><span class="ff1">każdym <span class="_ _1"></span>wypadku<span class="_ _1"></span></span> <span class="_ _1"></span><span class="ff1">wynagrodzenie <span class="_ _1"></span>odzwierciedla <span class="_ _1"></span>wartość, </span></div><div class="t m0 x1 h2 y12cc ff1 fs0 fc1 sc0 ls0 ws0">rodzaj <span class="_ _4"> </span>i<span class="_ _1"></span> <span class="_ _5"> </span>jakość <span class="_ _5"> </span>pracy. <span class="_ _5"> </span>Wynagro<span class="_ _1"></span>dzenia <span class="_ _4"></span>pracowników <span class="_ _b"> </span>w <span class="_ _5"> </span>żaden <span class="_ _5"> </span>sposób <span class="_ _5"> </span>nie<span class="_ _1"></span> <span class="_ _5"> </span>zależą <span class="_ _4"> </span>od <span class="_ _b"> </span>płci, <span class="_ _5"> </span>wieku, <span class="_ _b"> </span>narodowości <span class="_ _5"> </span>ani </div><div class="t m0 x1 h2 y12cd ff1 fs0 fc1 sc0 ls0 ws0">poglądów osoby zatrudnionej.<span class="ff2"> </span></div><div class="t m0 x1 h2 y12ce ff1 fs0 fc1 sc0 ls0 ws0">Celem <span class="_ _17"> </span>polity<span class="_ _8"></span>ki <span class="_ _17"> </span>wynagradzania <span class="_ _19"> </span>je<span class="_ _1"></span>st <span class="_ _19"> </span>zapewnienie<span class="_ _1"></span> <span class="_ _19"> </span>sprawiedliwego, <span class="_ _17"> </span>konkurencyjnego <span class="_ _19"> </span>i <span class="_ _17"> </span>motywującego <span class="_ _19"> </span>systemu </div><div class="t m0 x1 h2 y3a7 ff1 fs0 fc1 sc0 ls0 ws0">wynagrodzeń, który wspiera cele strategiczne organizacji. Kluczowe cele:<span class="ff2"> </span></div><div class="t m0 xa h11 y12cf ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Motywowanie <span class="_ _1d"> </span>pracowników <span class="_ _24"> </span>–<span class="ff2"> <span class="_ _1d"> </span></span>zachęcanie <span class="_ _24"> </span>do <span class="_ _1d"> </span>osiągania <span class="_ _24"> </span>lepszych <span class="_ _24"> </span>w<span class="_ _1"></span>yników <span class="_ _24"> </span>poprzez <span class="_ _1d"> </span>odpowiednie </span></span></div><div class="t m0 xc h2 y12d0 ff2 fs0 fc1 sc0 ls0 ws0">wynagrodzenie, premie i benefity. </div><div class="t m0 xa h11 y12d1 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Przyciąganie <span class="_ _e"> </span>i <span class="_ _e"> </span>zatrzymywanie <span class="_ _e"> </span>talentów <span class="_ _e"> </span>–<span class="ff2"> <span class="_ _e"> </span></span>oferow<span class="_ _1"></span>anie <span class="_ _e"> </span>kon<span class="_ _0"></span>kurencyjnych <span class="_ _e"> </span>wynagrodzeń, <span class="_ _e"> </span>aby  przyciągać<span class="_ _1"></span> </span></span></div><div class="t m0 xc h2 y12d2 ff1 fs0 fc1 sc0 ls0 ws0">najlepszych kandydatów i utrzymać k<span class="_ _0"></span>luczowych pracowników.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y12d3 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Sprawiedliwość i przejrzystość <span class="_ _1"></span>–<span class="ff2"> </span>zapewnienie <span class="_ _1"></span>uczciwego systemu wynagrodzeń, opartego na obiektywnych </span></span></div><div class="t m0 xc h2 y12d4 ff1 fs0 fc1 sc0 ls0 ws0">kryteriach, takich jak doświadczenie, kompetencje i wynik<span class="_ _0"></span>i.<span class="ff2"> </span></div><div class="t m0 xa h11 ybcc ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Zgodność z<span class="_ _0"></span> <span class="_ _8"></span>przepisami pra<span class="_ _0"></span>wa –<span class="ff2"> <span class="_ _8"></span><span class="ff1">dostosowanie systemu <span class="_ _8"></span>wynagrodzeń <span class="_ _8"></span>do <span class="_ _0"></span>obowiązujących <span class="_ _8"></span>re<span class="_ _1"></span>gulacji <span class="_ _8"></span>prawnych </span></span></span></span></div><div class="t m0 xc h2 yaaa ff2 fs0 fc1 sc0 ls0 ws0">i zasad etyki. </div><div class="t m0 xa h11 y12d5 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Efektywność <span class="_ _4"></span>kosztowa <span class="_ _a"></span>–<span class="ff2"> <span class="_ _4"></span></span>optymalne <span class="_ _a"></span>zarządzanie <span class="_ _a"></span>budżetem <span class="_ _4"></span>wynagrodzeń, <span class="_ _a"></span>ab<span class="_ _1"></span>y <span class="_ _a"></span>wspierać <span class="_ _a"></span>rozwó<span class="_ _1"></span>j <span class="_ _a"></span>firmy <span class="_ _a"></span>bez </span></span></div><div class="t m0 xc h2 y10b1 ff1 fs0 fc1 sc0 ls0 ws0">nadmiernych kosztów.<span class="ff2"> </span></div><div class="t m0 xa h11 y12b8 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Dostosowanie do strategii biznesowej <span class="ff1">–</span> <span class="ff1">poprzez wsparcie realizacji celów organizacji –</span> system premiowy.  </span></span></div></div><div class="c x1 y662 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-4   <span class="ls1b">MDR</span>-A<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y12d6 ff2 fs0 fc5 sc0 ls0 ws0">K<span class="ff1">alibracja wynagrodzeń</span> </div></div></div><div class="pi" ></div></div><div id="pfcd" class="pf w0 h0" ><div class="pc pccd w0 h0"><img class="bi x9 y15d w9 h1fb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">205<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _5"> </span>UNIMOT <span class="_ _b"> </span>przywiązuje <span class="_ _5"> </span>d<span class="_ _1"></span>użą <span class="_ _5"> </span>wagę <span class="_ _b"> </span>do <span class="_ _5"> </span>zapewnienia <span class="_ _b"> </span>sprawiedliwego, <span class="_ _b"> </span>transparentnego <span class="_ _5"> </span>oraz <span class="_ _5"> </span>konkurenc<span class="_ _1"></span>yjnego </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">systemu <span class="_ _b"> </span>wynagradzania, <span class="_ _5"> </span>który <span class="_ _b"> </span>wspiera <span class="_ _5"> </span>rozwój<span class="_ _1"></span> <span class="_ _5"> </span>zawodowy <span class="_ _b"> </span>i <span class="_ _b"> </span>motywację <span class="_ _b"> </span>pracowników. <span class="_ _b"> </span>Kluczowym <span class="_ _b"> </span>elementem <span class="_ _5"> </span>te<span class="_ _1"></span>j </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">polityki <span class="_ _d"> </span>jest <span class="_ _d"> </span>indywidualne <span class="_ _d"> </span>p<span class="_ _1"></span>odejście <span class="_ _d"> </span>do <span class="_ _d"> </span>us<span class="_ _1"></span>talania <span class="_ _d"> </span>wynagrodzeń, <span class="_ _19"> </span>co <span class="_ _d"> </span>pozwala <span class="_ _d"> </span>na <span class="_ _d"> </span>uwz<span class="_ _1"></span>ględnienie <span class="_ _d"> </span>kompetencji, </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">doświadczenia <span class="_ _b"> </span>oraz <span class="_ _b"> </span>wyników <span class="_ _c"> </span>pracy <span class="_ _b"> </span>każdego <span class="_ _c"> </span>pracownika. <span class="_ _b"> </span>Z<span class="_ _1"></span>a <span class="_ _b"> </span>proces <span class="_ _c"> </span>ustalania <span class="_ _b"> </span>wynagrodzeń <span class="_ _b"> </span>odpowiedzialny <span class="_ _b"> </span>jest </div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes <span class="_ _b"> </span>Zarządu <span class="_ _5"> </span>ds. <span class="_ _b"> </span>HR <span class="_ _b"> </span>w <span class="_ _5"> </span>UNIMOT <span class="_ _b"> </span>S.A. <span class="_ _b"> </span>na <span class="_ _b"> </span>poziomie <span class="_ _5"> </span>Grupy. <span class="_ _b"> </span>W <span class="_ _b"> </span>akceptację <span class="_ _5"> </span>s<span class="_ _1"></span>iatki <span class="_ _5"> </span>w<span class="_ _1"></span>ynagrodz<span class="_ _0"></span>eń <span class="_ _b"> </span>stanowi<span class="_ _1"></span>ące<span class="_ _1"></span>j </div><div class="t m0 x1 h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">załącznik do <span class="_ _1"></span>Zakładowego Układu <span class="_ _1"></span>Zbiorowego <span class="_ _1"></span>Pracy w <span class="_ _1"></span>Spółkach, w <span class="_ _1"></span>których <span class="_ _1"></span>funkcjonuje, <span class="_ _1"></span>jest zaangażowana strona<span class="_ _1"></span> </div><div class="t m0 x1 h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">społeczna na etapie definiowania siatki.<span class="ff2"> </span></div><div class="t m0 x1 h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _4"> </span>UNIMOT <span class="_ _b"> </span>regularnie <span class="_ _5"> </span>analizuje <span class="_ _5"> </span>rynek <span class="_ _5"> </span>pracy, <span class="_ _b"> </span>aby <span class="_ _5"> </span>zapewnić<span class="_ _1"></span> <span class="_ _5"> </span>atrakcyjny <span class="_ _5"> </span>poziom <span class="_ _5"> </span>wynagrodzeń, <span class="_ _5"> </span>odpowiadający </div><div class="t m0 x1 h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">standardom <span class="_ _9"> </span>branżowym <span class="_ _9"> </span>i <span class="_ _9"> </span>lokalnym.  W <span class="_ _9"> </span>2024 <span class="_ _9"> </span>roku  żaden <span class="_ _c"> </span>z  pracowników <span class="_ _9"> </span>nie <span class="_ _9"> </span>otrzymał <span class="_ _9"> </span>wynagrodzenia <span class="_ _9"> </span>poniżej </div><div class="t m0 x1 h2 y149 ff2 fs0 fc1 sc0 ls0 ws0">ustalonego poziomu adekwatnego wynagrodzenia. </div><div class="t m0 x1 h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">Poziom <span class="_ _d"> </span>adekwatnego <span class="_ _d"> </span>wynagrodzenia <span class="_ _d"> </span>został <span class="_ _d"> </span>okreś<span class="_ _1"></span>lony <span class="_ _d"> </span>na <span class="_ _d"> </span>podstawie <span class="_ _d"> </span>krajowego <span class="_ _d"> </span>mini<span class="_ _1"></span>malnego <span class="_ _d"> </span>wynagrodzenia </div><div class="t m0 x1 h2 y326 ff1 fs0 fc1 sc0 ls0 ws0">publikowanego przez <span class="_ _1"></span>Główny <span class="_ _1"></span>Urząd S<span class="_ _1"></span>tatystyczny. <span class="_ _1"></span>Adekwatne w<span class="_ _1"></span>ynagrodzenie było <span class="_ _1"></span>liczone <span class="_ _1"></span>dla <span class="_ _1"></span>każdego <span class="_ _1"></span>kwartału, na </div><div class="t m0 x1 h2 yf3a ff1 fs0 fc1 sc0 ls0 ws0">podstawie miesięcy, które składały <span class="_ _0"></span>się na te kwartały.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y758 ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie odzwierciedla wyniki p<span class="_ _0"></span>racy i zaangażowanie pracownika, a system premiowy pozwala na d<span class="_ _0"></span>odatkowe </div><div class="t m0 x1 h2 y759 ff1 fs0 fc1 sc0 ls0 ws0">nagradzanie <span class="_ _b"> </span>za <span class="_ _b"> </span>os<span class="_ _1"></span>iągnięcia. <span class="_ _b"> </span>W <span class="_ _c"> </span>2024 <span class="_ _b"> </span>roku <span class="_ _b"> </span>w<span class="_ _1"></span>prowadzono <span class="_ _b"> </span>mechanizmy <span class="_ _b"> </span>oce<span class="_ _1"></span>ny <span class="_ _b"> </span>wyników, <span class="_ _b"> </span>które <span class="_ _b"> </span>w<span class="_ _1"></span>spierają <span class="_ _b"> </span>rozwój <span class="_ _b"> </span>i </div><div class="t m0 x1 h2 y75a ff1 fs0 fc1 sc0 ls0 ws0">docenienie <span class="_ _7"></span>wysił<span class="_ _1"></span>ku <span class="_ _7"></span>pracownika<span class="ff2"> <span class="_ _7"></span>- <span class="_ _7"></span><span class="ff1">przyjęto <span class="_ _8"></span>nowy <span class="_ _8"></span>Regulamin <span class="_ _7"></span>Premiowy. <span class="_ _8"></span>Od <span class="_ _7"></span>tego <span class="_ _8"></span>roku <span class="_ _7"></span>wynagrodzenie <span class="_ _8"></span>pracownika <span class="_ _7"></span>składa </span></span></div><div class="t m0 x1 h2 y75b ff1 fs0 fc1 sc0 ls0 ws0">się z <span class="_ _8"></span>c<span class="_ _1"></span>zęści stałej <span class="_ _8"></span>i premii indywidualnej <span class="_ _8"></span>związane<span class="_ _1"></span>j <span class="_ _0"></span>z realizacją <span class="_ _8"></span>konkre<span class="_ _1"></span>tnych celów rocznych <span class="_ _8"></span>oraz<span class="_ _1"></span><span class="ff2"> wyniku <span class="_ _8"></span>fin<span class="_ _1"></span>ansowego </span></div><div class="t m0 x1 h2 y75c ff1 fs0 fc1 sc0 ls0 ws0">Spółki. Pracownik ustala cele oraz i wag<span class="_ _0"></span>ę indywidualnie ze swoim przełożo<span class="_ _1"></span><span class="ff2">nym. </span></div><div class="t m0 x1 h2 yf75 ff1 fs0 fc1 sc0 ls0 ws0">Premie <span class="_ _b"> </span>dla <span class="_ _c"> </span>pracowników <span class="_ _b"> </span>s<span class="_ _1"></span>truktur <span class="_ _5"> </span>hand<span class="_ _1"></span>lowych <span class="_ _b"> </span>związanych <span class="_ _c"> </span>bezpośrednio <span class="_ _b"> </span>ze <span class="_ _c"> </span>sprzedażą, <span class="_ _b"> </span>s<span class="_ _1"></span>ą <span class="_ _b"> </span>wypłacane <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>cyklach </div><div class="t m0 x1 h2 yd0b ff1 fs0 fc1 sc0 ls0 ws0">miesięcznych lub kwartalnych. <span class="ff2"> </span></div><div class="t m0 x1 h2 y3e9 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"> </span>S<span class="_ _1"></span>półkach, <span class="_ _4"></span>w <span class="_ _b"> </span>których <span class="_ _4"></span>funkc<span class="_ _1"></span>jonuje <span class="_ _5"> </span>Strona <span class="_ _5"> </span>Społeczna, <span class="_ _5"> </span>Pracodawca <span class="_ _5"> </span>zobowiązany <span class="_ _5"> </span>jest <span class="_ _5"> </span>do <span class="_ _5"> </span>prowadzenia <span class="_ _5"> </span>dialogu <span class="_ _5"> </span>w </div><div class="t m0 x1 h2 ydaf ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _1"></span>regulacji <span class="_ _1"></span>wynagrodzeń. <span class="_ _6"></span>Co <span class="_ _1"></span>roku <span class="_ _6"></span>proces <span class="_ _6"></span>podwyżkowy <span class="_ _1"></span>jest <span class="_ _6"></span>uzgadniany <span class="_ _1"></span>ze <span class="_ _1"></span>Stro<span class="_ _1"></span>ną <span class="_ _1"></span>Społec<span class="_ _1"></span>zną, <span class="_ _1"></span>która <span class="_ _1"></span>w <span class="_ _1"></span>piśmie </div><div class="t m0 x1 h2 y7f5 ff1 fs0 fc1 sc0 ls0 ws0">do Zarządu spółki ok<span class="_ _0"></span>reśla propozycję zmian. Pracodawca podejmując decyzję o waloryzacji wynagrodzeń bierze pod </div><div class="t m0 x1 h2 y7f6 ff1 fs0 fc1 sc0 ls0 ws0">uwagę <span class="_ _8"></span>nie ty<span class="_ _0"></span>lko <span class="_ _8"></span>propozycję <span class="_ _8"></span>Strony <span class="_ _0"></span>Społecznej, <span class="_ _8"></span>ale ta<span class="_ _0"></span>kże <span class="_ _8"></span>sytuację <span class="_ _8"></span>finansow<span class="_ _1"></span>ą <span class="_ _7"></span>spółki, ry<span class="_ _0"></span>nek <span class="_ _8"></span>pracy <span class="_ _8"></span>i <span class="_ _0"></span>planowane <span class="_ _8"></span>działania </div><div class="t m0 x1 h2 y7f7 ff1 fs0 fc1 sc0 ls0 ws0">w innych spółkach w Grupie, tak by dz<span class="_ _0"></span>iałania były transparentne i nie<span class="_ _1"></span><span class="ff2"> </span>odbiegały od standardu.<span class="ff2"> </span></div><div class="t m0 x1 h2 y18a ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie władz statutowych jednostki dominującej jest szczegółowo opisane w Sprawozda<span class="_ _8"></span>niu Zar<span class="_ _1"></span>ządu z </div><div class="t m0 x1 h2 yb3b ff1 fs0 fc1 sc0 ls0 ws0">działalności Grupy UNIMOT i UNIMOT S.A. za 2024 <span class="_ _0"></span>rok w rozdziale „Wynagrodzenie władz statutowych”.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yccc ff1 fs0 fc1 sc0 ls0 ws0">W roku 2020 zostało wprowadzone w UNIMOT S.A. prawo do nagrod<span class="_ _0"></span>y jubileuszowe<span class="_ _1"></span>j po p<span class="_ _0"></span>rzepracowaniu w Grupie </div><div class="t m0 x1 h2 yf32 ff2 fs0 fc1 sc0 ls0 ws0">co najmniej 15 lat. </div><div class="t m0 x1 h2 y11cf ff1 fs0 fc1 sc0 ls0 ws0">Pracownikom oferowane są także dodatkowe benefity oraz świadczenia takie jak: <span class="ff2"> </span></div><div class="t m0 xa h11 y494 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ubezpieczenie na życie, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ye63 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">dofinansowanie do prywatnej opieki medycznej,  </span></span></div><div class="t m0 xa h11 ybc7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dofinansowanie do zajęć sportowych,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yd36 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">dofinansowanie do ubezpieczenia grupowego, </span></span></div><div class="t m0 xa h11 y10a4 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">nagrody jubileuszowe, </span></span></div><div class="t m0 xa h11 y1028 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">odprawy emerytalne i rentowe, </span></span></div><div class="t m0 xa h11 y78c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dofinansowanie do zakupu okularów korekcyjnych,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1029 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">dofinansowanie do wypoczynku, </span></span></div><div class="t m0 xa h11 y139 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">pożyczki,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yd56 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">zapomogi. </span></span></div></div><div class="c x1 y12d7 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1b ws0">MDR<span class="ls0">-M<span class="lsc">   <span class="ls7">S1</span></span>-<span class="ls1">16</span><span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yca6 ff2 fs0 fc5 sc0 ls0 ws0">Wynagrodzenia w Grupie UNIMOT w 2024 r. <span class="ff1">i wskaźnik CEO Pay <span class="_ _0"></span>Ratio<span class="ff2"> </span></span></div><div class="t m0 x1 h2 y12d8 ff1 fs0 fc1 sc0 ls0 ws0">Średnia godzinowa płaca brutto dla wszystkich pra<span class="_ _0"></span>cowników zatrudnionych na podstawie umowy o pracę dla </div><div class="t m0 x1 h2 y12d9 ff1 fs0 fc1 sc0 ls0 ws0">mężczyzn wyniosła <span class="ff2 ls1">64<span class="ls0"> </span></span>zł, a dla kobiet <span class="ff2 ls1">57<span class="ls0"> </span></span><span class="ls12">zł</span><span class="ff2">. </span></div></div></div><div class="pi" ></div></div><div id="pfce" class="pf w0 h0" ><div class="pc pcce w0 h0"><img class="bi x9 y12da w9 h1fc" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">206<span class="ls0"> </span></div></div><div class="c x1 y12db w25 h1fd"><div class="t m0 xb h2 yde1 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xad y12db w129 h1fd"><div class="t m0 x111 h2 yde1 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x7d y12db w6a h1fd"><div class="t m0 x111 h2 yde1 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x1 y22c w25 hd8"><div class="t m0 xb h2 y776 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y602 ff1 fs0 fc5 sc0 ls0 ws0">Średnia godzinowa płaca brutto (zł)<span class="ff2">*<span class="fc1"> </span></span></div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">dla pracowników zatrudnionych na </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">podstawie umowy o pracę<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xad y22c w129 hd8"><div class="t m0 x111 h2 y776 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x111 h2 y602 ff2 fs0 fc1 sc0 ls1 ws0">57<span class="ls2">,5<span class="ls0">  </span></span></div></div><div class="c x7d y22c w6a hd8"><div class="t m0 x111 h2 y776 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x111 h2 y602 ff2 fs0 fc1 sc0 ls1 ws0">64<span class="ls2">,2<span class="ls0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y12dc ff1 fs0 fc1 sc0 ls0 ws0">* Średnia godzinowa płaca brutto została policzona <span class="_ _1"></span>dla pracowników zatrudnionych na podstawie umow<span class="_ _1"></span>y o pracę<span class="ff2 ls2">, <span class="ls12">z </span></span></div><div class="t m0 x1 h2 y12dd ff1 fs0 fc1 sc0 ls0 ws0">uwzględnieniem wynagrodzeń wypłaconych za <span class="ff2">2024 r.  </span></div><div class="t m2 x1 h1d y12de ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1f">22</span><span class="ff1">. <span class="_ _1"></span>Średnia godzinowa <span class="_ _1"></span>pł</span>aca brutto <span class="_ _1"></span><span class="ff1">dla <span class="_ _1"></span>pracowników <span class="_ _1"></span>zatrudnionych w <span class="_ _1"></span>oparciu o <span class="_ _1"></span>umowę <span class="_ _1"></span>o <span class="_ _1"></span>pracę <span class="_ _1"></span></span>w Grupie </div><div class="t m2 x1 h1d y12df ff2 fs5 fc1 sc0 ls0 ws0">UNIMOT.</div><div class="t m0 x139 h2 y12df ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yee0 ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span><span class="ff2">CEO <span class="_ _17"> </span>Pay <span class="_ _19"> </span></span>Ratio, <span class="_ _17"> </span>który <span class="_ _19"> </span>wyraża <span class="_ _19"> </span>stosun<span class="_ _1"></span>ek <span class="_ _19"> </span>oso<span class="_ _1"></span>by <span class="_ _19"> </span>najwyżej <span class="_ _19"> </span>zarabiającej <span class="_ _17"> </span>w <span class="_ _19"> </span>organizacji <span class="_ _17"> </span>do <span class="_ _19"> </span>mediany </div><div class="t m0 x1 h2 y12e0 ff1 fs0 fc1 sc0 ls0 ws0">wynagrodzenia <span class="_ _6"></span>pozostałych <span class="_ _6"></span>ws<span class="_ _1"></span>zystkich <span class="_ _6"></span>pracowników <span class="_ _6"></span>w <span class="_ _a"></span>2024 <span class="_ _1"></span>roku <span class="_ _a"></span>w <span class="_ _6"></span>UNIMOT<span class="_ _1"></span><span class="ff2"> <span class="_ _6"></span>S.A. <span class="_ _a"></span></span>wyniósł <span class="_ _6"></span><span class="ff2">39,60 <span class="_ _6"></span></span>zł <span class="_ _a"></span><span class="ff2">w <span class="_ _6"></span>2024 <span class="_ _6"></span>roku <span class="_ _a"></span><span class="ls34">i </span></span></div><div class="t m0 x1 h2 y12e1 ff1 fs0 fc1 sc0 ls0 ws0">został <span class="ff2"> </span>zaprezentowany w poniższej tabeli.<span class="ff2"> </span></div></div><div class="c x1 ydea w12a h80"><div class="t m0 xb h2 y46d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Stosunek <span class="_ _5"> </span>całkowitego <span class="_ _b"> </span>rocznego <span class="_ _b"> </span>wynagrodzenia <span class="_ _5"> </span>najlepiej <span class="_ _b"> </span>opłacanej </div><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">osoby* <span class="_ _22"> </span>w <span class="_ _22"> </span>UNIMOT <span class="_ _22"> </span>S.A. <span class="_ _22"> </span>do <span class="_ _22"> </span>mediany <span class="_ _22"> </span>rocznych <span class="_ _22"> </span>całko<span class="_ _1"></span>witych<span class="_ _0"></span> </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wynagrodzeń <span class="_ _1"></span>dla <span class="_ _6"></span>wszystkich <span class="_ _6"></span>pracowników <span class="_ _6"></span>i <span class="_ _6"></span>współpracowników** <span class="_ _6"></span>(z </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">wyłączeniem najlepiej opłacanej osoby) Spółki<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb1 ydea wa7 h80"><div class="t m0 x111 h2 y46d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x111 h2 y776 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x111 h2 y779 ff1 fs0 fc5 sc0 ls0 ws0">39,60<span class="ff2 fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yd0b ff2 fs0 fc1 sc0 ls0 ws0">* Na <span class="_ _1"></span>wynagrodzenie najlepiej <span class="_ _1"></span><span class="ff1">zarabiającej <span class="_ _1"></span>osoby w <span class="_ _1"></span>UNIMOT</span> <span class="_ _1"></span>S.A.<span class="ff1">, <span class="_ _1"></span>zgodnie z <span class="_ _1"></span>raportem wynagrodzeń Zarządu <span class="_ _1"></span>i <span class="_ _1"></span>Rady </span></div><div class="t m0 x1 h2 ye3 ff1 fs0 fc1 sc0 ls0 ws0">Nadzorczej, <span class="_ _b"> </span>s<span class="_ _1"></span>kłada <span class="_ _b"> </span>się <span class="_ _c"> </span>stałe <span class="_ _c"> </span>miesięczne <span class="_ _c"> </span>wynagrodzenie <span class="_ _c"> </span>w <span class="_ _b"> </span>UNIMOT <span class="_ _c"> </span>S.A. <span class="_ _c"> </span>i <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>s<span class="_ _1"></span>półkach <span class="_ _b"> </span>zależnych <span class="_ _c"> </span>(zagregowane </div><div class="t m0 x1 h2 yd0c ff1 fs0 fc1 sc0 ls0 ws0">rocznie),  zmienne  wynagrodzenie  (premie)<span class="_ _1"></span>  w  UNIMOT  S.A.  i  w  spół<span class="_ _1"></span>kach  zależnych  oraz  koszty  programów<span class="_ _1"></span> </div><div class="t m0 x1 h2 yd0e ff1 fs0 fc1 sc0 ls0 ws0">emerytalnych (pracownicze plany kapita<span class="_ _8"></span>ł<span class="_ _1"></span>owe). <span class="ff2"> </span></div><div class="t m0 x1 h2 y7f6 ff1 fs0 fc1 sc0 ls0 ws0">** <span class="_ _e"> </span>Na  wyna<span class="_ _1"></span>grodzenie <span class="_ _e"> </span>pracowników  i <span class="_ _e"> </span>współpracowników, <span class="_ _e"> </span>zgodnie <span class="_ _e"> </span>z <span class="_ _e"> </span>raportem  w<span class="_ _1"></span>ynagrodzeń <span class="_ _e"> </span>Zarządu  i<span class="_ _1"></span>  R<span class="_ _1"></span>ady </div><div class="t m0 x1 h2 y7f7 ff1 fs0 fc1 sc0 ls0 ws0">Nadzorczej, <span class="_ _9"> </span>składa<span class="_ _1"></span> <span class="_ _9"> </span>się  średnie  wynag<span class="_ _0"></span>rodzenie  roczne  p<span class="_ _0"></span>racowników  niebędących <span class="_ _9"> </span>członkami  Zarządu <span class="_ _9"> </span>ani  Rady </div><div class="t m0 x1 h2 y7f8 ff1 fs0 fc1 sc0 ls0 ws0">Nadzorczej w przeliczeniu na pełne etaty.<span class="ff2"> </span></div><div class="t m2 x1 h1d yb3b ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-23<span class="ff1">. Wskaźnik CEO Pay Ratio w </span>UNIMOT S.A. </div><div class="t m0 x1 h2 yccc ff1 fs0 fc0 sc0 ls0 ws0">Wynagrodzenie Zarządu i Rady Nadzorczej<span class="ff2"> </span></div></div><div class="c x1 yfe1 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-<span class="ls1">10</span><span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y483 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y12e2 ff1 fs0 fc1 sc0 ls0 ws0">Informacje <span class="_ _7"></span>na <span class="_ _8"></span>temat <span class="_ _7"></span>powiązania <span class="_ _8"></span>wynagrodzenia <span class="_ _7"></span>członków <span class="_ _8"></span>Zarządu <span class="_ _7"></span>oraz <span class="_ _8"></span>Rady <span class="_ _7"></span>Nadzorczej <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>S.A. <span class="_ _8"></span>z <span class="_ _7"></span>celami <span class="_ _8"></span>Grupy </div><div class="t m0 x1 h2 y123a ff1 fs0 fc1 sc0 ls0 ws0">UNMOT <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _4"></span>zakresie <span class="_ _4"></span>zrównoważonego <span class="_ _4"></span>rozwoju <span class="_ _4"></span>zaprezentowane <span class="_ _4"> </span>zos<span class="_ _1"></span>tały <span class="_ _a"></span>w <span class="_ _4"></span>częśc<span class="_ _1"></span>i <span class="_ _a"></span>1.2. <span class="_ _4"> </span>niniejs<span class="_ _1"></span>zego <span class="_ _a"></span>Sprawozdania <span class="_ _4"></span>w </div><div class="t m0 x1 h2 y12e3 ff2 fs0 fc1 sc0 ls0 ws0">ramach <span class="_ _1"></span>ujawnienia <span class="_ _1"></span>GOV-3. <span class="_ _6"></span><span class="ff1">Szczegółowe <span class="_ _1"></span>info<span class="_ _1"></span>rmacje <span class="_ _1"></span>dotyczące <span class="_ _1"></span>wynagrodzenia <span class="_ _1"></span>członków <span class="_ _1"></span>Rady <span class="_ _1"></span>Nadzorczej <span class="_ _1"></span>i <span class="_ _1"></span>Zarz<span class="_ _1"></span>ądu </span></div><div class="t m0 x1 h2 y7a3 ff1 fs0 fc1 sc0 ls0 ws0">znajdują się w Sprawozdaniu Rady Nadz<span class="_ _0"></span>orczej o wynagrodzeniach Zarządu i Rady Nadzorczej Spółki za 2024 r.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y12e4 ff1 fs0 fc1 sc0 ls0 ws0">Średnie wynagrodzenie członków Zarzą<span class="_ _0"></span>du UNIMOT S.A. oraz Rady <span class="_ _0"></span>Nadzorczej UNIMOT S.A. w podziale na<span class="_ _0"></span> płeć <span class="_ _1"></span><span class="ff2">oraz </span></div><div class="t m0 x1 h2 y8e5 ff1 fs0 fc1 sc0 ls0 ws0">różnice w średnim wynagrodzeniu kobiet i <span class="_ _8"></span>mę<span class="_ _1"></span>żczyzn <span class="ff2">prezentuj</span>ą<span class="ff2"> </span>poniższ<span class="ff2">e tabele.<span class="_ _1"></span> </span></div></div><div class="c x1 y1f8 w6a h1fe"><div class="t m0 xb h2 ydc8 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c y1f8 w12b h1fe"><div class="t m0 x111 h2 ydc8 ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie (zł)*<span class="ff2"> </span></div></div><div class="c x1 y1003 w6a h1ff"><div class="t m0 xb h2 y12e5 ff2 fs0 fc1 sc0 ls0 ws0">Kobieta </div></div><div class="c x7c y1003 w12b h1ff"><div class="t m0 x111 h2 y12e5 ff2 fs0 fc1 sc0 ls1 ws0">956000<span class="ls0"> </span></div></div><div class="c x1 yc28 w6a h200"><div class="t m0 xb h2 y71c ff1 fs0 fc1 sc0 ls0 ws0">Mężczyzna<span class="ff2"> </span></div></div><div class="c x7c yc28 w12b h200"><div class="t m0 x111 h2 y71c ff2 fs0 fc1 sc0 ls1 ws0">3286450,73<span class="ls0"> </span></div></div><div class="c x1 y33d w6a h201"><div class="t m0 xb h2 y12b4 ff2 fs0 fc1 sc0 ls0 ws0">Nie <span class="ff1">zgłoszono płci</span> </div></div><div class="c x7c y33d w12b h201"><div class="t m0 x111 h2 y12b4 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y12e6 w6a h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik wynagrodzenia <span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">K/M (x 100) </div></div><div class="c x7c y12e6 w12b h5b"><div class="t m0 x111 h2 y51e ff2 fs0 fc1 sc0 ls1 ws0">29<span class="ls0">% </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yc7b ff2 fs0 fc1 sc0 ls1 ws0">* <span class="ff1 ls0">W <span class="_ _8"></span>k<span class="_ _1"></span>alkulacji <span class="_ _0"></span>uwzględniono: stałe miesięczne <span class="_ _0"></span>wynagrodzenie w <span class="_ _8"></span>UNIMOT S.A. i w <span class="_ _8"></span>spółkach zależnych (zagregowane </span></div><div class="t m0 x1 h2 yc7d ff1 fs0 fc1 sc0 ls0 ws0">rocznie),  zmienne  wynagrodzenie  (premie)<span class="_ _1"></span>  w  UNIMOT  S.A.  i  w  spół<span class="_ _1"></span>kach  zależnych  oraz <span class="_ _e"> </span>koszty  programów<span class="_ _1"></span> </div><div class="t m0 x1 h2 y4ad ff1 fs0 fc1 sc0 ls0 ws0">emerytalnych (pracownicze plany kapita<span class="_ _8"></span>ł<span class="_ _1"></span>owe).<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfcf" class="pf w0 h0" ><div class="pc pccf w0 h0"><img class="bi x9 y12e7 w9 h202" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">207<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-24<span class="ff1">. Wskaźnik wynagrodzenia członków Zarządu UN<span class="_ _0"></span>IMOT S.A. w podziale na płeć na dzień 31.12.2024 r. <span class="ff2"> </span></span></div></div><div class="c x1 y12e8 w6a h1f9"><div class="t m0 xb h2 ydc8 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c y12e8 w12b h1f9"><div class="t m0 x111 h2 ydc8 ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie (zł)*<span class="ff2"> </span></div></div><div class="c x1 y12e9 w6a h203"><div class="t m0 xb h2 y12ea ff2 fs0 fc1 sc0 ls0 ws0">Kobieta </div></div><div class="c x7c y12e9 w12b h203"><div class="t m0 x111 h2 y12ea ff2 fs0 fc1 sc0 ls0 ws0">46999,73 </div></div><div class="c x1 y2fb w6a h200"><div class="t m0 xb h2 y71c ff1 fs0 fc1 sc0 ls0 ws0">Mężczyzna<span class="ff2"> </span></div></div><div class="c x7c y2fb w12b h200"><div class="t m0 x111 h2 y71c ff2 fs0 fc1 sc0 ls0 ws0">45096,94 </div></div><div class="c x1 y12eb w6a h201"><div class="t m0 xb h2 y12b4 ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono płci<span class="ff2"> </span></div></div><div class="c x7c y12eb w12b h201"><div class="t m0 x111 h2 y12b4 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y431 w6a h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik wynagrodzenia <span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">K/M (x 100) </div></div><div class="c x7c y431 w12b h5b"><div class="t m0 x111 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">104,22% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ye71 ff2 fs0 fc1 sc0 ls1 ws0">* <span class="_ _a"></span><span class="ff1 ls0">W <span class="_ _a"></span>kalkulacji <span class="_ _a"></span>uwzględniono <span class="_ _4"></span>stałe <span class="_ _a"></span>miesięczne <span class="_ _a"></span>wynagrodzenie <span class="_ _a"></span>w <span class="_ _a"></span>UNIMOT<span class="_ _1"></span> <span class="_ _a"></span>S.A. <span class="_ _a"></span>(zagregowane <span class="_ _a"></span>rocznie)<span class="_ _6"></span><span class="ff2"> <span class="_ _a"></span>oraz <span class="_ _a"></span>koszty </span></span></div><div class="t m0 x1 h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">programów emerytalnych (pracownicze plany k<span class="_ _0"></span>apitałowe).<span class="ff2"> </span></div><div class="t m2 x1 h1d y122c ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _c"> </span>3<span class="_ _1"></span>-25<span class="ff1">. <span class="_ _9"> </span>Wskaźnik <span class="_ _c"> </span>w<span class="_ _1"></span>ynagrodzenia <span class="_ _9"> </span>członków <span class="_ _9"> </span>Rady <span class="_ _9"> </span>Nadzorczej <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span>S.A. <span class="_ _9"> </span>w <span class="_ _9"> </span>podziale <span class="_ _9"> </span>na <span class="_ _9"> </span>płeć <span class="_ _9"> </span>na <span class="_ _9"> </span>dzień </span></div><div class="t m2 x1 h1d y40e ff2 fs5 fc1 sc0 ls0 ws0">31.12.2024 r. </div><div class="t m0 x13a h2 y40e ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hf y12ec ff2 fs1 fc7 sc0 ls0 ws0">3.1.5.<span class="ff5"> <span class="_ _d"> </span><span class="ff1">Rozwój kompetencji i szkolen<span class="_ _8"></span>ia pracowników<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y235 ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienie wynikające z bada<span class="_ _0"></span>nia podwójnej istotności<span class="ff2 fc1"> </span></div></div><div class="c x1 y12ed w6c h204"><div class="t m0 xb h2 y661 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y12ed w6d h204"><div class="t m0 x111 h2 y661 ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y493 w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y493 w6d h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S1 Własna siła robocza<span class="ff2"> </span></div></div><div class="c x1 ydce w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Temat istotny </div></div><div class="c x7e ydce w6d hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Szkolenia i <span class="ff1">rozwój umiejętności</span> </div></div><div class="c x1 y73b w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y12ee w6e hf4"><div class="t m0 xb h2 y122f ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y73b w6d hf4"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y103d w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y103d w6d h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu ds. HR w UNIMOT S.A.<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yb70 ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnego tematu<span class="fc1"> </span></div></div><div class="c x1 ybd7 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-1   MDR-P<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yea1 ff1 fs0 fc1 sc0 ls0 ws0">Rozwijanie kompetencji i <span class="_ _1"></span>szkolenia pracowników są trw<span class="_ _1"></span>ale wpisane w <span class="_ _1"></span>Strategię Grupy UNI<span class="_ _1"></span>MOT. Realizacja inicjatyw </div><div class="t m0 x1 h2 y32 ff1 fs0 fc1 sc0 ls0 ws0">rozwojowych <span class="_ _1"></span>odbywa się <span class="_ _1"></span>w <span class="_ _1"></span>oparciu o<span class="_ _1"></span> zasady<span class="_ _1"></span> podnoszenia <span class="_ _1"></span>kwalifikacji <span class="_ _1"></span>pracowników, <span class="_ _1"></span>opracowane w<span class="_ _1"></span> poszczególnych </div><div class="t m0 x1 h2 yea2 ff2 fs0 fc1 sc0 ls0 ws0">S<span class="ff1">półkach, z uwzględnieniem specyfiki każdej </span>S<span class="ff1">półki oraz założonych celów biznesowych.</span> </div><div class="t m0 x1 h2 yb3c ff1 fs0 fc1 sc0 ls0 ws0">Na poziomie <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT nie<span class="_ _1"></span> przyjęto w<span class="_ _1"></span> raportowanym<span class="_ _1"></span> okre<span class="_ _1"></span>sie je<span class="_ _1"></span>dnej polityki szkoleniowej<span class="_ _6"></span><span class="ff2"> <span class="_ _1"></span></span>określającej te <span class="_ _1"></span>same </div><div class="t m0 x1 h2 y12ef ff1 fs0 fc1 sc0 ls0 ws0">zasady w <span class="_ _0"></span>każdej Spółce<span class="ff2 ls2">. </span>Każda <span class="_ _8"></span>Spółka<span class="_ _1"></span> w <span class="_ _8"></span>Gru<span class="_ _1"></span>pie ma <span class="_ _8"></span>sw<span class="_ _1"></span>oją <span class="_ _0"></span>specyfikę, organizację, jak <span class="_ _8"></span>równi<span class="_ _1"></span>eż różne <span class="_ _0"></span>cele biznesowe, </div><div class="t m0 x1 h2 y79e ff1 fs0 fc1 sc0 ls0 ws0">które <span class="_ _c"> </span>determinują <span class="_ _b"> </span>rodzaj <span class="_ _c"> </span>i <span class="_ _c"> </span>zakres <span class="_ _c"> </span>szkoleń. <span class="_ _c"> </span>W <span class="_ _c"> </span>związku <span class="_ _b"> </span>z <span class="_ _c"> </span>tym, <span class="_ _c"> </span>szkolenia <span class="_ _b"> </span>są <span class="_ _c"> </span>planowane <span class="_ _c"> </span>i <span class="_ _c"> </span>realizowane <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>s<span class="_ _1"></span>posób<span class="_ _8"></span> </div><div class="t m0 x1 h2 y79f ff1 fs0 fc1 sc0 ls0 ws0">elastyczny, <span class="_ _0"></span>uwzględniając <span class="_ _8"></span>unikalne wymaga<span class="_ _0"></span>nia d<span class="_ _0"></span>anego <span class="_ _0"></span>segmentu działalności, <span class="_ _8"></span>jak i <span class="_ _8"></span>potrzeby <span class="_ _8"></span>pracowników. <span class="ff2">Szkolenia </span></div><div class="t m0 x1 h2 y7a0 ff1 fs0 fc1 sc0 ls0 ws0">w poszczególnych Spółkach realizowane są na podstawie dokumentów<span class="ff2"> takich jak: </span></div><div class="t m0 xa h11 yd89 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Polityka <span class="ff1">podnoszenia kwalifikacji językowych w UNIMOT S.A.</span>, </span></span></div><div class="t m0 xa h11 yd8a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Regulaminy podnoszenia kwalifikacji zawodowych w spółkach zależnych<span class="ff2">. </span></span></span></div><div class="t m0 x1 h2 yd8b ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _c"> </span>poziomie <span class="_ _b"> </span>Grup<span class="_ _1"></span>y <span class="_ _b"> </span>D<span class="_ _1"></span>ział <span class="_ _c"> </span>HR <span class="_ _c"> </span><span class="ff2">UNIMOT <span class="_ _c"> </span>S.A. <span class="_ _c"> </span></span>odpowiedzialny <span class="_ _c"> </span>jest <span class="_ _c"> </span>za <span class="_ _c"> </span>bieżące <span class="_ _c"> </span>dostosowanie <span class="_ _c"> </span>oferty <span class="_ _c"> </span><span class="ff2">rozwojow<span class="_ _1"></span>ej <span class="_ _c"> </span><span class="ls13">w </span></span></div><div class="t m0 x1 h2 ya6b ff1 fs0 fc1 sc0 ls0 ws0">odpowiedzi <span class="_ _b"> </span>na <span class="_ _b"> </span>potrzeby <span class="_ _c"> </span>biznesu, <span class="_ _b"> </span>jak <span class="_ _b"> </span>również <span class="_ _c"> </span>za <span class="_ _b"> </span>wsparcie <span class="_ _b"> </span>w <span class="_ _c"> </span>wyborze <span class="_ _b"> </span>najlepszego <span class="_ _b"> </span>rozwiązania <span class="_ _b"> </span>w <span class="_ _c"> </span>zależności <span class="_ _b"> </span>od </div><div class="t m0 x1 h2 ye85 ff1 fs0 fc1 sc0 ls0 ws0">zgłaszanego zapotrzebowania. <span class="ff2"> </span></div><div class="t m0 x1 h2 y120f ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _b"> </span>e<span class="_ _1"></span>tapie <span class="_ _b"> </span>budżetowania <span class="_ _c"> </span>Zarząd <span class="_ _b"> </span>Spółki <span class="_ _c"> </span>oraz <span class="_ _c"> </span>określa <span class="_ _c"> </span>kierunki <span class="_ _b"> </span>rozwoju <span class="_ _c"> </span>oraz <span class="_ _c"> </span>obszaru <span class="_ _b"> </span>roz<span class="_ _1"></span>wojowe, <span class="_ _c"> </span>w <span class="_ _b"> </span>które <span class="_ _c"> </span>będzie </div><div class="t m0 x1 h2 y12f0 ff1 fs0 fc1 sc0 ls0 ws0">inwestować w najbliższym roku.<span class="ff2"> </span></div><div class="t m0 x1 h2 y123d ff1 fs0 fc1 sc0 ls0 ws0">Plan <span class="_ _7"></span>szkoleń <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _8"></span>podnoszenia <span class="_ _7"></span>kwalifikacji <span class="_ _8"></span>oraz <span class="_ _7"></span>umie<span class="_ _1"></span>jętności <span class="_ _7"></span>pracowników <span class="_ _8"></span>jest <span class="_ _8"></span>budowany <span class="_ _7"></span>w <span class="_ _8"></span>oparciu <span class="_ _8"></span>o <span class="_ _7"></span>sys<span class="_ _1"></span>tem <span class="_ _7"></span>identyfikacji </div><div class="t m0 x1 h2 y12f1 ff1 fs0 fc1 sc0 ls0 ws0">potrzeb szkoleniowych, realizowany prz<span class="_ _0"></span>ez Dział HR na podstawie:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y950 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _f"> </span><span class="ff1 fc1">rezultatów badań potrzeb rozwojowych pracowników i menedżerów przeprowad<span class="_ _0"></span>zonych przez Dział HR,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y10b1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _f"> </span><span class="ff1 fc1">długofalowych planów rozwoju Spółki / Grupy,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf18 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _f"> </span><span class="ff1 fc1">wytycznych i zaleceń Zarządu Spółki,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc7b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _f"> </span><span class="ff1 fc1">informacji pochodzących z raportów dotyczących ocen pracowników,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y12f2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _f"> </span><span class="ff1 fc1">budżetu planowanego na działania rozwojowe na rok <span class="_ _0"></span>następny.<span class="_ _1"></span><span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pfd0" class="pf w0 h0" ><div class="pc pcd0 w0 h0"><img class="bi x9 yac6 w9 h136" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">208<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xc h2 y85 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y12f3 ff1 fs0 fc1 sc0 ls0 ws0">Każde szkolenie zorganizowane przez Dział HR podlega ewaluacji, dzięki czemu możliwa jest jego ocena i określenie </div><div class="t m0 x1 h2 y12f4 ff1 fs0 fc1 sc0 ls0 ws0">przydatności. <span class="ff2"> </span></div><div class="t m0 x1 h2 y2f9 ff1 fs0 fc1 sc0 ls0 ws0">Podejście <span class="_ _b"> </span>do <span class="_ _b"> </span>podnoszenia <span class="_ _b"> </span>kwalifikacji <span class="_ _b"> </span>pracowników <span class="_ _b"> </span>w <span class="_ _b"> </span>Grupie <span class="_ _b"> </span>UNIMOT <span class="_ _c"> </span>bazuje <span class="_ _5"> </span>na<span class="_ _1"></span> <span class="_ _b"> </span>modelu <span class="_ _b"> </span>70<span class="_ _1"></span><span class="ff2">-<span class="ls1">20</span>-10, <span class="_ _b"> </span>gdzie <span class="_ _b"> </span>70%<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y2fa ff2 fs0 fc1 sc0 ls0 ws0">wiedzy <span class="ff1">zdobywa <span class="_ _19"> </span>się <span class="_ _17"> </span>w <span class="_ _19"> </span>pracy <span class="_ _17"> </span></span>- <span class="_ _19"> </span><span class="ff1">poprzez <span class="_ _17"> </span>praktykę, <span class="_ _19"> </span>działania, <span class="_ _17"> </span>wykonywanie <span class="_ _19"> </span>zawodowych <span class="_ _17"> </span>obowiązków. <span class="_ _19"> </span>20% </span></div><div class="t m0 x1 h2 y2fb ff2 fs0 fc1 sc0 ls0 ws0">wiedzy <span class="ff1">pochodzi <span class="_ _8"></span>ze współpracy <span class="_ _8"></span>z <span class="_ _8"></span>innymi, obserwacji <span class="_ _8"></span>i z <span class="_ _8"></span>i<span class="ff2">nf<span class="_ _1"></span>ormacji <span class="_ _8"></span>zwrotne<span class="_ _1"></span>j, <span class="_ _8"></span>a 10% <span class="_ _8"></span>wiedzy <span class="ff1">pracownik zd<span class="_ _8"></span>o<span class="_ _1"></span>bywa <span class="_ _8"></span>dzięki </span></span></span></div><div class="t m0 x1 h2 y2fc ff2 fs0 fc1 sc0 ls0 ws0">kursom <span class="_ _c"> </span>i <span class="_ _c"> </span>szkoleniom <span class="_ _c"> </span><span class="ff1">–<span class="_ _1"></span></span> <span class="_ _c"> </span><span class="ff1">formalna <span class="_ _c"> </span>edukacja. <span class="_ _c"> </span>Oznacza <span class="_ _c"> </span>to, <span class="_ _c"> </span>ż<span class="_ _1"></span>e <span class="_ _c"> </span>uwaga <span class="_ _c"> </span>przykładana <span class="_ _c"> </span>jest <span class="_ _c"> </span>w <span class="_ _9"> </span>pierwszej <span class="_ _c"> </span>kolejności <span class="_ _c"> </span>do </span></div><div class="t m0 x1 h2 y2fd ff1 fs0 fc1 sc0 ls0 ws0">podnoszenia <span class="_ _1"></span>kompetenc<span class="_ _1"></span>ji <span class="_ _1"></span>bazując <span class="_ _6"></span>na <span class="_ _6"></span>praktyce, <span class="_ _6"></span>nastę<span class="_ _1"></span>pnie <span class="_ _1"></span>na <span class="_ _1"></span>uc<span class="_ _1"></span>zeniu <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>od <span class="_ _6"></span>siebie <span class="_ _6"></span>i <span class="_ _6"></span>na <span class="_ _6"></span>k<span class="_ _1"></span>oniec <span class="_ _6"></span>n<span class="_ _1"></span><span class="ff2">a <span class="_ _6"></span>edukacji <span class="_ _1"></span>b<span class="_ _1"></span>ardziej </span></div><div class="t m0 x1 h2 y2fe ff2 fs0 fc1 sc0 ls0 ws0">formalnej. </div></div><div class="c x1 yf1c w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-5   MDR-T   </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y7b2 ff2 fs0 fc1 sc0 ls0 ws0">Strategicznym <span class="_ _4"> </span>c<span class="_ _1"></span>elem <span class="_ _5"> </span>w <span class="_ _b"> </span><span class="ff1">obszarze <span class="_ _5"> </span>rozwoju <span class="_ _b"> </span>szkoleń <span class="_ _5"> </span>pracowników <span class="_ _5"> </span>jes<span class="_ _1"></span>t <span class="_ _5"> </span>utworzenie <span class="_ _5"> </span>ś<span class="_ _1"></span>rodowiska<span class="_ _8"></span> <span class="_ _b"> </span>pracy <span class="_ _5"> </span>ws<span class="_ _1"></span>pierającego </span></div><div class="t m0 x1 h2 y7b3 ff1 fs0 fc1 sc0 ls0 ws0">rozwój oraz bieżące dostosowanie kompetencji pracowników do potrzeb rozwoju organizacji.<span class="ff2"> </span></div><div class="t m0 x1 h2 y12f5 ff1 fs0 fc1 sc0 ls0 ws0">Realizacji celów sprzyjają działania polegają<span class="_ _0"></span>ce w szczególności na:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y12f6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">opracowywaniu planów szkoleniowych w odpowiedzi na potrzeby wspierania działalności biznesowej Grupy </span></span></div><div class="t m0 xc h2 y12f7 ff1 fs0 fc1 sc0 ls0 ws0">i celów strategicznych w poszczególnych segmentach;<span class="ff2"> </span></div><div class="t m0 xa h11 y12f8 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">przygotowaniu <span class="ff1">indywidulanych programów rozwojowych dla wybra<span class="_ _8"></span>nyc<span class="_ _1"></span>h pracowników<span class="ff2">; </span></span></span></span></div><div class="t m0 xa h11 y12f9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">organizowaniu <span class="_ _a"></span>szkoleń <span class="_ _4"></span>z <span class="_ _4"></span>zakre<span class="_ _1"></span>su <span class="_ _a"></span>umiejętności <span class="_ _4"></span>interpersonalnych <span class="_ _4"></span>dla <span class="_ _4"></span>pracowników <span class="_ _4"></span>wszystkich <span class="_ _4"></span>Spółek, <span class="_ _4"></span>co </span></span></div><div class="t m0 xc h2 y12fa ff1 fs0 fc1 sc0 ls0 ws0">wpływa na budowanie integracji i wspólnej kultury <span class="_ _8"></span>o<span class="_ _1"></span>rganizacyjnej.<span class="ff2"> </span></div><div class="t m0 xc h2 y12fb ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ycf5 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-4   MDR-A<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1170 ff1 fs0 fc1 sc0 ls0 ws0">Programy szkoleń w danej Spół<span class="_ _1"></span>ce powstają w oparciu o potrze<span class="_ _1"></span>by biznesowe definiowane przez Zarząd i D<span class="_ _1"></span>yrektorów </div><div class="t m0 x1 h2 y1171 ff1 fs0 fc1 sc0 ls0 ws0">Departamentów, <span class="_ _a"></span>a <span class="_ _a"></span>także <span class="_ _a"></span>w <span class="_ _a"></span>o<span class="_ _1"></span>parciu <span class="_ _a"></span>o <span class="_ _a"></span>zgłaszane <span class="_ _a"></span>przez <span class="_ _a"></span>men<span class="_ _1"></span>adżerów <span class="_ _a"></span>bieżące <span class="_ _a"></span>potrzeby <span class="_ _a"></span>uzupeł<span class="_ _1"></span>nienia <span class="_ _a"></span>kompetencji <span class="_ _a"></span>w </div><div class="t m0 x1 h2 yb3 ff2 fs0 fc1 sc0 ls0 ws0">danym zakresie.  </div><div class="t m0 x1 h2 y12fc ff1 fs0 fc1 sc0 ls0 ws0">Pracownicy <span class="_ _0"></span>Grupy <span class="_ _8"></span>UNIMOT mają <span class="_ _8"></span>możliwoś<span class="_ _1"></span>ć <span class="_ _8"></span>uc<span class="_ _1"></span>zestniczenia <span class="_ _8"></span>w różnych <span class="_ _8"></span>inicjatywach rozwojowych, <span class="_ _8"></span>takich jak <span class="_ _8"></span>szkolenia </div><div class="t m0 x1 h2 y12fd ff1 fs0 fc1 sc0 ls0 ws0">wewnętrzne <span class="_ _1"></span>oraz <span class="_ _6"></span>zewnętrzne <span class="_ _1"></span>(w <span class="_ _6"></span>tym <span class="_ _1"></span>specjalistyczne <span class="_ _6"></span>i <span class="_ _1"></span>e<span class="_ _1"></span><span class="ff2">-</span>learningowe)<span class="_ _1"></span>, <span class="_ _1"></span>konferencje <span class="_ _1"></span>branżowe, <span class="_ _6"></span>seminaria, <span class="_ _1"></span>warsztaty </div><div class="t m0 x1 h2 y12fe ff1 fs0 fc1 sc0 ls0 ws0">czy <span class="_ _a"></span>kursy <span class="_ _a"></span>językowe. <span class="_ _a"></span>W <span class="_ _a"></span>2024 <span class="_ _4"></span>roku <span class="_ _a"></span>pr<span class="_ _1"></span>acownicy <span class="_ _a"></span>uczestniczyli <span class="_ _a"></span>ró<span class="_ _1"></span>wnież <span class="_ _a"></span>w <span class="_ _a"></span>szeregu <span class="_ _a"></span>szkoleń <span class="_ _a"></span>sp<span class="_ _1"></span>ecjalistycznych, <span class="_ _a"></span>m. <span class="_ _a"></span>in. <span class="_ _a"></span>z </div><div class="t m0 x1 h2 yb4d ff1 fs0 fc1 sc0 ls0 ws0">zakresu <span class="_ _b"> </span>zarządzania <span class="_ _b"> </span>śladem <span class="_ _b"> </span>w<span class="_ _1"></span>ęglowym <span class="_ _b"> </span>organizacji, <span class="_ _b"> </span>rynku <span class="_ _b"> </span>energii, <span class="_ _b"> </span>biopaliw, <span class="_ _b"> </span>sankcji <span class="_ _b"> </span>go<span class="_ _1"></span>spodarczych, <span class="_ _b"> </span>kontrolingu, </div><div class="t m0 x1 h2 yd66 ff1 fs0 fc1 sc0 ls0 ws0">sprzedaży i wielu innych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y12ff ff1 fs0 fc5 sc0 ls0 ws0">W 2024 roku w Grupie UNIMOT przeprowadzono szkolenia dotyczące m.in.:<span class="ff2"> </span></div><div class="t m0 xa h11 y1300 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Kompetencji miękkich,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1301 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Umiejętności przywódczych,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ybc ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Znajomości systemów i narzędzi IT,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1302 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Finansów, prawa i podatków,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1303 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Work-life Balance, </span></span></div><div class="t m0 xa h11 y1304 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">ESG. </span></span></div><div class="t m0 x1 h2 y1305 ff1 fs0 fc1 sc0 ls0 ws0">Zorganizowano również szereg specjalistycznych szkoleń dla<span class="_ _8"></span> <span class="_ _1"></span>danych obszarów biznesowych. <span class="ff2"> </span></div></div><div class="c x1 yda0 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-13  MDR-M<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1306 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _7"></span>ze <span class="_ _8"></span>Strategią <span class="_ _8"></span>Grupy <span class="_ _7"></span>UNIMOT<span class="_ _1"></span> <span class="_ _7"></span>na <span class="_ _7"></span>l<span class="_ _1"></span>ata <span class="_ _7"></span>2024<span class="_ _1"></span><span class="ff2">-2028, <span class="_ _7"></span>miernikiem <span class="_ _8"></span>realizacji <span class="_ _7"></span>ce<span class="_ _1"></span>lu <span class="_ _7"></span>w <span class="_ _8"></span>obszarze<span class="_ _1"></span> <span class="_ _7"></span>jest <span class="_ _8"></span><span class="ff1">osiągniecie <span class="_ _8"></span>średniej </span></span></div><div class="t m0 x1 h2 y1307 ff1 fs0 fc1 sc0 ls0 ws0">liczby <span class="_ _17"> </span>godzin <span class="_ _17"> </span>s<span class="_ _1"></span>zkoleniowych <span class="_ _17"> </span>przypadając<span class="ff2 ls16">ej<span class="ls0"> <span class="_ _17"> </span></span></span>na <span class="_ _f"> </span>pracownika <span class="_ _17"> </span>nie <span class="_ _17"> </span>niższej, <span class="_ _f"> </span>niż <span class="_ _17"> </span>średnia <span class="_ _17"> </span>liczba <span class="_ _f"> </span>godzin <span class="_ _17"> </span>w <span class="_ _17"> </span>roku </div><div class="t m0 x1 h2 y31c ff1 fs0 fc1 sc0 ls0 ws0">poprzedzającym. <span class="_ _b"> </span>Grupa <span class="_ _b"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _b"> </span>traktuje <span class="_ _b"> </span>2024 <span class="_ _c"> </span>rok <span class="_ _b"> </span>jako <span class="_ _c"> </span>okres <span class="_ _b"> </span>bazowy <span class="_ _b"> </span>d<span class="_ _1"></span>la <span class="_ _b"> </span>dalszych <span class="_ _b"> </span>wy<span class="_ _1"></span>liczeń<span class="_ _1"></span><span class="ff2"> <span class="_ _b"> </span>i <span class="_ _c"> </span>w <span class="_ _b"> </span>perspektywie </span></div><div class="t m0 x1 h2 y1308 ff1 fs0 fc1 sc0 ls0 ws0">długoterminowej <span class="_ _6"></span>zakłada <span class="_ _a"></span>wzrost <span class="_ _a"></span>o <span class="_ _a"></span><span class="ff2">5</span>% <span class="_ _a"></span>liczby <span class="_ _6"></span>godzin <span class="_ _a"></span>szkoleniowych <span class="_ _a"></span>przypadających <span class="_ _6"></span>na <span class="_ _a"></span>pracownika <span class="_ _a"></span>w <span class="_ _6"></span>sto<span class="_ _1"></span>sunku <span class="_ _6"></span>do </div><div class="t m0 x1 h2 y38d ff2 fs0 fc1 sc0 ls0 ws0">roku bazowego. </div><div class="t m0 x1 h2 y1098 ff1 fs0 fc5 sc0 ls0 ws0">Kluczowe dane dotyczące szkoleń<span class="ff2">*: </span></div></div><div class="c x1 y9d8 w12c h63"><div class="t m0 xb h2 y661 ff1 fs0 fc5 sc0 ls0 ws0">Łączna liczba szkoleń (wewnętrznych i zewnętrznych) w Grupie UNIMOT<span class="ff2"> </span></div></div><div class="c xb9 y9d8 w12d h63"><div class="t m0 x111 h2 y661 ff2 fs0 fc5 sc0 ls0 ws0">1 903 </div></div></div><div class="pi" ></div></div><div id="pfd1" class="pf w0 h0" ><div class="pc pcd1 w0 h0"><img class="bi x9 y1309 w9 h205" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">209<span class="ls0"> </span></div></div><div class="c x1 y130a w12c h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Łączna liczba godzin szkoleniowych<span class="ff2"> </span></div></div><div class="c xb9 y130a w12d h1e"><div class="t m0 x111 h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">15 206 </div></div><div class="c x1 y130b w12c h17"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Średnia liczba godzin szkoleniowych w przeliczeniu na jednego pracownika </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">własnego<span class="ff2">*  </span></div></div><div class="c xb9 y130b w12d h17"><div class="t m0 x111 h2 ye1 ff2 fs0 fc1 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x1 y405 w12c h15"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Średnia liczba godzin szkoleniowych przypadających na jedną kobietę będącą </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">pracownikiem własnym<span class="ff2"> </span></div></div><div class="c xb9 y405 w12d h15"><div class="t m0 x111 h2 ye1 ff2 fs0 fc1 sc0 ls1 ws0">10<span class="ls0"> </span></div></div><div class="c x1 yc0c w12c h15"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Średnia liczba godzin szkoleniowych przypadających na jednego mężczyz<span class="_ _0"></span>nę </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">będącego pracownikiem własnym<span class="ff2"> </span></div></div><div class="c xb9 yc0c w12d h15"><div class="t m0 x111 h2 ye1 ff2 fs0 fc1 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y130c ff1 fs0 fc1 sc0 ls0 ws0">* <span class="_ _8"></span>Ś<span class="_ _1"></span>rednia <span class="_ _0"></span>liczba g<span class="_ _0"></span>odzin szk<span class="_ _0"></span>oleniowych = <span class="_ _8"></span>całkowita liczba <span class="_ _8"></span>godzin szkoleniowych <span class="_ _0"></span>(w ty<span class="_ _0"></span>m <span class="_ _0"></span>szkolenia orga<span class="_ _0"></span>nizowane przez </div><div class="t m0 x1 h2 y130d ff1 fs0 fc1 sc0 ls0 ws0">pracodawcę <span class="_ _1d"> </span>lub <span class="_ _1f"> </span>szkolenia <span class="_ _1f"> </span>zewnętrzne, <span class="_ _1f"> </span>na <span class="_ _1d"> </span>które <span class="_ _1f"> </span>praco<span class="_ _1"></span>dawca <span class="_ _1d"> </span>skierował) <span class="_ _1f"> </span>wśród <span class="_ _1f"> </span>pracowników <span class="_ _22"> </span>własnych </div><div class="t m0 x1 h2 y652 ff1 fs0 fc1 sc0 ls0 ws0">przeprowadzona w 2024 <span class="_ _0"></span>roku podzielona przez liczbę pracowników włas<span class="_ _1"></span>nych <span class="ff2">na koniec roku <span class="_ _0"></span>obrotowego w podziale </span></div><div class="t m0 x1 h2 y408 ff1 fs0 fc1 sc0 ls0 ws0">na płeć.<span class="ff2"> </span></div><div class="t m2 x1 h1d yeb9 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-26<span class="ls1d">. <span class="_ _0"></span><span class="ls0">Kluczowe<span class="_ _1"></span> dane <span class="ff1">dotyczące szkoleń w Grupie UNIMOT na 31.12.2024 r.</span> </span></span></div><div class="t m0 x1 h2 y130e ff1 fs0 fc5 sc0 ls0 ws0">Średnia liczba godzin szkoleniowych (w przeliczeniu na jednego p<span class="_ _0"></span>racownika) według grup stanowiskowych<span class="_ _1"></span><span class="ff2">*: </span></div></div><div class="c x1 y75a w12c h17"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Grupy stanowiskowe </div></div><div class="c xb9 y75a w12d h17"><div class="t m0 x111 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Średnia liczba godzin </div><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">szkoleniowych  </div></div><div class="c x1 yf98 w12c h63"><div class="t m0 xb h2 y661 ff1 fs0 fc1 sc0 ls0 ws0">Wyższa kadra zarządzająca (Zarządy Spółek i Dyrektorzy)<span class="ff2"> </span></div></div><div class="c xb9 yf98 w12d h63"><div class="t m0 x111 h2 y661 ff2 fs0 fc1 sc0 ls0 ws0">13,7 </div></div><div class="c x1 y130f w12c h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c xb9 y130f w12d h1e"><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">28,6 </div></div><div class="c x1 y1310 w12c h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni <span class="ff2"> </span></div></div><div class="c xb9 y1310 w12d h1e"><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">11,5 </div></div><div class="c x1 ydae w12c h184"><div class="t m0 xb h2 y1311 ff1 fs0 fc1 sc0 ls0 ws0">Średnia kadra zarządzająca (koordynatorzy, kierownicy<span class="ff2">, managerowie) </span></div></div><div class="c xb9 ydae w12d h184"><div class="t m0 x111 h2 y1311 ff2 fs0 fc1 sc0 ls1 ws0">15,<span class="ls0">3 </span></div></div><div class="c x1 y1312 w12c h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c xb9 y1312 w12d h1e"><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">17,9 </div></div><div class="c x1 y1313 w12c h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xb9 y1313 w12d h1e"><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">14,2 </div></div><div class="c x1 y43f w12c h206"><div class="t m0 xb h2 y637 ff2 fs0 fc1 sc0 ls0 ws0">Pozostali pracownicy </div></div><div class="c xb9 y43f w12d h206"><div class="t m0 x111 h2 y637 ff2 fs0 fc1 sc0 ls0 ws0">13,3 </div></div><div class="c x1 yea0 w12c h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c xb9 yea0 w12d h1e"><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">7,9 </div></div><div class="c x1 y1314 w12c h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xb9 y1314 w12d h1e"><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">15,4 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y11a6 ff1 fs0 fc1 sc0 ls0 ws0">* <span class="_ _8"></span>Ś<span class="_ _1"></span>rednia <span class="_ _0"></span>liczba g<span class="_ _0"></span>odzin szk<span class="_ _0"></span>oleniowych = <span class="_ _8"></span>całkowita liczba <span class="_ _8"></span>godzin szkoleniowych <span class="_ _0"></span>(w ty<span class="_ _0"></span>m <span class="_ _0"></span>szkolenia orga<span class="_ _0"></span>nizowane przez </div><div class="t m0 x1 h2 y442 ff1 fs0 fc1 sc0 ls0 ws0">pracodawcę <span class="_ _1d"> </span>lub <span class="_ _1f"> </span>szkolenia <span class="_ _1f"> </span>zewnętrzne, <span class="_ _1f"> </span>na <span class="_ _1d"> </span>które <span class="_ _1f"> </span>praco<span class="_ _1"></span>dawca <span class="_ _1d"> </span>skierował) <span class="_ _1f"> </span>wśród <span class="_ _1f"> </span>pracowników <span class="_ _22"> </span>własnych </div><div class="t m0 x1 h2 y1315 ff1 fs0 fc1 sc0 ls0 ws0">przeprowadzona w 2024 <span class="_ _0"></span>roku podzielona przez liczbę pracowników włas<span class="_ _1"></span>nych <span class="ff2">na koniec roku <span class="_ _0"></span>obrotowego w podziale </span></div><div class="t m0 x1 h2 y1316 ff1 fs0 fc1 sc0 ls0 ws0">na stopień zaszeregowania i płeć.<span class="ff2"> </span></div><div class="t m2 x1 h1d yb3d ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _0"></span>3.27. <span class="ff1">Średnia <span class="_ _8"></span>liczba godzin szkoleniowych w <span class="_ _8"></span>podziale na <span class="ff2">grup<span class="_ _0"></span>y stanowisk <span class="_ _0"></span>w Grupie UNIMOT <span class="_ _8"></span>na 31.12.2024 r<span class="_ _8"></span>. </span></span></div><div class="t m0 x1 h2 y1317 ff1 fs0 fc1 sc0 ls0 ws0">Ponadto, <span class="_ _1"></span>każdy <span class="_ _6"></span>z <span class="_ _1"></span>pracowników <span class="_ _6"></span>własnych <span class="_ _6"></span>Spółek <span class="_ _1"></span>Grupy <span class="_ _6"></span><span class="ff2">(10<span class="_ _1"></span>0%) <span class="_ _1"></span></span>uczes<span class="_ _1"></span>tniczy <span class="_ _1"></span>w <span class="_ _1"></span>regularnych <span class="_ _6"></span>ocenach <span class="_ _6"></span>wyników <span class="_ _1"></span>pracy </div><div class="t m0 x1 h2 y1318 ff1 fs0 fc1 sc0 ls0 ws0">odbywających się na podstawie realizacji rocznych celów premiowych.<span class="ff2"> </span></div><div class="t m0 xc hf y1319 ff2 fs1 fc7 sc0 ls0 ws0">3.1.6.<span class="ff5"> <span class="_ _d"> </span><span class="ff1">Bezpieczne i ergonomiczne<span class="_ _8"></span> środowisko pracy<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y3a8 ff2 fs0 fce sc0 ls0 ws0">Istotne zagadnienia <span class="ff1">wynikające z badania podwójnej istotności </span> </div></div><div class="c x1 y131a w6c h63"><div class="t m0 xb h2 y661 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y131a w6d h63"><div class="t m0 x111 h2 y661 ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 yb42 w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e yb42 w6d h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S1 Własna siła robocza<span class="ff2"> </span></div></div><div class="c x1 yef w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e yef w6d h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo i higiena pracy<span class="ff2"> </span></div></div><div class="c x1 y131b w6c h11d"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y131c w6e hf4"><div class="t m0 xb h2 y11d6 ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y131b w6d h11d"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y3d2 w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y3d2 w6d h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Wiceprezes ds. HR UNIMOT S.A. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y131d ff2 fs0 fce sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y496 ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie <span class="ff1">istotnych tematów</span> </div><div class="t m0 x1 h2 y131e ff1 fs0 fc0 sc0 ls0 ws0">Bezpieczeństwo i higiena pracy<span class="ff2"> </span></div></div><div class="c x1 y131f w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-1   S1-14   MDR-P </span></div></div></div><div class="pi" ></div></div><div id="pfd2" class="pf w0 h0" ><div class="pc pcd2 w0 h0"><img class="bi x9 y87f w43 h1ce" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">210<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczne <span class="_ _a"></span>i <span class="_ _a"></span>ergonomiczne <span class="_ _a"></span>środowisko <span class="_ _a"></span>pracy <span class="_ _a"></span>jest <span class="_ _a"></span>jednym <span class="_ _a"></span>z <span class="_ _a"></span>kluczowych <span class="_ _a"></span>celów<span class="_ _1"></span> <span class="_ _a"></span>Grupy <span class="_ _6"></span>UNIMOT. <span class="_ _a"></span>Powyższe <span class="_ _a"></span>znalazło </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">swoje odzwierciedlenie w <span class="_ _8"></span>Strategii Grupy, gdzie <span class="_ _0"></span>wyznaczono cel w <span class="_ _0"></span>zakresie BHP <span class="_ _8"></span>or<span class="_ _1"></span>az mierniki <span class="_ _8"></span>sł<span class="_ _1"></span>użące jego <span class="_ _8"></span>realizacji.  <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">Naczelnym <span class="_ _4"></span>ele<span class="_ _1"></span>mentem, <span class="_ _5"> </span>a <span class="_ _4"> </span>także<span class="_ _1"></span> <span class="_ _4"></span>zbiorem <span class="_ _5"> </span>regulacji <span class="_ _5"> </span>prowadzących <span class="_ _5"> </span>do <span class="_ _5"> </span>stałego <span class="_ _5"> </span>podnoszenia <span class="_ _5"> </span>standardów <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _4"></span>zakres<span class="_ _1"></span>ie </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa <span class="_ _6"></span>i <span class="_ _1"></span>higieny <span class="_ _6"></span>pracy <span class="_ _6"></span>w <span class="_ _6"></span>całej <span class="_ _6"></span>Grupie <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>jest <span class="_ _6"></span>Polityka <span class="_ _6"></span>BHP <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMOT. <span class="_ _6"></span>Stos<span class="_ _1"></span>ując <span class="_ _1"></span>zawarte <span class="_ _6"></span>w <span class="_ _6"></span>niej </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">zapisy <span class="_ _a"></span>UNIMOT <span class="_ _4"></span>konse<span class="_ _1"></span>kwentnie <span class="_ _a"></span>dąży <span class="_ _4"></span>do <span class="_ _4"></span>eliminacji <span class="_ _4"></span>wypa<span class="_ _1"></span>dków <span class="_ _4"></span>przy <span class="_ _a"></span>pracy <span class="_ _4"></span>oraz <span class="_ _4"></span>minimalizac<span class="_ _1"></span>ji <span class="_ _a"></span>wystę<span class="_ _1"></span>powania <span class="_ _a"></span>chorób </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">zawodowych <span class="_ _b"> </span>i <span class="_ _b"> </span>l<span class="_ _1"></span>iczby <span class="_ _b"> </span>zdarzeń<span class="_ _1"></span> <span class="_ _b"> </span>potencjalnie <span class="_ _c"> </span>wypadkowych. <span class="_ _b"> </span>System <span class="_ _c"> </span>zarządzania <span class="_ _b"> </span>obszarem <span class="_ _c"> </span>BHP <span class="_ _b"> </span>obejmuje <span class="_ _c"> </span>również </div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">prowadzenie profilaktyki wzmacniającej kulturę bezp<span class="_ _0"></span>ieczeństwa w <span class="ff2">S</span>półkach Grupy. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">Polityka BHP <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT o<span class="_ _1"></span>bowiązuje we <span class="_ _1"></span>wszystkich S<span class="_ _1"></span>półkach. Poza <span class="_ _1"></span>Polityką BHP <span class="_ _1"></span>ustanow<span class="_ _1"></span>ioną na s<span class="_ _1"></span>zczeblu całej </div><div class="t m0 x1 h2 y754 ff1 fs0 fc1 sc0 ls0 ws0">Grupy Kapitałowe<span class="_ _1"></span>j, w <span class="_ _1"></span>niektórych <span class="_ _1"></span>Spółkach Grupy <span class="_ _1"></span>funkcjonują odrębne,<span class="_ _1"></span> wynikające <span class="_ _1"></span>ze s<span class="_ _1"></span>pecyfiki ich <span class="_ _1"></span>działalności <span class="_ _1"></span>oraz  </div><div class="t m0 x1 h2 y755 ff2 fs0 fc1 sc0 ls0 ws0">projektowane <span class="_ _19"> </span>w<span class="_ _1"></span> <span class="_ _19"> </span>odpowiedzi <span class="_ _19"> </span>na <span class="_ _17"> </span>ryz<span class="ff1">yka <span class="_ _17"> </span>występujące <span class="_ _19"> </span>w <span class="_ _17"> </span>Rejestrze <span class="_ _17"> </span></span>Ryzyk <span class="_ _19"> </span><span class="ff1">danej <span class="_ _17"> </span>Spółki, <span class="_ _19"> </span>syste<span class="_ _1"></span>m <span class="_ _19"> </span>zarządzania </span></div><div class="t m0 x1 h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwem i higieną pracy. <span class="ff2"> </span></div><div class="t m0 x1 h2 y122 ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT Bitumen </div><div class="t m0 x1 h2 y123 ff2 fs0 fc1 sc0 lsa ws0">W <span class="_ _1"></span><span class="ff1 ls0">jedynej <span class="_ _6"></span>produkcyjnej <span class="_ _6"></span>Spółce<span class="_ _1"></span> <span class="_ _1"></span>z <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMOT, <span class="_ _a"></span><span class="ff2">UNIMOT <span class="_ _6"></span>Bitumen, <span class="_ _6"></span>funkcjonuje <span class="_ _6"></span>certyfikowany <span class="_ _6"></span>system <span class="_ _6"></span>ISO <span class="_ _6"></span>45001 </span></span></div><div class="t m0 x1 h2 y124 ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie <span class="_ _f"> </span>Bezpieczeństwem <span class="_ _f"> </span>i <span class="_ _17"> </span>H<span class="_ _1"></span>igieną <span class="_ _f"> </span>pracy <span class="_ _f"> </span>w <span class="_ _f"> </span>ramach <span class="_ _f"> </span>Zintegrowanego <span class="_ _f"> </span>Systemu <span class="_ _17"> </span>Zarządzania <span class="_ _f"> </span>jakością, </div><div class="t m0 x1 h2 y125 ff1 fs0 fc1 sc0 ls0 ws0">środowiskiem i BHP. Procedury z obszaru BHP w Spółce zostały zaprezentowane w poniższej tabeli.<span class="ff2"> </span></div></div><div class="c x1 y1320 w12e h1ea"><div class="t m0 xb h2 y175 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y16f ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y170 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">Identyfikacja zagrożeń i ocena ryzyka za<span class="_ _0"></span>wodowego<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x7e y1320 w12f h1ea"><div class="t m0 xb h2 y175 ff1 fs0 fc1 sc0 ls0 ws0">Procedura <span class="_ _1f"> </span>ma <span class="_ _1f"> </span>na <span class="_ _22"> </span>celu <span class="_ _1f"> </span>z<span class="_ _1"></span>apewnienie, <span class="_ _1f"> </span>że <span class="_ _22"> </span>zostały </div><div class="t m0 xb h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">zidentyfikowane <span class="_ _40"> </span>zagrożenia <span class="_ _69"> </span>występujące <span class="_ _69"> </span>na </div><div class="t m0 xb h2 y170 ff1 fs0 fc1 sc0 ls0 ws0">stanowiskach <span class="_ _7"></span>pracy <span class="_ _8"></span>w <span class="_ _7"></span>UNIMOT<span class="_ _1"></span> <span class="_ _7"></span>Bitumen <span class="_ _8"></span>oraz, <span class="_ _8"></span>że <span class="_ _7"></span>została </div><div class="t m0 xb h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">przeprowadzona związana z nimi oce<span class="_ _1"></span>na ryzyka, a także </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">zapewnienie oceny szans dotyczących bhp, które mogą </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">prowadzić <span class="_ _c"> </span>do<span class="_ _1"></span> <span class="_ _c"> </span>poprawy <span class="_ _9"> </span>efektów <span class="_ _9"> </span>działania <span class="_ _c"> </span>w <span class="_ _9"> </span>zakresie </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa pracy.<span class="ff2"> </span></div></div><div class="c x1 y11ce w12e h14"><div class="t m0 xb h2 y1321 ff1 fs0 fc1 sc0 ls0 ws0">Gotowość i <span class="ff2">reagowanie na awarie i sytuacje kryzysowe </span></div></div><div class="c x7e y11ce w12f h14"><div class="t m0 xb h2 y2d7 ff2 fs0 fc1 sc0 ls0 ws0">Procedura <span class="_ _b"> </span>ma <span class="_ _b"> </span>na <span class="_ _c"> </span>celu <span class="_ _b"> </span>zapew<span class="_ _1"></span>nienie<span class="ff1">, <span class="_ _c"> </span>że <span class="_ _b"> </span>w <span class="_ _c"> </span>przypa<span class="_ _0"></span>dku </span></div><div class="t m0 xb h2 y2d8 ff2 fs0 fc1 sc0 ls0 ws0">zaistnienia <span class="_ _42"> </span>zdarzenia <span class="_ _29"> </span>awaryjnego/ <span class="_ _42"> </span>potencjalnie </div><div class="t m0 xb h2 y2d9 ff1 fs0 fc1 sc0 ls0 ws0">awaryjnego <span class="_ _1f"> </span>zostaną <span class="_ _22"> </span>przepr<span class="_ _1"></span>owadzone <span class="_ _1f"> </span>o<span class="_ _1"></span>dpowiednie </div><div class="t m0 xb h2 y34f ff1 fs0 fc1 sc0 ls0 ws0">działania pozwalające na:<span class="ff2"> </span></div><div class="t m0 xa6 h11 y1321 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _69"> </span><span class="ff1 fc1">zminimalizowanie  jego  wpływu  na  zdrowie  i </span></span></div><div class="t m0 x20 h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">życie ludzi oraz środowisko,<span class="ff2"> </span></div><div class="t m0 xa6 h11 yec ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _69"> </span><span class="ff1 fc1">s<span class="_ _1"></span>zybki <span class="_ _21"> </span>powrót <span class="_ _33"> </span>do <span class="_ _33"> </span>normalnej <span class="_ _33"> </span>działalności </span></span></div><div class="t m0 x20 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">przedsiębiorstwa,<span class="ff2"> </span></div><div class="t m0 xa6 h11 ye2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _69"> </span><span class="ff1 fc1">zminimalizowanie strat w majątku.<span class="_ _1"></span><span class="ff2"> </span></span></span></div></div><div class="c x1 yc71 w12e h19"><div class="t m0 xb h2 yd00 ff1 fs0 fc1 sc0 ls0 ws0">Prowadzenie <span class="_ _41"> </span>postępowań <span class="_ _41"> </span>w<span class="_ _1"></span>yjaśniających <span class="_ _41"> </span>po </div><div class="t m0 xb h2 y5e7 ff2 fs0 fc1 sc0 ls0 ws0">zdarzeniach awaryjnych </div></div><div class="c x7e yc71 w12f h19"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Procedura <span class="_ _c"> </span>ma <span class="_ _b"> </span>na <span class="_ _c"> </span>celu <span class="_ _c"> </span>określenie <span class="_ _c"> </span>zasad <span class="_ _b"> </span>prowadzenia </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">postępowań wyja<span class="_ _0"></span>śniających po <span class="_ _8"></span>zdarzeniach awaryjny<span class="_ _0"></span>ch </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">w UNIMOT Bitumen Sp. z o.o. </div></div><div class="c x1 y67f w12e h14"><div class="t m0 xb h2 y1322 ff1 fs0 fc1 sc0 ls0 ws0">Zasady zg<span class="_ _0"></span>łaszania i p<span class="_ _0"></span>ostępowania przy <span class="_ _8"></span>wy<span class="_ _1"></span>padkach <span class="_ _0"></span>oraz </div><div class="t m0 xb h2 y1323 ff2 fs0 fc1 sc0 ls0 ws0">chorobach zawodowych </div></div><div class="c x7e y67f w12f h14"><div class="t m0 xb h2 yd7 ff1 fs0 fc1 sc0 ls0 ws0">Procedura <span class="_ _10"> </span>ma <span class="_ _24"> </span>na <span class="_ _10"> </span>celu <span class="_ _24"> </span>zapewnienie, <span class="_ _10"> </span>że<span class="_ _1"></span> <span class="_ _10"> </span>w <span class="_ _24"> </span>razie </div><div class="t m0 xb h2 y1324 ff1 fs0 fc1 sc0 ls0 ws0">wystąpienia <span class="_ _4"></span>zdarzeń <span class="_ _4"> </span>wypadko<span class="_ _1"></span>wych <span class="_ _4"></span>w <span class="_ _4"> </span>spół<span class="_ _1"></span>ce <span class="_ _4"></span>UNIMOT </div><div class="t m0 xb h2 y1325 ff1 fs0 fc1 sc0 ls0 ws0">Bitumen <span class="_ _4"></span>Sp. <span class="_ _4"></span>z <span class="_ _4"></span>o.o. <span class="_ _4"> </span>przeprowadzone <span class="_ _4"> </span>zostaną<span class="_ _1"></span> <span class="_ _a"></span>działania </div><div class="t m0 xb h2 y282 ff1 fs0 fc1 sc0 ls0 ws0">zmniejszające <span class="_ _23"> </span>ich <span class="_ _20"> </span>wpływ<span class="_ _1"></span> <span class="_ _20"> </span>na<span class="_ _1"></span> <span class="_ _20"> </span>ż<span class="_ _1"></span>ycie <span class="_ _23"> </span>i <span class="_ _23"> </span>zdrowie </div><div class="t m0 xb h2 y283 ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _d"> </span>oraz <span class="_ _d"> </span>przeprow<span class="_ _1"></span>adzona <span class="_ _d"> </span>zostanie <span class="_ _d"> </span>analiza </div><div class="t m0 xb h2 y284 ff1 fs0 fc1 sc0 ls0 ws0">przyczyn <span class="_ _1d"> </span>i <span class="_ _22"> </span>skutków <span class="_ _22"> </span>wypadków <span class="_ _1f"> </span>przy <span class="_ _1f"> </span>pracy <span class="_ _22"> </span>oraz </div><div class="t m0 xb h2 y94c ff1 fs0 fc1 sc0 ls0 ws0">wprowadzone <span class="_ _45"> </span>zostaną <span class="_ _45"> </span>odpowiednie <span class="_ _45"> </span>działania </div><div class="t m0 xb h2 y94d ff1 fs0 fc1 sc0 ls0 ws0">doskonalące,  a <span class="_ _9"> </span>także  zapewnienie  badania  przyczyn </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _8"></span>okreś<span class="_ _1"></span>lenie <span class="_ _0"></span>działań <span class="_ _8"></span>w zakresie c<span class="_ _0"></span>horób <span class="_ _0"></span>zawodowych.<span class="ff2"> </span></div></div><div class="c x1 yf72 w12e h20"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Zasady <span class="_ _7"></span>postępowania <span class="_ _8"></span>przy <span class="_ _7"></span>w<span class="_ _1"></span>ykonywaniu <span class="_ _7"></span>prac<span class="_ _1"></span> <span class="_ _7"></span>w <span class="_ _8"></span>oparciu </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">o pisemne zezwolenia w Zakładzie Prod<span class="_ _0"></span>ukcyjnym NZJ<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x7e yf72 w12f h20"><div class="t m0 xb h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">Procedura  ma  na  celu <span class="_ _9"> </span>zapewnie<span class="_ _1"></span>nie,  b<span class="_ _0"></span>ezpieczeństwa </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">podczas <span class="_ _7"></span>wykonywania <span class="_ _7"></span>prac <span class="_ _7"></span>szcze<span class="_ _1"></span>gólnie <span class="_ _7"></span>niebezpiecznych </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">prowadzonych na <span class="_ _1"></span>terenie <span class="_ _1"></span>Zakładu Produkcyjnego <span class="_ _1"></span>Jasło </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">w oparciu o pisemne zezwolenia. </div></div><div class="c x1 y286 w12e h22"><div class="t m0 xb h2 yf5 ff2 fs0 fc1 sc0 ls0 ws0">Zasady <span class="_ _7"></span>postepowania <span class="_ _8"></span>przy <span class="_ _7"></span>w<span class="_ _1"></span>ykonywaniu <span class="_ _7"></span>prac<span class="_ _1"></span> <span class="_ _7"></span>w <span class="_ _8"></span>oparciu </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">o pisemne zezwolenia w Zakładzie Prod<span class="_ _0"></span>ukcyjnym AZC<span class="ff2"> </span></div></div><div class="c x7e y286 w12f h22"><div class="t m0 xb h2 yf4 ff1 fs0 fc1 sc0 ls0 ws0">Procedura <span class="_ _e"> </span>ma <span class="_ _e"> </span>na <span class="_ _d"> </span>celu <span class="_ _e"> </span>zapew<span class="_ _1"></span>nienie <span class="_ _e"> </span>bezpieczeństwa </div><div class="t m0 xb h2 yf5 ff1 fs0 fc1 sc0 ls0 ws0">podczas <span class="_ _7"></span>wykonywania <span class="_ _7"></span>prac <span class="_ _7"></span>szcze<span class="_ _1"></span>gólnie <span class="_ _7"></span>niebezpiecznych </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">prowadzonych <span class="_ _1d"> </span>na <span class="_ _1f"> </span>tere<span class="_ _1"></span>nie <span class="_ _1f"> </span>Zakładu <span class="_ _1d"> </span>Pro<span class="_ _1"></span>dukcyjnego </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Czechowice w oparciu o pisemne zezwolenia. </div></div></div><div class="pi" ></div></div><div id="pfd3" class="pf w0 h0" ><div class="pc pcd3 w0 h0"><img class="bi x9 y1326 w43 h207" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">211<span class="ls0"> </span></div></div><div class="c x1 y1327 w12e h21"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Monitorowanie bezpieczeństwa i higieny p<span class="_ _0"></span>racy<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x7e y1327 w12f h21"><div class="t m0 xb h2 y11ff ff1 fs0 fc1 sc0 ls0 ws0">Procedura <span class="_ _28"> </span>ma <span class="_ _20"> </span>na <span class="_ _20"> </span>celu <span class="_ _20"> </span>zapewnienie <span class="_ _20"> </span>bieżącego </div><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">obserwowania <span class="_ _9"> </span>stanu  bezpieczeństwa <span class="_ _9"> </span>i  higieny <span class="_ _9"> </span>pracy </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _8"></span>podejmowania działań <span class="_ _8"></span>zmierzających do <span class="_ _8"></span>poprawy i </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">doskonalenia <span class="_ _7"></span>s<span class="_ _1"></span>ystemu <span class="_ _8"></span>bezpieczeństwa <span class="_ _8"></span>i <span class="_ _8"></span>higieny <span class="_ _8"></span>pracy<span class="_ _1"></span> <span class="_ _7"></span>w<span class="_ _1"></span> </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Bitumen Sp. z <span class="ls2">o.o.</span> </div></div><div class="c x1 y1328 w12e h22"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Szkolenia <span class="_ _a"></span>w <span class="_ _a"></span>dziedzinie <span class="_ _4"></span>bezpieczeńs<span class="_ _1"></span>twa <span class="_ _a"></span>i <span class="_ _a"></span>higieny <span class="_ _a"></span>pracy </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">oraz ochrony przeciwpożarowej<span class="ff2"> </span></div></div><div class="c x7e y1328 w12f h22"><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">Instrukcja <span class="_ _6"></span>ma <span class="_ _6"></span>na <span class="_ _6"></span>celu <span class="_ _6"></span>określe<span class="_ _1"></span>nie <span class="_ _1"></span>s<span class="_ _1"></span>zczegółowych <span class="_ _6"></span>zasad </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">szkolenia <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>dziedzinie <span class="_ _5"> </span>bezpieczeństwa <span class="_ _a"></span>i <span class="_ _4"></span>higieny <span class="_ _4"></span>pracy<span class="_ _1"></span> </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _7"></span>oc<span class="_ _1"></span>hrony <span class="_ _8"></span>przeciwpożarowej <span class="_ _8"></span>w <span class="_ _0"></span>UNIMOT <span class="_ _8"></span>Bitumen <span class="_ _8"></span>Sp. </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">z o.o. </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d ydca ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1f">28</span><span class="ff1">. Procedury regulujące obszar BHP w Sp<span class="_ _0"></span>ółce UNIMOT Bitumen.<span class="ff2"> </span></span></div><div class="t m0 x1 h2 y1329 ff2 fs0 fc1 sc0 ls0 ws0">Ponadto, <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>UNIMOT <span class="_ _8"></span>Bitumen <span class="_ _8"></span>funkc<span class="_ _1"></span>jonuje <span class="_ _7"></span>szere<span class="_ _1"></span>g <span class="_ _7"></span>instrukcji <span class="_ _8"></span>bhp, <span class="_ _8"></span>stanowiskow<span class="_ _1"></span>ych, <span class="_ _7"></span>technologicznych, <span class="_ _8"></span>alarmowych <span class="_ _8"></span>oraz </div><div class="t m0 x1 h2 y132a ff1 fs0 fc1 sc0 ls0 ws0">innych zawierających szczegółowe <span class="ff2">wymagania </span>w zakresie bezpieczeństwa pracy<span class="ff2">. </span></div><div class="t m0 x1 h2 y132b ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT Infrastruktura <span class="ff1">(11 grudnia 2024 r. <span class="_ _0"></span>Spółka została włączona w struktury Spółki UNIMOT Terminale)<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 yb49 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _a"></span>jest <span class="_ _a"></span><span class="ff2">zaklasyfikowano <span class="_ _a"></span>jako <span class="_ _a"></span></span>Zakład <span class="_ _a"></span> <span class="_ _a"></span>Du<span class="_ _1"></span>żego <span class="_ _a"></span>Ryzyka <span class="_ _a"></span>dlatego <span class="_ _a"></span>została <span class="_ _a"></span>wdrożona <span class="_ _4"></span><span class="ff2">w <span class="_ _a"></span>niej <span class="_ _a"></span>dokumentacja <span class="_ _a"></span>ZDR,<span class="_ _1"></span> <span class="_ _a"></span>w </span></div><div class="t m0 x1 h2 y132c ff1 fs0 fc1 sc0 ls0 ws0">skład <span class="_ _1d"> </span>której <span class="_ _1f"> </span>wchodzi <span class="_ _1f"> </span>Raport <span class="_ _1d"> </span>o<span class="_ _1"></span> <span class="_ _1d"> </span>Bezpieczeńs<span class="_ _1"></span>twie, <span class="_ _1d"> </span>Program <span class="_ _1d"> </span>Zapobiegania<span class="_ _1"></span> <span class="_ _1d"> </span>Awariom, <span class="_ _1f"> </span>System <span class="_ _1d"> </span>Zarządzania<span class="_ _1"></span> </div><div class="t m0 x1 h2 y132d ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwem <span class="_ _b"> </span>oraz <span class="_ _b"> </span>Wewnętrzy <span class="_ _b"> </span>Plan <span class="_ _b"> </span>Operacyjno<span class="ff2">- <span class="_ _b"> </span></span>R<span class="_ _1"></span>atowniczy. <span class="_ _b"> </span>Ponadto, <span class="_ _b"> </span>kwestie <span class="_ _b"> </span>BHP <span class="_ _b"> </span>są <span class="_ _b"> </span>regulowane<span class="_ _1"></span> <span class="_ _b"> </span>poprzez<span class="ff2"> </span></div><div class="t m0 x1 h2 y132e ff1 fs0 fc1 sc0 ls0 ws0">szereg procedur zaprezentowanych w poniższej tabeli.<span class="ff2"> </span></div></div><div class="c x1 y132f w6c h18"><div class="t m0 xb h2 y5e8 ff1 fs0 fc1 sc0 ls0 ws0">Identyfikacja zagrożeń i ocena ryzyka za<span class="_ _0"></span>wodowego  <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x7e y132f w6d h18"><div class="t m0 x111 h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Dotyczy <span class="_ _a"></span>zidentyfikowania <span class="_ _4"></span>zagrożeń <span class="_ _4"></span>na <span class="_ _a"></span>poszczególnych </div><div class="t m0 x111 h2 yde ff2 fs0 fc1 sc0 ls0 ws0">stanowiskach <span class="_ _d"> </span>pracy <span class="_ _e"> </span>oraz <span class="_ _d"> </span>dokonanej <span class="_ _d"> </span>na <span class="_ _d"> </span>nich <span class="_ _e"> </span>o<span class="_ _1"></span>ceny </div><div class="t m0 x111 h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">ryzyka zawodowego a także oszacowania ryzyka.<span class="ff2"> </span></div></div><div class="c x1 y1330 w6c h19"><div class="t m0 xb h2 y1331 ff1 fs0 fc1 sc0 ls0 ws0">Zasady bezpieczeństwa na bocznicy k<span class="_ _0"></span>olejowej <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x7e y1330 w6d h19"><div class="t m0 x111 h2 yec ff2 fs0 fc1 sc0 ls0 ws0">P<span class="ff1">rocedura <span class="_ _b"> </span>mająca <span class="_ _c"> </span>na <span class="_ _c"> </span>celu <span class="_ _c"> </span>ograniczenie <span class="_ _b"> </span>do <span class="_ _c"> </span>minimum </span></div><div class="t m0 x111 h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">sytuacji niebezpiecznych <span class="_ _8"></span>podczas wykonywania <span class="_ _8"></span>pr<span class="_ _1"></span>ac na </div><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">terenie kolejowym. </div></div><div class="c x1 y1332 w6c h20"><div class="t m0 xb h2 y5b1 ff2 fs0 fc1 sc0 ls0 ws0">Instrukcja bhp - praca zdalna  </div></div><div class="c x7e y1332 w6d h20"><div class="t m0 x111 h2 ydc ff2 fs0 fc1 sc0 ls0 ws0">D<span class="ff1">otyczy <span class="_ _8"></span>wykonywania p<span class="_ _0"></span>rzez pracowników <span class="_ _8"></span>pracy <span class="_ _8"></span>zdalnej </span></div><div class="t m0 x111 h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">jak <span class="_ _35"> </span>rów<span class="_ _1"></span>nież <span class="_ _35"> </span>okreś<span class="_ _1"></span>la <span class="_ _35"> </span>sposoby <span class="_ _2f"> </span>bezpiecznego </div><div class="t m0 x111 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">wykonywania <span class="_ _17"> </span>tejże <span class="_ _19"> </span>p<span class="_ _1"></span>racy <span class="_ _17"> </span>z <span class="_ _17"> </span>uwzględnieniem <span class="_ _19"> </span>z<span class="_ _1"></span>asad </div><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">ergonomii i bhp. </div></div><div class="c x1 y6b0 w6c h21"><div class="t m0 xb h2 y1333 ff2 fs0 fc1 sc0 ls0 ws0">Pierwsza pomoc i ewakuacja </div></div><div class="c x7e y6b0 w6d h21"><div class="t m0 x111 h2 y114 ff2 fs0 fc1 sc0 ls0 ws0">O<span class="ff1">kreśla <span class="_ _28"> </span>wykazy <span class="_ _20"> </span>pracowników <span class="_ _20"> </span>wyznaczonych <span class="_ _28"> </span>do </span></div><div class="t m0 x111 h2 y115 ff2 fs0 fc1 sc0 ls0 ws0">udzielania <span class="_ _e"> </span> <span class="_ _d"> </span>pierwszej <span class="_ _e"> </span>pomoc<span class="_ _1"></span>y <span class="_ _e"> </span>przedmedycznej <span class="_ _e"> </span>ora<span class="_ _1"></span>z </div><div class="t m0 x111 h2 yec ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _4"></span>wyznaczonych <span class="_ _a"></span>do <span class="_ _4"></span> <span class="_ _4"></span>wykonywania <span class="_ _4"></span>działań </div><div class="t m0 x111 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _2e"> </span>zakresie <span class="_ _2e"> </span>zwalczania <span class="_ _2e"> </span>pożarów <span class="_ _2e"> </span>i <span class="_ _1a"> </span>e<span class="_ _1"></span>wakuacji </div><div class="t m0 x111 h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">pracowników.<span class="ff2"> </span></div></div><div class="c x1 y1334 w6c h19"><div class="t m0 xb h2 y1331 ff2 fs0 fc1 sc0 ls0 ws0">W<span class="ff1">ytyczne pracy wewnątrz zbiorników </span> </div></div><div class="c x7e y1334 w6d h19"><div class="t m0 x111 h2 yec ff2 fs0 fc1 sc0 ls0 ws0">P<span class="ff1">rocedura <span class="_ _38"> </span>określa <span class="_ _38"> </span>szczegółowe <span class="_ _38"> </span>wytyczne <span class="_ _38"> </span>BHP </span></div><div class="t m0 x111 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">dotyczące <span class="_ _38"> </span>pracy <span class="_ _39"> </span>w<span class="_ _1"></span>ewnątrz <span class="_ _38"> </span>zbiorników, <span class="_ _38"> </span>zasady </div><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">asekuracji itp. </div></div><div class="c x1 y1074 w6c h1ec"><div class="t m0 xb h2 y1335 ff2 fs0 fc1 sc0 ls0 ws0">Sytuacje niebezpieczne  </div></div><div class="c x7e y1074 w6d h1ec"><div class="t m0 x111 h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">Określa <span class="_ _6"></span>zasady <span class="_ _a"></span>zgłaszania <span class="_ _6"></span>syt<span class="_ _1"></span>uacji <span class="_ _6"></span>niebezpiecznych <span class="_ _a"></span>do </div><div class="t m0 x111 h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">spec. <span class="_ _19"> </span>Ds. <span class="_ _19"> </span>bezp. <span class="_ _d"> </span>Proc.<span class="_ _1"></span> <span class="_ _d"> </span>ZD<span class="_ _1"></span>R. <span class="_ _d"> </span>Cele<span class="_ _1"></span>m <span class="_ _d"> </span>proce<span class="_ _1"></span>dury <span class="_ _d"> </span>jes<span class="_ _1"></span>t </div><div class="t m0 x111 h2 ydc ff1 fs0 fc1 sc0 ls0 ws0">zapewnienie  że wszystkie sytuacje niebezpieczne będą </div><div class="t m0 x111 h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">identyfikowane <span class="_ _6"></span>oraz <span class="_ _a"></span>analizowane <span class="_ _a"></span> <span class="_ _a"></span>i <span class="_ _6"></span>na <span class="_ _a"></span>podstawie <span class="_ _a"></span>tych </div><div class="t m0 x111 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">analiz <span class="_ _28"> </span>podejmowane <span class="_ _28"> </span>będą <span class="_ _28"> </span>d<span class="_ _1"></span>ziałania <span class="_ _33"> </span>e<span class="_ _1"></span>liminujące </div><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">z<span class="ff1">agrożenia.</span> </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y1045 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1f">29</span><span class="ff1">. Procedury regulujące obszar BHP w Sp<span class="_ _0"></span>ółce UNIMOT Infrastruktura.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 y13b ff2 fs0 fc5 sc0 ls0 ws0">OLAVION </div><div class="t m0 x1 h2 yfb1 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"> </span>S<span class="_ _1"></span>półce <span class="_ _5"> </span>został <span class="_ _5"> </span>wdrożony <span class="_ _4"></span>Syste<span class="_ _1"></span>m <span class="_ _4"></span>Zarządzania <span class="_ _5"> </span>Bezpieczeństwem <span class="_ _5"> </span>(SMS), <span class="_ _5"> </span>który <span class="_ _4"></span>porządkuj<span class="_ _1"></span>e <span class="_ _4"> </span> <span class="_ _5"> </span>organizację, <span class="_ _5"> </span>środki <span class="_ _5"> </span>i </div><div class="t m0 x1 h2 y7c5 ff1 fs0 fc1 sc0 ls0 ws0">procedury <span class="_ _9"> </span>przyjęte  przez <span class="_ _9"> </span>zarządcę  infrastruktury <span class="_ _9"> </span>i  przewoźnika <span class="_ _9"> </span>kolejowego  w <span class="_ _9"> </span>celu  zapewnienia <span class="_ _9"> </span>bezpiecznego </div><div class="t m0 x1 h2 y1336 ff1 fs0 fc1 sc0 ls0 ws0">zarządzania <span class="_ _1"></span>swoim <span class="_ _6"></span>działaniem, <span class="_ _1"></span>w <span class="_ _6"></span>zgodności <span class="_ _6"></span>z<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>przepisami <span class="_ _1"></span>ro<span class="_ _1"></span>zporządzenia <span class="_ _1"></span>Komisji <span class="_ _1"></span>(UE)<span class="_ _1"></span> <span class="_ _1"></span>2018/762. <span class="_ _6"></span>W <span class="_ _1"></span>odnies<span class="_ _1"></span>ieniu <span class="_ _1"></span>do </div><div class="t m0 x1 h2 y1337 ff1 fs0 fc1 sc0 ls0 ws0">BHP w ramach SMS funkcjonują w szczególności:<span class="ff2"> </span></div><div class="t m0 x1 h11 y1338 ff2 fs0 fc1 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff2">Procedury: </span></span></div></div></div><div class="pi" ></div></div><div id="pfd4" class="pf w0 h0" ><div class="pc pcd4 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">212<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y85 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">P/01 <span class="_ _9"> </span>- <span class="_ _9"> </span><span class="ff1">Opracowywanie, <span class="_ _9"> </span>nadzorowanie <span class="_ _9"> </span>i <span class="_ _9"> </span>zarządzanie <span class="_ _9"> </span>programem <span class="_ _9"> </span>poprawy <span class="_ _9"> </span>bezpieczeńs<span class="_ _1"></span>twa <span class="_ _c"> </span>oraz <span class="_ _9"> </span>ocena </span></span></span></div><div class="t m0 x15 h2 yc2c ff1 fs0 fc1 sc0 ls0 ws0">zgodności celów <span class="_ _1"></span>ze standardami –<span class="ff2"> <span class="_ _1"></span></span>procedura określa sposób pos<span class="_ _1"></span>tępowania, w celu o<span class="_ _1"></span>pracowania i realizacji<span class="_ _1"></span> </div><div class="t m0 x15 h2 yc46 ff1 fs0 fc1 sc0 ls0 ws0">w Spółce programu poprawy bezpieczeństwa, w tym celów bezpieczeństwa,<span class="ff2"> </span></div><div class="t m0 xa h11 yc47 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">P/05 <span class="_ _9"> </span>- <span class="_ _c"> </span>Realizacja <span class="_ _c"> </span>proc<span class="_ _1"></span>esu <span class="_ _c"> </span>przewozowego <span class="_ _9"> </span><span class="ff1">–</span> <span class="_ _9"> </span><span class="ff1">procedura <span class="_ _c"> </span>określa <span class="_ _9"> </span>schemat <span class="_ _c"> </span>postępowania <span class="_ _c"> </span>dla <span class="_ _9"> </span>bezpiecznej </span></span></span></div><div class="t m0 x15 h2 yc48 ff1 fs0 fc1 sc0 ls0 ws0">realizacji <span class="_ _c"> </span>tr<span class="_ _1"></span>ansportu <span class="_ _c"> </span>kolejow<span class="_ _1"></span>ego <span class="_ _c"> </span>oraz <span class="_ _9"> </span>wskazuje <span class="_ _9"> </span>instrukcje, <span class="_ _9"> </span>do <span class="_ _9"> </span>których <span class="_ _9"> </span>przestrzegania <span class="_ _c"> </span>zo<span class="_ _1"></span>bowiązaniu <span class="_ _c"> </span>s<span class="_ _1"></span>ą </div><div class="t m0 x15 h2 y42d ff2 fs0 fc1 sc0 ls0 ws0">uczestnicy procesu, </div><div class="t m0 xa h11 ye35 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">P/06 <span class="_ _1"></span>- <span class="_ _1"></span>Ocena <span class="_ _1"></span>ryzyka <span class="_ _1"></span>zawodowego <span class="_ _1"></span><span class="ff1">–</span> <span class="_ _1"></span><span class="ff1">ustanawia <span class="_ _1"></span>metody <span class="_ _1"></span>identyfikacji zagrożeń <span class="_ _1"></span>i <span class="_ _1"></span>oce<span class="_ _1"></span>ny ryzyka <span class="_ _1"></span>związanego <span class="_ _1"></span>z </span></span></span></div><div class="t m0 x15 h2 y1339 ff1 fs0 fc1 sc0 ls0 ws0">pracą wykonywaną <span class="_ _8"></span>n<span class="_ _1"></span>a danym stanowisku, tym samym z<span class="_ _0"></span>apewnia minimaliz<span class="_ _0"></span>ację zagrożeń dla zdrowia i ży<span class="_ _0"></span>cia </div><div class="t m0 x15 h2 y133a ff1 fs0 fc1 sc0 ls0 ws0">pracowników,<span class="ff2"> </span></div><div class="t m0 xa h11 y133b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">P/09 - <span class="ff1">Zarządzanie zasobami ludzkimi –<span class="_ _1"></span></span> <span class="ff1">procedura określa przebieg procesu szkolenia pracowników, w tym </span></span></span></div><div class="t m0 x15 h2 y3d9 ff1 fs0 fc1 sc0 ls0 ws0">również dla szkoleń BHP,<span class="ff2"> </span></div><div class="t m0 xa h11 y133c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">P/15 <span class="_ _19"> </span>-<span class="_ _1"></span> <span class="_ _19"> </span><span class="ff1">Postępowanie <span class="_ _19"> </span>w<span class="_ _1"></span> <span class="_ _19"> </span>sytuacji <span class="_ _19"> </span>zaistnienia <span class="_ _19"> </span>zagrożenia <span class="_ _17"> </span>lub <span class="_ _19"> </span>zdarzenia <span class="_ _17"> </span></span>- <span class="_ _19"> </span><span class="ff1">dokument <span class="_ _17"> </span>określa <span class="_ _19"> </span>proces </span></span></span></div><div class="t m0 x15 h2 y133d ff1 fs0 fc1 sc0 ls0 ws0">postępowania w przypadku zaistnienia zdarz<span class="_ _0"></span>enia kolejowego: wypadku, poważnego wypadku, incydentu,<span class="ff2"> </span></div><div class="t m0 xa h11 y133e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">P/16 - <span class="_ _0"></span><span class="ff1">Audyty bezpieczeństwa <span class="_ _8"></span>–<span class="ff2"> </span>procedura ustanawia <span class="_ _8"></span>proce<span class="_ _1"></span>s <span class="_ _8"></span>przeprowadzania audytów wewnętrznych ora<span class="_ _0"></span>z </span></span></span></div><div class="t m0 x15 h2 y3da ff1 fs0 fc1 sc0 ls0 ws0">audytów u dostawców, w trakcie których weryfikowane są również kwestie odnoszące się d<span class="_ _0"></span>o BHP,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y3df ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">P/17 <span class="ff1">–</span> <span class="_ _8"></span>Kontrole <span class="ff1">–</span> <span class="_ _8"></span><span class="ff1">procedura <span class="_ _8"></span>ustanawia p<span class="_ _0"></span>roces przeprowadz<span class="_ _0"></span>ania <span class="_ _0"></span>kontroli, <span class="_ _0"></span>w <span class="_ _0"></span>trakcie <span class="_ _8"></span>których weryfikowane <span class="_ _0"></span>są </span></span></span></div><div class="t m0 x15 h2 y133f ff1 fs0 fc1 sc0 ls0 ws0">również kwestie odnoszące się do <span class="_ _0"></span>BHP,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y622 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">P/18 <span class="_ _1"></span>-<span class="_ _1"></span> <span class="_ _1"></span><span class="ff1">Kształtowanie <span class="_ _6"></span>kultury <span class="_ _1"></span>be<span class="_ _1"></span>zpieczeństwa <span class="_ _1"></span>w <span class="_ _1"></span>syste<span class="_ _1"></span>mie <span class="_ _1"></span>zarządzania <span class="_ _1"></span>bezpiec<span class="_ _1"></span>zeństwem <span class="_ _6"></span></span>- <span class="_ _6"></span>celem <span class="_ _6"></span>procedury </span></span></div><div class="t m0 x15 h2 y1340 ff1 fs0 fc1 sc0 ls0 ws0">jest krzewienie proaktywnego podejścia do k<span class="_ _0"></span>westii  bezpieczeństwa,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h11 ye58 ff2 fs0 fc1 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _28"> </span><span class="ff2">Instrukcje: </span></span></div><div class="t m0 xa h11 y6b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">Instrukcja  dla <span class="_ _9"> </span>maszynisty  p<span class="_ _8"></span>o<span class="_ _1"></span>jazdu <span class="_ _9"> </span>trakcyjnego  OLA-<span class="ls1">1  </span><span class="ff1">–</span> <span class="_ _9"> </span><span class="ff1">instrukcja  określa, <span class="_ _9"> </span>jak  w <span class="_ _9"> </span>sposób  b<span class="_ _0"></span>ezpieczny </span></span></span></div><div class="t m0 x15 h2 ye59 ff1 fs0 fc1 sc0 ls0 ws0">wykonywać pracę na stanowisku maszynisty,<span class="ff2"> </span></div><div class="t m0 xa h11 yfdc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">Instrukcja <span class="_ _1"></span>dla <span class="_ _1"></span>rewidenta <span class="_ _1"></span>taboru <span class="_ _1"></span>OLA-<span class="ls1">3 <span class="_ _1"></span></span><span class="ff1">–</span> <span class="_ _1"></span><span class="ff1">instrukcja <span class="_ _1"></span>określa, <span class="_ _1"></span>jak w <span class="_ _1"></span>sposó<span class="_ _1"></span>b bezpieczny <span class="_ _1"></span>wykonywać <span class="_ _1"></span>pracę <span class="_ _1"></span>na </span></span></span></div><div class="t m0 x15 h2 yf85 ff2 fs0 fc1 sc0 ls0 ws0">stanowisku rewidenta taboru,  </div><div class="t m0 xa h11 yec0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">Instrukcja <span class="_ _c"> </span>o <span class="_ _c"> </span>postępowaniu <span class="_ _c"> </span>w <span class="_ _b"> </span>sprawach <span class="_ _c"> </span>poważnych <span class="_ _b"> </span>w<span class="_ _1"></span>ypadków, <span class="_ _c"> </span>wypad<span class="_ _0"></span>ków <span class="_ _c"> </span>i <span class="_ _b"> </span>incy<span class="_ _1"></span>dentów <span class="_ _b"> </span>w <span class="_ _c"> </span>transporcie </span></span></div><div class="t m0 x15 h2 y11fd ff2 fs0 fc1 sc0 ls0 ws0">kolejowym <span class="_ _8"></span>OLA-<span class="ls1">8 <span class="_ _8"></span><span class="ff1 ls0">–<span class="ff2"> </span>dokument <span class="_ _8"></span>określa <span class="_ _8"></span>szczegół<span class="_ _1"></span>owo <span class="_ _8"></span>sposób <span class="_ _8"></span>postępowania <span class="_ _8"></span>w prz<span class="_ _0"></span>ypadku <span class="_ _8"></span>zaistnienia zd<span class="_ _8"></span>ar<span class="_ _1"></span>zenia </span></span></div><div class="t m0 x15 h2 ye42 ff1 fs0 fc1 sc0 ls0 ws0">kolejowego: <span class="_ _4"> </span>w<span class="_ _1"></span>ypad<span class="_ _0"></span>ku, <span class="_ _4"> </span>poważ<span class="_ _1"></span>nego <span class="_ _4"> </span>wypadku, <span class="_ _5"> </span>incydentu, <span class="_ _4"> </span>powiadamian<span class="_ _1"></span><span class="ff2">ia <span class="_ _4"> </span>o <span class="_ _5"> </span>zdarzeniach, <span class="_ _5"> </span>sposo<span class="_ _1"></span>by <span class="_ _4"></span>badania </span></div><div class="t m0 x15 h2 yf2f ff1 fs0 fc1 sc0 ls0 ws0">zdarzeń oraz ich rejestrowania;<span class="ff2"> </span></div><div class="t m0 xa h11 y1341 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">Instrukcja <span class="_ _b"> </span>o <span class="_ _5"> </span>te<span class="_ _1"></span>chnice <span class="_ _5"> </span>wykonywania <span class="_ _5"> </span>manewrów<span class="_ _1"></span> <span class="_ _5"> </span>i <span class="_ _b"> </span>warunkach <span class="_ _5"> </span>zestawiania <span class="_ _b"> </span>taboru <span class="_ _5"> </span>w <span class="_ _b"> </span>pociągach <span class="_ _5"> </span>OLA<span class="_ _6"></span><span class="ff2">-<span class="ls1">11 <span class="_ _5"> </span></span></span>–<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x15 h2 y1342 ff1 fs0 fc1 sc0 ls0 ws0">instrukcja  z<span class="_ _0"></span>awiera <span class="_ _9"> </span>postanowienia  dotyczące <span class="_ _9"> </span>szczególnych  wymag<span class="_ _8"></span>ań  w  zakresie <span class="_ _9"> </span>bezpieczeństwa  pracy </div><div class="t m0 x15 h2 y1343 ff1 fs0 fc1 sc0 ls0 ws0">pracowników zatrudnionych przy wykonywaniu p<span class="_ _0"></span>rac manewrowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y1344 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">P-<span class="ls1">06 <span class="_ _1"></span></span>- <span class="_ _1"></span>Ocena <span class="_ _1"></span>ryzyka <span class="_ _1"></span>zawodowego <span class="_ _1"></span><span class="ff1">–</span> <span class="_ _1"></span><span class="ff1">ustanawia <span class="_ _1"></span>metody <span class="_ _1"></span>identyfikacji z<span class="_ _1"></span>agrożeń i <span class="_ _1"></span>oce<span class="_ _1"></span>ny <span class="_ _1"></span>ryzyka <span class="_ _1"></span>związanego z<span class="_ _1"></span> </span></span></span></div><div class="t m0 x15 h2 y1345 ff1 fs0 fc1 sc0 ls0 ws0">pracą wykonywaną <span class="_ _8"></span>n<span class="_ _1"></span>a danym stanowisku, tym samym z<span class="_ _0"></span>apewnia minimaliz<span class="_ _0"></span>ację zagrożeń dla zdrowia i ży<span class="_ _0"></span>cia </div><div class="t m0 x15 h2 yd85 ff1 fs0 fc1 sc0 ls0 ws0">pracowników,<span class="ff2"> </span></div><div class="t m0 xa h11 y1346 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">P-<span class="ls1">09 </span>- <span class="ff1">Zarządzanie zasobami ludzkimi –<span class="_ _1"></span></span> <span class="ff1">procedura określa przebieg proce<span class="_ _1"></span>su szkolenia pracowników, w tym </span></span></span></div><div class="t m0 x15 h2 ycd7 ff1 fs0 fc1 sc0 ls0 ws0">również dla szkoleń BHP,<span class="ff2"> </span></div><div class="t m0 xa h11 y1347 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">P-<span class="ls1">12 <span class="_ _1"></span></span><span class="ff1">–</span> <span class="_ _1"></span><span class="ff1">Opracowanie <span class="_ _1"></span>i <span class="_ _1"></span>ocena <span class="_ _1"></span>r<span class="_ _1"></span>ealizacji celów<span class="_ _1"></span> <span class="_ _1"></span>bezpieczeństwa <span class="_ _1"></span>–</span> <span class="_ _1"></span><span class="ff1">procedura <span class="_ _1"></span>określa <span class="_ _1"></span>sposób <span class="_ _6"></span>postępowania, <span class="_ _1"></span>w </span></span></span></div><div class="t m0 x15 h2 y1348 ff1 fs0 fc1 sc0 ls0 ws0">celu <span class="_ _c"> </span>o<span class="_ _1"></span>pracowania <span class="_ _c"> </span>i <span class="_ _c"> </span>realizacji <span class="_ _9"> </span>w <span class="_ _9"> </span>Spółce <span class="_ _c"> </span>ce<span class="_ _1"></span>lów <span class="_ _c"> </span>bezpieczeństwa <span class="_ _c"> </span>w <span class="_ _9"> </span>zakresie <span class="_ _c"> </span>fu<span class="_ _1"></span>nkcjonowania <span class="_ _c"> </span>Spółki, <span class="_ _c"> </span>jako<span class="_ _1"></span> </div><div class="t m0 x15 h2 yd89 ff2 fs0 fc1 sc0 ls0 ws0">podmiotu odpowiedzialnego za utrzymanie (ECM), </div><div class="t m0 xa h11 yd8a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">P-<span class="ls1">13 </span>- <span class="_ _8"></span><span class="ff1">Aud<span class="_ _1"></span>yty bezp<span class="_ _8"></span>ie<span class="_ _1"></span>czeństwa –<span class="ff2"> <span class="_ _8"></span><span class="ff1">proc<span class="_ _1"></span>edura <span class="_ _0"></span>ustanawia p<span class="_ _0"></span>roces przeprowadzania <span class="_ _8"></span>audytów wewnętrznych oraz </span></span></span></span></span></div><div class="t m0 x15 h2 y1349 ff1 fs0 fc1 sc0 ls0 ws0">audytów u dostawców, w<span class="ff2"> </span>trakcie których weryfikowane są również kwestie odnoszące się do BHP.<span class="ff2"> </span></div><div class="t m0 x1 h2 y3f6 ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT System </div><div class="t m0 x1 h2 y134a ff1 fs0 fc1 sc0 ls0 ws0">Dokument pn. <span class="_ _0"></span>Zasad organizacji, wykonywania <span class="_ _8"></span>i<span class="_ _1"></span> dokumentowanie prac <span class="_ _0"></span>gazoniebezpiecznych wprowadził jednolite <span class="_ _0"></span>w </div><div class="t m0 x1 h2 y11af ff1 fs0 fc1 sc0 ls0 ws0">całej <span class="_ _6"></span>Spółce <span class="_ _a"></span>zasady <span class="_ _6"></span>postępowania <span class="_ _6"></span>przy <span class="_ _a"></span>organizacji, <span class="_ _6"></span>wykonywaniu <span class="_ _a"></span>i <span class="_ _6"></span>dokumentowaniu <span class="_ _a"></span>prac <span class="_ _6"></span>gazoniebezpiecznych <span class="_ _6"></span>na </div><div class="t m0 x1 h2 y37b ff2 fs0 fc1 sc0 ls0 ws0">obiektach sieci gazowej oraz instalacja<span class="ff1">ch tak, aby <span class="_ _1"></span>prace te były prowadzone w sposób technic<span class="_ _1"></span>znie poprawny oraz w </span></div><div class="t m0 x1 h2 y134b ff1 fs0 fc1 sc0 ls0 ws0">sposób zapewniający bezpieczeństwo życia, zdrowia, mienia i środowiska. <span class="ff2"> </span></div><div class="t m0 x1 h2 y134c ff2 fs0 fc5 sc0 ls0 ws0">Rozlewnia gazu LPG w Zawadzkiem  </div><div class="t m0 x1 h2 y13d ff1 fs0 fc1 sc0 ls0 ws0">Terminal w Zawadzkiem prowadzi działalność<span class="_ _1"></span> polegającą na rozładunku, załadunku oraz magazynowaniu gazu <span class="_ _1"></span>LPG. </div><div class="t m0 x1 h2 yda3 ff1 fs0 fc1 sc0 ls0 ws0">Dostawy <span class="_ _1"></span>i <span class="_ _1"></span>odbiory odbywają <span class="_ _1"></span>się <span class="_ _1"></span>autoc<span class="_ _1"></span>ysternami oraz <span class="_ _1"></span>wagonami <span class="_ _1"></span>kolejowymi <span class="_ _1"></span>na <span class="_ _1"></span>bocznicy <span class="_ _1"></span>kolejowej. <span class="_ _1"></span>Na te<span class="_ _1"></span>renie bazy </div><div class="t m0 x1 h2 yffe ff1 fs0 fc1 sc0 ls0 ws0">znajduje się skład pod<span class="_ _1"></span>atkowy w którym <span class="_ _1"></span>znajduje się<span class="_ _1"></span> gaz LPG z<span class="_ _1"></span> zawieszoną akcyzą. <span class="_ _1"></span>Zakład nie prowadzi napełniania </div><div class="t m0 x1 h2 y134d ff2 fs0 fc1 sc0 ls0 ws0">butli (11 kg, 33 kg, oraz butli <span class="_ _0"></span>turystycznych). </div></div></div><div class="pi" ></div></div><div id="pfd5" class="pf w0 h0" ><div class="pc pcd5 w0 h0"><img class="bi x7 y11 w6 hb" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAY8AAABUCAIAAAD1dizoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uy9abRkV3Um+O29z7n3xvCGfDlnKjWieQAJSRiEQNhlY1MYU65yGYONjRk8lMtT22276LIxTXeZoimXbVyNaVOY0WY0YIvBCCGQ0JBKzUpJKaUylfP05oi40zln7/4RLxOpkdcClaFor/etWOu9Fy/ivbgR93x3729/ex8yM/zzQkR0iaGAEhxFQVz5jSo0AiM4AjIgB2T8CygBAniAxs/1WMUqVvE9BffP75AMBAYMIALAJw+SAQN7KAACPOBX7oQCCvD4+QTQ6omxilV8z4H++cVWNSwDyEBKT6EeNRgAg/E4oIIBBDAgagQbP9wA45PUtYpVrGKVrb5jCICdDKYIT6IdAwFIgH7Tc3h806fetYpVrGKVrb6jmaAhESJg47AJmoAEGCAr4lQak9dJ2epJxES6ylarWMX3Jv4Z6lYUwNk4z9MMidSIDIR2hYRIUQFI5CKcggnkQA5gG5OYAUqrbLWKVayy1XchFVSBCTIkaSIGFUhFkI+PtWXwCD7jlBKL708onAEGGAHghKBAtnpqrGIVq2z1HYcAgsaaXA0Hj23/T38q5ahxqJxmifstjKvWy1y3S+ec+cJX/li+cWvW75HBCAokIEFX2WoVq1hlq+84zCyAPLFryuaGr48+9oWNUT2rd5onTDWIrEOhMNW56PWnTfY2ADkCICDACAmIsNUzYxWrWGWr7zhIqEVwAJYWb/6Lv7yoCevbskEsoQ42AQB+Ga6d7J33Qz8C5xAadN3YviCAg/EqW61iFats9d1Agpk11PZGSycO7M3VGEEQY6YKi60GyIDa7ulr8azNKDQWRcMQIAfIkK1aQ1exilW2+q6lgmwmRPfdsyMrfMAwoFn24Xg/RdHFBkTFEY2nXfccdJumkOOuIKAHZGMDgxmg/yzfmFWs4v/fadO35rcajZAl+MkGCECOYx4RzebouBEIEAEGciACI8CAPtpUZZyjZlCKE+KGQJPQFyRDQVCF8Te8moSRj70MUJ6nOIMMc9XSTOdxri6JnazRWZTTecepACd9nwACEIABYEAH6AaIYi5HDlRpfs8eO3a8Hg1TLo1w6TiRkMm64ZGyW2y64qqpTRsQoQ4nCkRgqwEjhA7mBJsGQLHy2uocLTA5AoZoJm3UoX6jGRj56vnz7SMAhNJhGZojTWniSGAOQkrOJ3CNPT1sMnRHQAsUGHWtgnWgXYDUwDCAzOOkDRgERTAEBhFyMk4R4lWjmYkIACi1TAmIABk8kAOgNGzqOu9NqYLYJyCZCZFqK0yaGqJcWEKM5DilJCwhBk/sJYchVrXLi6oddrp5tMbIGM7gCY7HLwoVkAJ8CylgFodOCDReKi5BGCBrgdRQzzQWbEgRSqAsGpNHShCocIBSW1PW8WYgAlhjLJ0DIEBnpX2MAohASBqJOSExOKWQjd8CILUtZ/2TNkPAYApeWU0JiCkFoT4IRjGkVkkdCwE8/rvKUEbUlFdCHmBNxMjAUIURjHXYDjpZcbLdTWmlZeQUGJCTCzhgrL7Y+B5oAjNGo7rXLwCoKgt/+2ylZeQsweURMLQes0gezZqYXGQUvgFGsAHYQTYYedURh5KimHVRVCRDsIeKaUGsqSZZcY97gMEGTuAI9AwIVnsuICi16tAc64bWMsAc00Jdri0YqogBCaAczjUqUszXdeq6kltAu+g5Q2GWxdopAAUZBJEEJGQkTZPqMkzOJPaiMMGINLPUHY4cdxK07XoChCCGRGgAAfIG1MbFvmtJpoE8Am41afz203Rb4ZekRqRCagZSIwhIiBAVSaO2bcdlIAGZOg4wJTDUQ3l8/vP/h61SSCVDhDtkRAYFmAGDGWJMPmNQAAIBhgzwMJAlEBlIlUwQk6mSdzAzaGS2lNh714TATpg4xCQQhnrmpq7zvIAmOEkawdGIo8KMhR0DZGBKBG0BJedhbA1ptGSU9RJYQQRQSkIYsXCyglOsS58Xptwqc8YEUIKGltkRsxo0mc+orOtulwntU9lKm7ZlEfG+CUmEzFRETBPbipmQnXzD+Wyw8Q3KBIOaqXAWkxmUnKiZWSKCpZSLJwMigShKqVHFOYIw+ZQUQFBjz0pkMNOUMQMgGAE0/qCMVj6tcYcbpZP3MBkAhKiZ5xBMBERE39Sx+y2xlaGBOTJZsYcTwuwRevRxNz8EnLI2PmiPSidm+WTtilabWC6g3vSiq0NeBO4x50MM7YkjeHT/GuIUyuTVe/HJkBgsKXN2xulu65loEvJMhZiQgpKgCVUncygVNz0A3wINpE0+JKKsddDukGThzJnus84JKLuQkepm9uXe/bT/SKesEQNEwWwAqSDxvTY8//LnZKedXlOupn01ik24404fDcMKyTCz5lBvtHUAGJZzckbdhoNj/+LnHkeaQKejBBPIqoP028YQMGBCgRoQhAwVIQOKNiEEFG4gOrF3AShx1oYRkCGXpci9Ijq0gEPKoiEaCv/kJdDGJlnwrtjz+JFjRxczNxVoZGahsSLLRdJVV58PKKMlGOBhDsDDDx9eWBrUbXAud3mHmWKoifV5V54bG2QZlLG0PHpw564Q4HzHuUxENNaXXXJ+v0t1WXcyicmzgByC2r6Dx/bsPdzJ18AyQmK0oFDH5toXPkdr5JKIyRLd/cCjZUQyTwRKwRFS10/m/OwLzoQ2gFV1K1nvgV2HhoM6F991kkg5z+tRmZLOrJ0491mbCInQAkTIYAxFq0agkPC1m3d0elPd3mRZlmTGFDs59XvFeedt+8byJwBo2pBlXoG6Ts6LCBRoGjyx78TuPXuGVemcY+bnXHrxlvXTRQZHMEW04L0naIzJOQ9gWLb33r8rmDTRehOTFpXiuH/E2MbNt6fYZOUlJE4nOYgZCkDYnnfVBTHCecBMVeVkVPht6FYDcA8kChBgQBsWb9zx4FveURyZ83lRwhzVqR3UTirJRbNua2s3rjtM9Uv/4j/7qy7zREgo6nLPP2zf/tY/2dDEgqP2aHm0lKn5xMZS5e60N7zm0v/wuyBCgpIFIafERsjI6sHev7n+7je/a1PVeGuDK2ufIttk4yQUj+X+vDf/4lVv3ECcI/Bkrjgxf+9b//TEl7++vo4xjJBRIpBxljiLfP1LLvztrWfJVNWbdKqRqha33/vxN/67DYbh4tJEfyo04dhUPHseRjja4zzJZM246OyXfPGvpjou14RK4fNVtnoGUNhKY3kCDOShhAQoKVMCU4GAr3zty7d+8Qf+2x85tgAVdjA4G3cYMCiBCTAQnUoyvHhHflS2//29H/z0p7+wMFdnkyLiY9DB8vJpWzfe8KVPb9zQMzCtXHIBw+/9/tvvuvveECKxVzXAmNLmTev+4QufWrtGYFgum/e+7wPveMef+qwv3AlBVbXI6Mdf+dK3v/33IQxHjhAT2ECgm756+zve8WfLS8mQkYEogGKv56//+0+ed+YaCoKANuA1P/2GUYtaRVgoBSEstsvPv+qyT33oPRN9B6ROt1sG+b/f/Z4bvvTVpflhTtmwGfiOU8XkxMTznnfFRz78Z2TM5J5Sv2ZSw4f++rN//F//fH6uCoG89yIQidDqFS9/6X/6o7dOdk8FLArAZ65NGqJlhRhw86273vfBjxw8cPiRXbuaJpLzw0E5OdWPdXXRBedc9+JrfvIn/s2F529IgYcLwzVr+uyojcE7f/v2u37uDb/ctF65Ky5HVLH4NB/+N6IljYyV4MvGVfj4ohc+/8Mf/BP2UDVmkm9aX98SWzXgrhIiYgblNrOa7n1w28N71pEm5+dDtVZ0IlUJboB85HwRiQfLrU/H77933QsuqclyQurJ6eefcyzY5uW631a11K0LPmqWkIiGuZTb78NwhIkuUjKVKMjUAIuZUlUt/MPXzlscbW5KjyZhVGatwibbzMtkmlr/3Bde2XSKovEoI1xV77hz4fbtW4/NniVZE4ZRzACn5JRZ+Yxzzutu3gafB6TAbbcdHv/s9Rcemj1j7fTRuuy2yVfxqvl2UgHw4iJ5dTncngceHX7ppt6/fImSkiOS1TTwmaCAGqAMzgGFJDjAGK2jQgzVYPHmrx/5w/8w1HDjG3/tRb/yi9nFl6LfUwMrMgBEUTiJZlCC4ORlO6Ykznc6RTI/GCaj3qANABznvrt2WOnEdE8BhgMSVnoXoG5i0HDbSrfbSZYyx3U9OHjo+NSUpAiYOZex65D0wFOj2lRdnueDavGTn/3SRZdd9tqf+bEyNV04YYRoKmRwJ+aGxFNmHYBACRTrxaW1a/o2TvwcUmsRRWtWJxZkpJ6hWSdrg+v0ihiDWet8oUi79xxYHKWiu9lblrsJzUInywdldfuOnXfe88QVzz7T01irWEFrMNWPfuIzy8PUxIK467LeaLSU+QDE+eUKcmo0kgLJCGoMFp/j8/+w/X3v/+Tddz84apqklpKHdTm6Tn8mKdVRHj+w/Mj7PvFXH/nUi198za+87tVXXX1+AkIw730VInun8OymRiMm6nYyUq0ANpA9OZ2jdErMCvAEI1NCYgQBD8s2GVKEEJg1puTkKXPmvqXoIIOIEQwN6zICsmbv3Tf7LAzd6FB36Wh/uNRrAoKijVnTFo36EOLS1smph++8IwiW2FUZDuSOn3uuXLCt7PoKdbSGsqR5SFmbslZ9vfjILswtIAvBJa+UAySMDMlaHDh85LNf3NRUVRYqH+pOG/LWsjb5eDwtdp5zhlx1/hOCpptjqmdSf/1Lfz83e3Sy40MaBdfWvm58Xfl2qQgneuFf/PzrMDPdeHcEdphaG8ztvvmmtc6OHH1cs0DcTsAyi4Q2oFbXGgeg9cPRDX/y7mS8IH6x6LZOVqnnGSBT5LBIGGWIBYjQBRyg1CI0eOyJB//jOyeGC2fPL/Gnb/zK639L73+EYhXYQCu96RV4GYynirfOeQLakKJ6ow6k12rhiploRd1KgvcrraNjlXdl/dQJ2cRUZJfYK7mqjUmNnURFVQfnyWXEvtsEGpZq1DfrV7VAJueW2zf/4f+x78gsSwGCavSezFC1TdnWCRSJA/kAF5BHQ6/rYwJoTBakQDS0iRrl2rgxGQxjMq8Eg4g4g4Hl8PE5Nd/EbGnEcFODhpuUJSqWhvGvPvQpMBRs4JViEME5HDg6e/f99y8MS8l7Uf2gDJBOMB+NF0dVtBVl5xtCEPGwSh/46+vf9Eu/tf2uR0a1K1u0yYF77PpGvRjzqpZOf8PiMA5qHgX59Oe+8vo3/fbnPn+PAsYYtY3zzmdeTUajAOuITGpyZlBDgktwAVlLWUAW4BNcHOvUlkfLk+UJmVqWzIVkSvAeJCfl5qfiW2IrBtq2hSBqbLGM4fLRxx8rEGFtQu0KKiUtdLjsyDC1IsQaN6Hrji3GnfuLhjdEmmiQ0I0uv/rHfmxuVOXc6UKyOmUhOVWfkEdks8vpwZ3RGvWEpE4BQiuaEd33lx86i3PPIbUhaTKzDJwbI6E/tTY/fVsDZOioAQZaLI/s2Lm2pumWqC3zZK5JWTBnPCjr/pYtGzaeDle0IgD30Vvcf6A6fNyF1Cu6RBRVATreo0cnaVc/zHZ1tquzWcpE+JHDfHyphSYgqq5SzzNKBW28uAIwBBqCGjzQDQGP7n3gHX/aeWjvpKaZOpzVoLv74M73fABt8tqOxypG0oh4ctziU2wrALJMfFYENSVhl8dgyUicJ3JPK8fC86gsfZ4lSxAmoe5EJ8ZGGP0JD0oAQqs+6xJnBEeSEeVtxOTUOp9NfO2WW2sd1ylbILIgpWZyqg82EBmbMRmRy2R5UPrxHEiGkZGjZMllokjsBEx5p8/iU4JzzMQEGgzKzBcGR5w1kaJJrz81GLXiuiD/lRtvrmqMmmBA1dQgxKgK3L/zgWhKQgYjobwoDAoxEn7s8UeNYUmhqm2rNo566P965399yx++rW61rEIyVxQ9VTPDaDRSjSlFn8lgMNiwYUu7XCb4JtLc/Oj3/re3PPDAMREW9gCaphGhXq9DhnK4TBT7fe88Qqqb2CrUmFRIvAsawOYLpm8AREZEeZGnBFW0bQRARM+ErQSgXJIz0WZLyPa9/9Pb5uuZtl0X01kDO2/RiuCOMy2SZ9/RRj2IYH3ozKHl4ce/6gaEBgaXKMOVV2x43hXLjgsu8sisTuEUnAW3pcb9n/hbV49KNGBCbVEwBPPRuXjHg+vqpqEhOReda8mFClRKkN5Bos0vuAZadIGOAgmzX9/Z2zN7rnbyqtzgpxB1yvXz4BEz2bClueziTPoo0Yuy3nj9qB7e+shpyzoV0QnotNRrpQMJ1FnO8+i7LkpIsfU02cbnHUO44YF16rohdVeHNDwzsADiFJIUwICTchuX5todD9/+pv91+VM3nB3QW24nFGsUm9sUvnzbo7/9Fj5wOKXRMoY1mwvWTUGfhnvG6R0pOEHIVjgDxk+tLdlT/BQUgGQryeE4P0o2LpCNx3aYjOtaRmZkiSwvumUVl4ftBz/8mZRgqWHHTWrVYla4JpTjBHCl5ZRaUKscjACKoARSUAIlozTOjPDkMr+tlPlFsuXh0ECJjTwZISUUeU+VzNzi4mjnzkdz780gIoCyUATuuvt+531eFCG1nKFJNZyJ42ixLKulQWpDBSGII3JlbR/9+Oc++rHrF+Yb7/tRyQzVcLBmatJSNTXhU1gqskar+V6HDx58Ynrjplhbr7u2DjI7X/7Sv/vNx/YccY7blIjIUapH890i9oroZNg2x5MuEqo8h1F0jgFt2irLBWibZui5clQ5qR21wkEoaGw0KjMyL2rjWZrfvm7VTdoyarJOYhxcfOBDn35WHWvAQIGE2LWUBS5GrU6SRwiNwwKFYBxHgx2f+NvrfvSHh5N5AdLM4znPOuPVL7t15129SsikytAIwaQTZCLgwRu+evYddxfXvQSOUCICBMSH9vMj+1mrKm8DTwxdEMn74rV1cxNTj0xlV1zz3JKzLigZJMOJr+9Y06QJcIIOcwxABZOSL7Puviy7+KUvGWfvUdABMErLX75tKqSWtPaIzIGlTM63+XTbTMKy2MxboMJy8IzSoRu/vvWnXlqmaL63Klw9E7sVEUU4wgS4gdbUZG2NNtz1m3+wZvuuMyenBkuzmeUNUmltxrzm8JETH/jE8U0bNvzW64ucavg0rCf6U0nSU+RbGv/IyqYMNWMoA2ZG0HFKcbKUbitDYxm0oqEkgmOQrlTWCQSDEpQNwFihTKAIIzNt2iTOTfXW33ff7o9+/KZffvWLUmq9ZC1kOBr2u71RpaDENpZpEsGMyE4V8ldqVcYwNWIywIzieLYaATAhsEUbLo/AuVrgTNRCbGOv6LVl7Tlrm9H27fdf/dzzklruvAHEJMDNX71TuFAbWzhC0pR5ApkphdaqUrMZB7amSZ6dE/fev/zYiWOjXm89UZ5SI2KO2rlj+ycnei950WUXX3ThwsLCV2/62hMHDm9ev35hYeh8tx62k52JheXjfHTus5+58Rd/4TX9rlx8wXl/9sd/VDcE6po6J3Weh0Fpf/4XH9y1+4BQZ1AOiCh3BG3WrZ3+tV/95ZnpibH5hMzYDJTWzUx2cj7lW2B6RmyFGii0FXFqctu97aHZoejBPqJIEq8sKcpp01ubuaViWHnjiDhCS+J7Mcw/tgdLC+XUphlAiOCtuOJim+ymxRM9Q22kBDbKI3VM19fh8E23Puu6F4ITMiGggJa7j05HCQjwPBGpiupZuuaylkcJGy65GOvWdMDUroxbz3Y+ugnE5VIXPF8uu1zCqOmgaDVbqsPm885HhtphmW0G0WmcO7C/6+ICpWGhCZJAapzWzvjDx7owE07OzGnrYtJm/vATW5vSTXQq6Gp49QwghJDgHJCipWoqUwyrg3/y7vTw41tdUS7O1tSWyBrmFkmASWYJ7f6PfnLDCy/PXnAlYp1NT6Ey80+uNCmZGY0FZDVSgzlLbJSgjHQquFphKxrPvIYY2AjGbIxxIAaDsRlAY0cg2GhlUSGBIE7UlIjqOsaW/vI9H3zFC8/devpWBWDQRERCNl5nBrOV+Y7jOj4ExoCyMa38x/ENiSIjsZ3kMaCtalVlqFoLYjNYTFCDmRB7nz2++4lTx8+AmTYtHzm0oEnaNrksTxpozLxJiYSIUuSExkFABMZdO/Y/umtfUUwDrmlaNk2pWjc9efjwwbe8+fd/5mde3inQNLZnz7/6pV/6jaNzVa+TNY1OdqaqMFwzs75ulm++5bbf/I3XAJiamvrhH36JnEzQVaMTVwZ85GOfqsqBiTlyMSbOMgF3svw1r/rBfvENKwWvqGhgQkrGbGb2zdsjfGvrrUnJUCO55erBv/rMWYs00XAgVngfpKhFkW15+cu2Pe/K1jnAksShb+DDhrradmB2cOvtHmGyRhahEnDhaVsufVayJoOxWSIokCs8wplKs3//NTo6m9jGttHOIKVbHuiE1Aob6ZpGO9F8RF5SBrbe5Ate++q6W1CIGLWI5YFDu4YP7OyXpaCEhIGVyIiRuhCX6FkXXdY771xLtUqMaGi0uPy5L04cPN6NjXIgS0XSPIGA9Iprs8kpB67IQpcjmkUeHi/KhX2PYvvdvVALwir1PJNEMEICEiFkVDjog7vv/tlf3ffej26o60bLITfI/KE8H2a5F+9VEUY+DIt9++/8rbfNv+sj2ZLWmuaLU8XAk+xDCeNqIyVDSqRsiS2IRbbEFslO2hZWbiuRmCQhHd88zEMzrLjkWeHJAAObEbWghqgxVN4TgKpsOp3pPbuPvv3t75qbW44JZujmk1UZyByrsDIbWImMDR7ASqVeCSpkzOZYRcaPRAAi4Rubmhw/eiQTZ5ZArfggnDwUKTrm0LbeuXvvuWduvhov86hJYR9+/23lkGPjGDlBzIwFpqoKoU5s3PJC08ZaAV9kozK97W3vLCs2zWLLwq7o5N5ZvTz7v/zqm179b3+gcMEh5lKee9bUW9/yG6PFY81wgZOGOrLPBqMakEd27Xli7zwDuUCsJW0YDVlNVmsoC2cW29yxI+oWPe+8Rc19Eaqml8Gj8Qge0ZmKqZhpVAKYjABN+s27uXxrbBVCYF1GyQePDW558LyRnN7SaQM5d4nPG/C5Q+bc45XXuR+6+tBadyQL85NYmMKwp8TN2iYcvv9eQ4WEkYuLmcMkd684d1jwUHQpx2LHljoYejSI+aj0+08M9x2K4/OFgJaqB/eUcZm6uWoaWl0XXHf8iDQV3f6FZ3ef/+x5keABn0Zh7mO3Xz+y0YAr1+8f983SJJ3IYtvNYzdfdPbsl/2ArulTRLcupxFkfrDzfR89o2rXpjTTpHWVbhymTY2ui9AfeUFnzQzALdQ5KVLKxUiCO3gUN2zHkYV8VWV/ZohwgihYpgSk+/7sL/XW+88cRgnNyIWUZ3UMi9P9klkSCiMSzfsybUkeeGz729618PmbIDLHK+saT17fY1c2bKwyMdL4Rkh4inZlwDjnW8n6xJhMyBzMwVaMoycF2/GzxnuMRKLQ6WYhtm3b9vsT5Sioyvv/6sOP7jokAmG0rfaKPsAEIRAbMQjjv/ykMj7BsQopiwmZsAlofNX+hrB24sQJ55yZEqvPzHvy3gksd76uqhTTnt17jh45uuILMIXh3f/t/YKuJtftTqdomThSMwVMhLK61oW5UZb7YTMCsGfviTvuuMu7jpNCJNOk1WgYY33Wmaf9h9/5lU4uuQOjho26Bb7v6suefcl5U/0ug3LnQlKXZWXVlmV98823mQEGEWNqUlxEWnQSSBPD2qrUFDPvy+Gw4wsGIUFIQgtGw6gZDVMgUiIjxBRiaGvAvPdPW+77FjDdteTPh5u7886tNjSM5jruQN8fzXiIUYnZdmoCF1+BV/zoMe8vKjZuXYxc4oiXg718gGZ47/0z9eDxHkRlpulilLsrvu/xfm+uWxROzhnQ5bPo5hP7spKz+rTShtuP5MG1gpJbLNyvu289G9JtqElrlnudtombh7pR02HXbHzty+K66Q46y8hCRr39dt1bPr91cfHcKDa02XxybTOzdQ5n93vz5YF9m13nF/5NwoRFLYs+EvCVe/L7Hi8dP95xwfxmWT80299JR3th4szz5GXff1c3X8o6WRCwDEQnGr2ykoMf/gKS1RyBiEbRAAnBLEINAdoiAgm2ymZPh9IDBXLViPm46x7+1OeeMxz2mgXWRS9aZmlYGOpdPTpeUtinXLvT2+GWQ8WGvdN9C1q+/zPFY49vxHCAah6hTYTkWuRDCLUoSmNo6Yk0H1nRcC9wEeHtpAJCpzZjO2VSJE2cVEJ0jXGjUoMbAhwgCImR3FCtr2nS4A2uHhWkk50+LdZPuCJlxdr+xgs+fv0Ng4gAZN0wqo4TAhlgYuDxTFolVQAcTVqwKmJiNnIqZNIkGVGaNCtsZVfLaA4tZFBa0k7O0+VibEPSji7E4wNdKCbWLCxnals//ZkbmdUw8uIP7lveXc4Ns2h5OxgdzVxgMTgf2I+SJYmdLOzbey+s66ivwGN7H57ZvLaldqlegtOgsT8xLdz5iVe9lERdJmbcNnAyZdbLst613/9Dg7ZqpQ6+9tRq2/Q6PbH8C5+/kU4RCeXOr2e/yXQN5xOJku/kTta1deEzNZkzamLriZlyAJPABNAbd00C7Hwm3uVFl8iN73lGbMXIhBB16b77mmYU0KTYZuOQzXWCdNedeRaEMTWxZvOmwajsBFkX/VSp/SatN9c8vBePHibAKcEIebHhwmflp21iJbfUpCYO2UbVoENZ1dYpxdEjjyJAGIXGfTfeHGNISKqJCRyaXidfqpcNebZ2/Yarr2yco6Q5oJzmP/spN79ERgokMlEjwEOGg5Kkt/ni89k5J0KTXbOEtt3+mb8jmKVAKZCXYTVynKessC0bN2zZtuY5l3fWzHhlrs1aBVFjKQB75w/v/btPO40A4BgCBca9qifXhK70R63imys2gBIero9nDe77g/ecvpT2xcH+abRFXtWVnGMAACAASURBVARMNrQuZufWPbXi2GRn6Yy19UuvoDe/6rJ3/vq//i9v/pE/+f01r7h2cfaw07pIbT42D6ST5+hJFZ0MrP+0E8roScYuxyxt0zhhcShHw7Ksb/jSVw4dPGFAXbVFp39yWf0PXa9iDOMSvqoyM0AE8t4zk4h471PSL3z+S8tlqaCYbMeOezWEGIIT6RSFaooxmiXAmNkMRhgOR2bmvRhw+PCx+fl54hUGYOaUkqpefvnlnQ4DRDR+ohGBGBdffGGeexZWiyAa/yqmuLS0VNffLRnhW3lQ5eCgGJQH79zhJLBTtbYAsVLtO3OdzvQlF6Kbo19MX3DufAoZsg2NWz/CmoipECcOHccH/24akGQIEWb+7G3bfuD5gGxBNzNe6tgojTpkrtvR0CzcfT9GI4qNX1p+5OOftxRHSMkCQYvYeqjBL0GnLrkEZ58VuduFdKC+Gt3+sY9OLSx65SFQO/MKNhQqbRWXi3ztC65ApwNC5SCq/vHDu++8iy140kxVCS2ok08sQdZdd03Rm8KVl8q2zaRStOQpMzNFGom2Pm6//nOyOIgpKqnJSu1yZZPC8VpZZat/HG0KW7tr+0fn9ZaHJiLE5+p8ybQsUPJrGuo2U83kltNf9sPX/vf3nvOzr3rixK73vvs/v+8//u4n3vJ7X/7Iexe/fEv38eVOEhcaEYIiBjXwuLffaOyYtO/A8mADqqoyS5dddmmnk5GlTpFNTqzZt//wW9/6zhixft3W0SgA4yvm/xCqqmRmZk6anHOm0NYy8Uw2JjLHbueDux57dB+Qichtd9yTUjJVITBBGNBEUIM5z2ZGzMePn2BmJhBw7NhCVVVOZNyLx8yq2ul0zjnnLACq48YolXGTk9nllz/be2EyszRmbQApphMnThw9uvg9xFY1gdvQ3HQbDh501NZSgkORlBMtgI7leXbReanjKhfpigtO9PIWIolcJFIaYXmDk/s/9Dfu4BFuWpgqU+343Ff9qzrPcyu8onTKAg7Rcm7T0D9x0B7ayakMjzyW3/e4MA0KJCgsEjVcVt3+9BHn9bprGvYJHmpclYuPPGT798+0lUu80KHaIU/GCgdWyuem+2uufg6MYooDSwXcE1/ZcbrraCgtVgVSk6LLu7Bs6IqpV768cYZnbZh+yVXB55l5VhGIT2i13lD4zoOP645HhDgBNa1MSUYa+x7VSJV0dfzo02eCkopI9Lmv+72zT8ho4LChobWzkdU1/f7AuVKKh668ctsf/58L3/+S29/57nve+Hv4+NdeuHvxpUfClceqTY8dPv7ODx3+F28c3fFglxzFBEHuOMGUCQIysK1sX/RPATtpqF75mjQR0ZrpiZ/48VdWo2Wkuqpjnk184XM33XLzXSFlMYxdl2akRmr0DK9ai4vLKySS1DnnWGC0ft26badtEVYvbEZ5MXHrrXcbspiwfccDjskLa4qhKc8+83QWU1WsjGFQIjly9KipNW0CMBqNRCSpikhKycxUdWpqanJyMimcnNrFfKV8MTmZOSdqiQgwExFVBWEwGCwvL38PsVUCZHn48Ic/NbU8Iq4rGhHHLKp32Yjccrc7cfEFA8ZiIb2LzzmxvrvA0oAq1qUsLZI2qaKl+Qff82EC0OUorgL7Z188cfGFQUOBzGzsf9NB0+SgybmF3Z/5W5TLC7fccdZCYGhZmDIEWqOeMBrUbXnmaWte9H0N5TnARER64sZbTkspQynEyzk1TvOkzkCQxnf9JeevufwikDCzI0ad0ld39JbLrme2kJkZoTYb1nVvw1Y89zkDz/Wk2/KyF8ZuQWALmqkrlLxpb3n4rKOj8sbtVNXEVANxxaI91kktwRS6Glr9I5mg4YnZu/7gXYuHDutzz1z2msEF53LK150INgiL//qay7d/il/18uKMLbXz0wO7aL68ZD5OtQvTcTQ1GmwbVL39T+z/m79Dm8i+sStkAEGIADbjfyLV8FSIPCYdIxSdDijNnjj6pjf83JnbNiHVqmbmJvprP/DBL3Ty6YnJ9WNHwcm9Kemba1vfCpaWhmYruZiIWIKGuGn9+vPPO0skxdSomnO9HXfuBPDgQ4f3HzyeiyOoafCOn/+Cq01XvK8iZGZENDs7ZzBmVkNd1c65cZpJROPYynvf7+Xjw1VLznmDqSUmChG9fg+wMa8R0fiFhRBijN9DbCUABqO5+x7spSgOnLEhsZoIJ5GYZTw9xQgFXH96os1c6RCEWsNQYt13y1Kvm5k89qWvo62DszhukxBfXHTuIijz3UIpwZD5um17WaeTmkP33oXhUvP43vUJptoyjI0NQ0aPsoVYllvXydlbC+aOrpyo9ti+aaUGLcBBkAhOjQwJbpB5OX2LTk8hqDIXiJido4PH2rnZbpY75ywpi1ShHaHtTU+hkzNigHW2bIAIjxMMVYNlmeO63qSshw5jYRGqQWN6krShhAS11d1T/1E9RvHo/vj4gROH91/woiuHsHm22Q4xuR782s76zi+98hGSY5BzXvyia1/3U7Mzrucmk7Ugj3W96BM8EgwHj+PEHAQwhFFgcDppTBDDd+pSYcSMFJOmuO309Wefua3fzbMsq+u2auyeu3dOTW1oGz2ZCerJEt8zeTlNE05NcyIiJhbiNdPTmzdtKArnBSxSle0T+4+OKuzcubuqWuKxeUPz3J9+2taUIlkiGBEZAOO2jcLiHZmtyGGE8SSpFbZKKY0tAGor3wMWYwQhhJTnORGpruQNZsb0XT3Nn/6f2UmMf5zQavGuu3tH5/tJy7apNBLENFq0qPHZl1zCkk0O6jV12DSxcZ3LnDDAuc9IpEXMicv5uTUP7A47H2gQFehZrir+2qv3Zm4I7taWMQ8sMnsh63NcevCB6vNfoAd2emuY0JopszOkLrcx+ZmtW370B4frpm2g3IAZOLif73jIDwdDp2DH3sNUUnKgZSdHJzvX/tq/b5CDHSfthlIffKjctXujFKmuWihApGSOi6y38azTUTaTc6OJpoErzjltawYqJIvEtedlCpZBOT6+/U5UiWNbsNNTLj0jXRngCFqtCT79uRX2fPJjZ1dY/syNz37Ji/TaC/dOWS3MyZVZb/O/f217zQs2ttjasFWQl14784Yf39WNQ7K5TjreLOcplHEw56u5e3airceXI++8Aw21SYRcvLZhTA/jbKXX66kqgJSefHoDQEopy7KU0ngRAogxtm1LhJRWHnTKCm9gIwopsmA4WKxH1Rt//tWpGZTNKO8UzO7EicHf/92XiqJnAEiVVAkKfmax1XBYikiWZc65qqocCyum+p0XX3vpcHDc5xZCy1IcPDi7d//sF2/4ajQXm4ZJgXTZxReevm2DpprZgBRCawZ27vjxE6oaogljampqzFJt24YQxm9X27ZLy6M8ywjMLABSVCdeFaPhaLA8AIhZRKSqqqIoQgy9Xm/t2rXfnXPn6b3s42LEKcJyo+Xjt92xpmpzw6yhmCrytnC1KCgzXdq9e9/b3rFgBIvbIL19xzshZWnc2wAAPpkYztH66O23z1xzgTifJSHfW//8K29a399SUrGwZDkNyQod+1Pi2jY+8L4Pdx45sh7GxqyqRKIWEg3Jj7ZuvOLnf/oQbDJjNOCiPfLlm7pPHOnCzfYoHzmuW0rJsTDJgYwv/bmfxLbTDBlEEBVzc7s+9nFZnO8wBlXjcg9yLnFkq6ldum/H3G//rlUeM/m6NhYHDhFiSrFxaNxYv7BWrF5YWPz4Z6Z//XWSOcCnlBgEIgUrmMbzm1bjq28mK6+33HfrtfXC1B1z+z/wt5f+2s9++fffHh86MmocvfTyNb/xKrhspgZOtNiYLedh4+tefv173j1ROd+mHMgjL+W6mGu2NNLBYhLzBhicouDCQG1dF+KR1Dk3zlCY2aKFgOxpNom0pmkAXpn9xmRmnU5nfPLTU9pq2U617VgyS73C/eD3X3PdC6/+/O23p9ASd5n83/z1x6fWTAFQSgCt2LyeUcFlNBqpqp609bVNM9kvNq6fuerKy4jqblfqUfQ+Hw6X/p/3/vWOex6Ixp7JERPp61//c50uvGewwU41IVJIWrd1nk8YMDU95ZxLSswrlUdVXVpaWlwcTE/2AGZygDJ7ZseGgwePLC4OiDpNG51zY7VLmKenp884YwrflW2i+GkDq1OctUJYITYP7+qmSCDOOMEvDYYKYmEfmsH+/Y9/4UuzX7zp0Cc/t+/TX8hGSz1yALyiE6iIyBPyiI621UMP95RyGMZtU5s2rbniov1tyXASAZKMMiStrF4j0j62N2/bGkrGTlkBNprg7qLnrS+8Ev0uj/UKZ2jKA7dt56p0rqhBAZRF82AGNKVBL9t43feh12MVEIsBj+078cADHQcxZUMgGYbowd1uQYUNjux/6BOfXvj8Vw5/8nOP/u3nBrPHIpL3ooTGjYN7Lh3H0By4dTuq1kMB1ZU3jRI4jaWKtEpNT3chDCE4XULsxbj3Q9ePDs/+wOte3T97W7527WFJmO73TZoOsClLuT6hS9WmNTPPe3blMh85j6SMOqNhps5Sa3Fl50cF0ngSMjiZEOtJxYeYx8JKVT3lYvwUHmIGrSg7MUbnXErgldK+PmXsJZDneUqp18lTDLD251/3WpLEnnq9TkoKlqqqjFYibSPYylCXb79y2rbjiC9pYmZhErLpye7atdOnbdtYVUvihMlFtdtv23H8xBwxk6nGsHHjxquee0WRswgBSuOeRyIzi1HrumYCgG5HxlRIJ4+diEIIR48cB6BqmsbvjYSQLOHw4aNNE5hk7JIXETODYWZm5n9+Jnjqm5QSdj02evjRHpAMvj/dBEx1ZoSzOtQTrGeCNi4tnlmOrkh8TtVuQTbQcuS1ZWKjLDEZKzGkGt1zPw7OU1lGQUxQX1z9cz99sCuRc9catyzqiKTxmLC0aanuMy9mIKM8iEHEaG3VmV0/dfabfqoqyxkd76vVxr17l2/ZkZtZlretVbCJQH2SRClZlPO24bkXBOJcXQoJRuX7Phj3POa9moXcFa3zXExIpKYezdVzU1a9IOo5qT1/2GwajsjHEUKkRGZkPFPTuop8ol5Mw7vut927HSIjOSYQgSgCCoES4io1PW3JhjoZ6bbJRvTioX/0f3/XIwtL1/zOr639mZ+cmlyXHjk4EzsHMVzGsoV4TlrTG+HiH/qhhX4vUD5iP9uV0iFLykhaUDUWhRRsxIAp1q5Zw9AEHde5RCTG6L0/cWIuJajquEXQDKordbExMY0nl8QYO52OKphhavwknhrPV4kxOuGUQttWjvkl153/O7/364amqkrnM1NiFoOC1GhlZwU8Q92qIaKxB0pEhLkaDc468zRP9trX/tuqXmbWaCqSHzh4GBASSTHC7BUv/5cb1qMociYlJGKMi3em1LbtaDgaH87mzZtjjCvZLtHYlEBEO3bcEyOYVrZ7MBMiUcV99z7I5FVJxONk4myw5z//+Sn9z2OrJ09qH8dWJ/76Y9nScgZEUBMJyAZlU2kkR5NMk2W5gdKM6ExqszQQh+U+zXexnKNlikytUOWoyWrdexA33Io6VYTEYMjUC64+47rnl5ljsw48tZqitTmH4eA0dRrCUgEC5YkBYXAvaP/yi3Dp2SwuD0hOWwlHtu+YPjFklcXQZMgjcz86n6CWMs7OeN7l9cx0zSxK4mV44sSBz1w/E2IbR44dQxqTxsCwfr/LXZqwdmtMGep1SGv72airo5411oqhGzATeG2UdSWtTdSdXzp65w5GUkQet74SpbHIa1iNrf6R4Mpefu11/sTAO55F011q5v/8Y7e85b+Mdt5/wc+8Rjaf6U7oluUTkxXcbft6b/v43Nv+Zsul17RFL1HWsGuE1w/tooU0Mdnrblp/KrZyJIpAhnPOOEuIx3MTiEhPalK33377yTIfmSGEWFXtsWPHx4wAM+ecmjLzunXrmJHSN4vjNBa2iKApptgIiyX8whteecVzL23aaixFY6X2f3LSwzeadr89LPy/7Z1psGVXdd//a6299zl3elOPUqtbU7cEGpAEktAACGwDdkAG4TAYD2CXcdmu2AY7cVwUVUnsVCUeMhIbJ3El2C6cOMEYBxs7HgLGAmPADBKa0IimbvXwpjudc/bea+XDuU9DS0kKVTuVlM/vU78P7/V9+92z7pr2/7+x0aY8wsLMOaX5bLp37y6D3vz6bz33vAMpN6pKxCBHLEYkTMNB/zvf/jYmrK4sq+b2RZvZzovXal6lDAIuv/xy55y2/4VI+6QT0Uc/+tHHHj1JBGaGCYwJ/PjjJz75yT9zzuXFZig3TWNmwYdbbrnl/9oltP+zBoOZ3f3FL620txaIqqbulaOVwUimdYZqSpbnkaRW81kdVANPUSdHAJUJnBG5dYpQm81O3HXvHtUGCO3fsSjOv/SF2x+/lWClL9HUyapo2WIufQmqkiykUlsvZQOtnXvQBEVvhBmaIiakU48/vkSizqYxhqJvRhKR1BRW+lCdc3YNYnjUBk8njh1Lm9sru1bmG9MQwjw2Uc35ItfzlFKVKoVXaG1Omxg5TDkt9wrPVmv2CgcC0FcyRZF18+jRs4CUG6jbWbt62oCw47necUvnXbBaJRF7tJzvs/6+Ld04uXFP/tqHf+Z9OHTO5buPDC7q4baja7c+ku9/YvkVL8Kb+w4sxqJw2XZFEGxltILlgbYnHQFFjomoaJvHzExONOecswKzenbXXXcxv66VTDKzGFPT5Mlk3FYP4iEiOTciMhwORZBj5ucKMiGENJ8Vhc85Eyd2XoGrr776ztsfH4+bPXv2bE1PsXzDY/dnM5vNVJWlVU8gEXZl0SsDYPvP2nfhhecffeS+OpqZcRtD2ZxI2SsPX7BEhH6vp5qe0kklMrV2Xyzn7ET279/nvY+VERMR5ayAEdtXvnz7448fPXBgt+f2fgbVVVw/tX7//Q+IXzZTMmaiKkYnwXl35Mjw/5qKLsOAiASrEQ0NcuJMDbCNGG3u6u17P/RrV33mrgPj8brXcSED7nGTt3Q66aVIDffKkxxqL0mqcUmb4rTWQxN/6JTtnQNm0RVNKoPtnlLviIb5r390/slPrNiWj9YYb6wu7fn+t2/sXUuIUm0bae1CEYfo7bvHFTWW945LNtdDsTL1cy3+4GAYXXMtVf0N4if66M3D6IF573c/PZxvguuVIrgmDvL0kdEk52kJ94mDvfI1r14eD0aP8VbPapr0fu8PB4UUW+OzM9fVpJFsgR7xzfHhMG1VV81Xh3Hw9dFgyPVWoTXThdPh2evsJxRZJh7HHdbJnfIlqezJsfnkF3BivAza9lIHIPNKxbtrCDe2PO9C07NRGuKNr3/g+95472DpcLXST7bht3Q4OevkA2/9wh3v+PCfXveBf3/Re35q5bf+3e6HPrcix+48PMdSdXAciIrZYHD2zG04/vQ5xe3ffzOalX1ZtsK03p2Sr1eySI1rrn7x3rN2VzyrLdfQ5GlKuSkGH/zwH//Aj//CZ297fJx6j56YffxPPv+Gt7xzvXENSt8fGTQ3E89NQc033XSdGTK7hKBwapJly2hm6jQPco4imqvQd3uFAD/pN/j+t7x2VG65cHLcPJ6oTlSqLnEuvFWFrRc5hei9toZglVLMZGqi6i15ZOFMOfHOImoybXLE9lYDGzKPGqVa61qahrG8erZTXnL6nW96OdxRGeQow5kOphlUzFxVv/KGazJZTQiDgshzMwjz1bJZcSrZbSd/qqnnvcCxSssDfM/bbimoQZwhN0wwJgMvlRf+6A/97K2furNRbM+tBu599LGff/+vivSclMFCSE4jr4xGVs9f9+qXUQWO4EwwASRDE5JSDUukHhpU5slVDfUbW1M4dRugGafnnVtxu1RFhIXRoRE84GPEePrpD/3nUWiTWh1GKxMXgAAOfgbSRvfS7mY+H0jfyFc5E0icsZuZNjlX6nIoylne3B5YE/NkFG//b//lVW+8aexzhngw7V32L7v02OP3H0hgahygBgEDcEacLYivUmXEmWl97/7d116RSzcDEmCY0sYjdzxx32Vr4cRkNvNJgw/znIc+at13BV9xUe/IuXBAQO3gkW6/6y/3F6gzyKyX8nJj/WiN1XtkOLXa5wJZBnUYymgzzzM4U18tLw/KWXPSODrLylnF1Wp50Hvw8Qdf+NXbwk03KukMDIdiMYFhhXXK7c+ZrGNl+Iof+8FP/Omne/MqzNb3gmeSpgGbZePMWHMKrja12cYy9hwkxvoTGzbepU05z0G57hexnl1106va/XLvCgOrRbAQsLpKP/zD7/qx9/1sjgkAkwVfCGwynnzkI7/38d/7w37h108d98557wVrJKY5sWWGplgfueDQW9/65qzmhIhMd8zvnpki0U7SRCAJHofO2ft3f/Ld7/0HP7c1mwyGqzGjLURhApBR0+pj0ZPf+4wF93ahNRsZUzt8FFBbcpIZCKyZBOS9WxoOACXw6173uvf9o18+vm0pNf1+P9YENeL84qsuDp6SKYiKomgq2EJBggEP0qZOZiTiWPCen/iR3/+DPzr6xCaY5rM4HC41OW/M6ifGj37Pu97z4pdcfvmLLnno4Qdvv/2OY0+sV5mFsnMlkViuirK/vTF581teGwpYfKYH19ONhUD2DFOwVjXsed41cItSvv3ZxjBOhmhaEIEZjzyu9z+kDFJ4RZFzARMQozwFnCz7xwchj/rbExfUZ2Y1X7IU8819hLJOPc0+RiGSmHnsKiJX1/Xn7+o/uj4/b+Qha9mgYXT48MR8LzcNZdYdJQ+ggJhlpJxROykpuEPnXYzlfZJ5IPAA1fnkn316sDkZkXAms5zglhvjOVkuNllf8tLrHXx77Xg1q9/eSHc/IAax9pPMPNQZlTI8Lmle7KHdy19vpmOx3bSyXlUQWXLFLqFTD997dl9GSb1lQ0aKkaTxBc9nX7v1s5e99Frp5xquAQpuO1aUwV20eo62FTNyhfPP2nv1Jc0f/eVy9A6pl6nJaRIwYwuJo+mQvUcoVocY9k9++YuQJGgsVdrb/wBmL7jpFWuHzmk9i5/SaNcMMTDdcP01q0uDrS1xzpmmHFuflcKJxJg2ZvOiXFPLKYNEoWCYd8JsTZWvv+Gas84aEpkQ1DLoGRM9eipDZCU2IjI3n1WhLN/4hpvf/4H/mI5tW85s0q4vWGvaarRzs4GsVZEB2tsPO/d62MjM1BgGhnGTEFNuFwuIRNUckw80HEkrg1WEYv/+fRvTsXeOiLz3lmrv8uHDB9tSV3ZmmjuLF2wQmB+Pq6bJvpCqsrVVuu6lV/7ux/5YTUeD/ryqvC94ONzV71fV7NbP3fa5r9yZUrOxsbW6slsRNaEchllVw6p63lz30iuPHH4hgJhS8HJ65UsLLa+ndSzbTyt+yiz6G45WBFBm2EIRCEiMaDYkRRMf+9StlyY+VYpXLVPOnGPOSrLdy3ezveinf/yVb745ro5yDqW5ZKaMoBGPPPQ7P/Cu8pHphcmV07nnKgU9MNWNUPj16XA9pz+7fencAwmKrYiChtdfcXxtdXrieOVTO8YggA1JFU6TSCzLsTbRxZe85bvQX1JFT62IEQ8++sUP/uZFya9Mtleo2ITEynZlchVmvnd0/+rad7wpGyuBBX5S6X/9HwfvO9YU0jAqsZnLvQRRm/XcXUP/Lf/4p8Irrj9/aWD9EcbmXWHe6Xwi483P/ot/9ehHP3buuEqcQZmMWD2Pty7Stcf+08cve+W39q67PPmgoLa/lsFzUOiC03NkVqS9nsX60Lu/7+tHj9IXJvtjnRFhBs1iVmbbO/Pm5WvcbPiTN15z2a2/9MsH6qqAn0M+v8qH3vG95/3gO7E0gjhlTiABOfGWamgi9gcPLb/zHW/+wPs/nOoJM3sSVev3B03TGIKxUwoxRSIizSzkhZtmShqvfvFlP/HudwFwDLXIi1YPw2ina54X7VPAjNUgJL0ezPLuZfnut33Hz/3zf1s10RVDPBWwSMmUVInJiEwMpKRKtvDwaVNxSWqJgKxgko3N2byuiXzKSYRSNAp5aVQOB8gNfMGxStdefc2X7/iYiKtmk34RUlOXpV15xaWm1qonF0Woa2uVVJWoVQQ8dWLLiZBBHFK2v/Oj33vXvXd+5St3l6U4CaSYs1pKTYZzw3mjpn5lbaVpmuHSyGDbkw0nUoZ408uv/3s/+e59+4qqzmXPPbkMTYu4xAAr2iVpayVRAIUR0Dbvn+dM0KwVsd/5fhIwC2lGnerPfH7ftKrFN+wTSybOTJlQATRY2XvJldh7qFk920b7Mdytu/bMdu+p9+7HkSP7XnRF7q805sz15uzmriAwDGXCWmPbn/mcJ6soa2FpIOV1Vz5+2aFjvV4loZaQ2CVyiUKtxP3RlCktDU7BeucfKt74mu2lsO4x9wSrHvj939k6cVQUBmITMhaE1lN6A+JefR0u2LtRuCcEpwSYbd75G7+1q06sQcnNPM8CNUJslqNiOAovewXOvYD2nZ9HZ+lZB+JgV+yvzPbuwwXnXv5t32bW8zk0Ukx8qMWz8mqW87bz/rtO4EMf91vzEsntyMNlonm3G/qcfStIlP624+ENV1328z91/BVX3LE6+vpoMPG9EMNw7pYrXsMacu/Execsf/e3zY6fxB2PVUwProRHLj6w+30/dMHPvBdr+8AEJ5lIdoIgBK3bQr/Aj/zg21/32hvPO2cNebo0YLJmNt0UNiJ4H+Z1zc6X/UFwkBzJatL6pde86D0//iNnn70SHAjQFPkp43oQMi3k/dJilY6w0FKhpDky8Lff+Pqlnu8HFsuMTLYw0zPK4LgjDe8WRl2UiCIhkSkZQlCzxX1TA584cTKmijiZNgJDMiE9+5xdIATvYFwW7poXXwaL0Lk1E9LkmW+55TVrqz3P5Ajeu927V4kSqDFKRmpgg5vPahHkBO8oCF188bkf+KVf/O63v8m7jFSxZeM0mY8VuZT2KAAAE9ZJREFU2sTcVEmonGzNS1dUk/F8fGp5SL1Qv/bV1/3Gr//CpZceEEHZk5iqhcBhq6AMahcqQWivojEyU2yVEdme/xTK4dlpri3eVvnYEw8/9NCuKr6w7gOJjAGObLXjhssp/ODgReCRpUXEdARpVRutf8WlL7/tD29bGec1M4XMYWOqTTkom8hjX717bTOPygRfACgHKy+44RXNXzy4Nl0MMNpxhAMJPCdv28P1yeTA4Rvh+oDRrBqURTp28rY//tQuGaS6UQwa+Fqcih9bWM5uknHOVddWkUfEDHUOk/sfHt/98D74I9s+Q8eimWLIEHBWv+vQhdh9lkZpmBlkbN4RGBCPKg0uv/Ec7Fmrm1SXkXhE5aafb3kMawrqvvSZz13y+DHZvZSQF58bBurmgs89YoYRB7e6ZfP+jddf9qtn3/HB39y+64HJ527vnxwH0trxfW6464JDL3jXt++6/IIv/vQ/W+Pd65fvWX3l1Udueln58puSDJ069bnVDV5cGjYj52A5Z4tZdi0VH/g37/2rL97+oQ/99p//+WcmNO73B/NqiyXEZEUZgtfZfL1E7R2fe+jgt3zzy25506svu+TCWKeycAQlYTMlQFNjuQpeQCnmKGBwSnHeDtliVm6m0hvGJh46uPzTf//dv/CL79+eVAoP4id3yL3n9jUysWkmS0G0zrN2J1MoKzdMUTMcgYDxeBzT3AAmhuaSFVofOmeP5tZy3cxw8eHDw4LmqYY30sqTveMdb80pgk0JvRBWloaEY0zVjntFNlhsFnlJTLVzrClefOTQP/0n77vqypd85Lf/5I477iOJVarZvOc+giDNlgumZtyXyhCvesH5b3jj37rlO76lmTf9XjBVkLE8aU9D2DHJWFwy1MiUyFSoTPW8cE4YbPr8vIMdFpayYAIJkOEAznm8sf3EXV97tKo1eOKlxCm6OPdxFrRytNkfhksuw/7V5BAdOCuAxBwBI4TSD264rv79P7ov3turDEU5A433TJfGqTezeti7Z3pi1yc+ffZrXotCFHBzvvTGb/qLj33m7ocf0YV0P9jAyk1s5kUIu1bjwb10/fU0w1KfUJRIevTuex8+cWKfD7y2ciLpzNMkuEZgs+acLZ8PHTj/sitLGqLmgrJS+uqdd94veWvFv3B7qXJ6qq/zENuP5eNB9l12GMuD5HoZmNUYOkUhCZgBrvC8PNw+72BTxUp0Yjr0w8dkcxrme2dFQ2E6wPDEY/tw0eJhBDlDr4tMz5nMEwUDA5F6U8DOO3LVP3wvxglf+Bo++ZmHHrhv6nP5qmuPvOjGrz949wd/7be/ac+RS779e/HO6/P+lYTiBHorc8EYusK60yPh9qlGBpk4IrACavnl119+w0sv39ycf/YLf/WJT3zq7nvu39gab21PfShX13b3er3XveqVN77s+oMH9y0vL8zqQ+EWzxwLgGqCINYveDqfKKgoBzHWQmnQW43NzPGQWIgL0+yLoIrvetvNmxvr//Jf/4og6Y5CqSv0xMmjS8NDhUhreaG5ds6SRhZ2RkxIcXs0CPU8lwOZTOLJE8egc2Zl8qKx8CxeR6Mwn83Kfp+EtLFDBw+88qZrv3zHPSeeOLVv9/IF5553+PAhJhNxs7oRwXXXXPXV2+5gkFLkhRsGqroyBTFIjQBhg8V+6b/vHTff8oabv3bP0V/7jV86dWrjnrvvO/HEuik7Dr0QXvjCC1//+m++5torL730/F7PJVqosDIbYK1CFnZuRBJAxABm8xgces40Nb1eUddJkKrpfHTOru0NlHufx66eGoBImWAOjMwgRIZXxdYmvnAbxhX2rIIzJIJT2yvLDclgF45chuDAaOoYWOFlKq4Bhsh+XtVf+nKRDIoUCre2VvsT4eicEqPHpwrsuuzFCcWmcxlYyXVxfEvvvYcLt0itsGP+Qaw51ZQwKMKBffWugwoAWsL45Il0//1BGU0EKQIQKAlYhI8pin66+uK6VwzqYJy2fZITTwwffhyBcSpBFCFDtH33gCStrLojLwD7HCEGcAU4sGwzMXTYRNzzME6toyfGROUgxy1JU8w8aksF5lccrlZ3OchyFo4Eh9qh6ILTc1SCYF188s48xoCg2l0bpoZZhTjFathaWVqOhMk8bs18swKP+mDOjkvzcyoGNbCJZl8GhBcTNYCUEA0GOIWznUZu++lhwPrWfGW51yTEDGKEVvW7RggAoanMB3KMnb7wjnyCuZMnquPrW4PRSlXnyXTe6xeq1Xy6+eIrD+cYLceytJwgrpeVQXjiifnG1tQgT3ZmqrjxossuEMCiOaIE3Pvo8WiIGQIJmSlTGszQpMsPH2pb0Se3qmOnNjI5mIh6l6XO62GULjr3vDxtQhEAKOPoqflotdeWrnGGYT/FmJwvVWGMr371QRd6BmfwZtJOrvYNqrPO3gUgWwJnAxGcgbOCGCmi8MgZmxtNM8tEXBTF7jXUDYqijUNWVZOi13vWXuGTw9PWcQwpZXbyyNFNH3rMRV2nGOPSoIDCUtq/LzwP+QYyNWRUThNygIUscabmRbyJAdtjxDTfN9SFx272UAa5JJQcVGCihSA1DIWTKL4iEExQizYKVS42jSIVEc3+VA0NM5+2IaMcnIWxczWwR1Oo6xSsEVIgAYp2879NpqWGKWSGtNYU7BmkZllyI1k9OxhUci1pBstQNds/94CM+70GumtiKGXmUg3tA9GSEC/aDjv3TWOdCldyFuZg2UBEOoP4zK59SYwkaU6Us/gxXAPvEFeRqDECwckWm8EV4KEyRYLApCsGnzNaGS/+xgSHSjBPuWQqkkIocp6xzgHXxCKMzPLSmBl5PEoDBc8EzqcANEi9RhDE2l4uwAZKimwQwBOgqRYRM6SUnPMxZWIhbs25CMymEDMQwSCsBoUpP2lnZwIgxsX1ZiMwkzFihPdtuzczqeYIBkGYfYpGxMKLhrPtzMWSppxz6QNnMCgDSVp/GwjgDJww5dhjTwmWMwtHUwrctoK8QjJqxAax50qnDAWiZa/mpTEwYGqctCgsZyNyZgQYMbXBun01C3tYTUyipuIo5eidz2ogUiUWMgMlFWEAmrXVhCEmEFQt50YEJPRMoRh6yv9sJ3zlrEwck7Lj9q4TC+pKy8C5id65mKwo+RuPVtmQMAtWofHQUWZEn2KmkU8A5RQYSA4ECKzdFDFojJmQnMxIZ0geNoAHXDuc9ABSJUJ5NpViAA4AnWTsiqCMHOqKeRAZlUDa20gZ9RyFR7toxe16CMgIrVirQmPD/QLtZodGAHB+8bnZzm2cZoqKNM9Y3hZE0rWCBZgZckawJDpPFOBDj0iBBjDAITk0hACgiS7IFDaFrUHHCAoMFKXCCI00DlkSwzyEI4OABDRQBRG0BAWAMrXqE5nQbTA810ywIUSAkT3ULf4EjAqIsJirgnipmY6935Ceh9ufYPO4PkrL2UItgKv6Mgf6qByCZF5M1cTAKUPbCMC2aGbFuvbeo91Tdw6AaXratWaXc8waU2p6ZUG0s1plrfEfZtubvV6PfNE+hjkbCaWUgkdVz4sgZkm5ZwZNOfiSnt75pYXiVoYBIuA0yc4JPLIgIRvUgcQcZSSXyLgZVz1XwhG8ZsqGTGAxj8yJkoqJEdXELFBkl8zZpJkNQj9nLblQNEw+J2pXnlJKPjhQROtO0catnQLaDDkrMxuglpzIvJqIY2c9ZiZuZ0XUCodWsVYj55xjB7BYwlPWEfzUb/xkWmo7kYugbeEJ5BxFGGa5qWCQcvi8uuy28Lp1UINRJiehAaZAEnGgtQQjaAYAaZc3nGcCkTmghBiQ4BzggdDKkDUZpZOyhxiRFNzrF6AIJBA5KgxxMYpEQOUEvvC1StQ2K1FWGEs2kEc0CDMVaACJEAIzwBoR5ygCFi4OmZwYAKY+CkKBaR114JdLw/oEJlqGYRmoxsRQZrimFUWFlohAAQg8ksLFCg0wbHVenQI1yKOiJJyGDQMMhUtMETIEOzbAm/CTyhyCSIvnpuNZpIQ6w7HAExAdMkCYQR3xmvRcDaS6710DB1WbQQrvIeuSR33tQTOM4QDj1r3mqUzm6c9M+64gX5RQaEziA1IEExGDDJpN1SjDNHgJvjBLqmAOT/8Z/aUBQKaNqbELIqQavSPAvIPmRpxTCEhJ/NOcChVQWAYZoAbeHk9K6RUS0N7pEWLkhAZw7dxsNp8My0Fv2G/lZy1F+ARkAsMM5ptcO3EpWcFl++qEKSMPgiOkQpzmRqHEJrKwXvXOweLiXpI6mAfYOG9uniL45eUVJ9x6jLI4IPXKAGRLRNxmCqbIURtm8T4oSIFKVVrhK+OdJtVzk5sG7R0oRylF59g01nVV9HsS+PkpzJCqNRmN04jaI/eNpBbjIjnaspwEAFZt4Xnd7lUuOv4MIzXBPNdOgkAYTxNwZAOrWjIShphSBny7xCdoAAe4CBCSwwQGWKHag7Sz4sU41MyBLGYSQTYwNU6zZSYByECyUyjzUzM4VWObZyllLmiAAhZiZO8iuG4wIGx7BKBsIzRBBUaQ1Ip8JHNaC8ocosCAEIEMOFRODblQY7hM1DRSWCusC3XI7XzY0P4rOcusBXwXnJ6dWyliAgNctGmVkXlUAAOFApXCKi2kccEpuQg0aTbibUQP6oPCYhk6CYT0ybmbgdvbta2BJkh3SpO2BCJ6pvXpQomBGICpZlokXPw0XSqgTQMXz8qTyYLmHL13gGmOJgNTZWbTDDMmEFHbvVnIYYENrtXHamYx9L2xGbIiM4iNYaRsZETaeie1v0tbLYNMoJJJwQQFqywcmJGTNuxYTR05Mm4tnQmkuf0FM0s7QsOTahCKzCwA5WwAt9IhIKglIssaHfWtdZEg48XpWmrdq8m1NkMB+lT1R08FHnra54apEVNM0TkhQs6pLTABQ6txgW94H5HMLAEZGWgAZbCDj5V6duQZ1CStHbvuMTuNGmJwLqljlxgnNfbZDwCpDZrhzRyoi1YdHWeOdmkEEIXEDE0QgnPGnICmQTVBjhj1u5N6Vru4hmaMG4QBhOuSrdd3YNfmaA4NI3QLoh0dZw4HLIZwAItIDa5Ul4x4fftLv/Krx//7n54VUx274dbpeEyWOZbRn4x6cti78N0/cOgtNyN4FWfiGkL9PDLdjo6O/120ovapYhBnIAGTlJayQmn3I8f7X7nv3Nm4ki5anc5mMZ1hRk1BVGB5kCbrkKYB1SQCcBeqOjrOeLRSoHIoFxZoIGA5BJpHgEdZy9gAsxk6qabTGRc0CYyKE/nYk5oaiM6hEdoDQmvA2RWCHR1nNlq1Rqs9AwMemBmUIag3QpqGJkTk0HXZT2d15s+ahDKHpL3QuOGkRON6oY1RmZ6vL1NHR8f/MloRUADBQAlkCA6VIRfOu+reff6RA+54HhQnumj1rIOrsRaLXShrhPUqjbQHLT24AJcwsgwFullqR8eZg9TMFJwM2QCCp5kgkpaYz49+XY99vVdPPS7oTuo0tnxuWJcb7fvRZqrqCw7Y7j0KXoYNEhZX1vpdtOroOHPRarHBAAUyCBCec6vSmyjOXJ6J6Myf053U6dEKU0VeARAz+eE60MrfrBmKuNMC7DrtHR1nsKAB2i11gNWgGcKmRXaMACVkgea+dl320+nHGgAaRmb01TnVwnN78YiQPSrCoDumjo4zGK2M0Hg0sIgMqIcNyVNjGKeHPnnr0Xvu1sn2SCbdSZ2elLJU6+P+8u6poun5819904FrrwEWq6HbhA109XNHxxmNVm29EoyJyhnYKahCKqKTrfGff3T3f/iIz2Pp7uc+O1ppNs+Itpb98X7Z7C3xsksyemw8JwzNVuuEsrt509Fxxug2gjo6Orpo1dHR0dFFq46Oji5adXR0dHTRqqOjo6OLVh0dHV206ujo6OiiVUdHR0cXrTo6Orpo1dHR0dFFq46Ojo7nwsGMaoMyiPoOc48TfV2xBusbPZvNy2bPRjIsPSvIPSPMGcyel53h/78cW9ne0I0LafnkLK2v9qnvG1hC7OfQrwkFTUvfaTB0dJzJaGUEDWAFAcpQIIAtKqhAA8qOEY4Nt7uTOo2cmrNjGEYw+jmXYZqCQYixI3UcuzPq6DjD0QqYsBbMfkdCzgMMgRs06jcihpBRMz7t27S1xd1hx+f2b1IJLb09fi/qTOjHzaZMBZKIIxiBkbmLVh0dfw3RavH4GZQgQAbMGOKbpdFs967pNI/G9enRyp4ZrUD0N8w0YSvJNDYD8Az0RE6DogAxwJ13REfHX1e0YmBgkGykJAA5ZIC8B1eDG65ZdZKmzbZLp2cWz/zS8DesawUkAiunmThz5y31ly69IInLRIFBGc7Q78JWR8cZhUwVMSMLlNo6cCtr9nkgUlhCHZFyHPafFa3+pnfZWeeiDWaE7NDz04JqKgUYKTgBDEjn0dXRcUZzq6eXc23gGZQ8BzcAyBUF4FyDzrvldDIXwtRfYjIxkgaSAXkyxzRA0UmudnScydxKTZOpKLEt5lkqiw6xAKJGauBuLet0asqZLIAYpKAaZIAHgoIyQDveHB0dHWcqWiWzLWgAAliefL5sJzvIgAFlN+B6juQKKouclJ5W9NniS6OuEOzoOPOVIBtUoQzoooNOMFo8igZY6k7qdNQhy6J99/SWHQO8CPJd/dzRcWYrQUsGgjEUMCIzwEAGWQQsg0PuTupZ0YqMOO/kUKIgBQATZF6cV9GdUkfHGcytyODjToLFBoICEZZhSqZgEIquAfNsGArUOzlUX+BoUQZqdzgdHX8duZWZdafQ0dHx/z7/E6fRgQwYX0jqAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">213<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Ponieważ <span class="_ _e"> </span>rozlewnia <span class="_ _d"> </span>gazu <span class="_ _e"> </span>LPG <span class="_ _e"> </span>w<span class="_ _1"></span> <span class="_ _e"> </span>Zawadzkiem <span class="_ _e"> </span>jest <span class="_ _d"> </span>zakładem <span class="_ _d"> </span>o <span class="_ _e"> </span>dużym <span class="_ _e"> </span>ry<span class="_ _1"></span>zyku <span class="_ _e"> </span>wystąpienia <span class="_ _e"> </span>poważnej <span class="_ _d"> </span>awarii </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">przemysłowej, Grupa UNIMOT opracowała i <span class="_ _0"></span>corocznie aktualizuje następujące dokumenty:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y119 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Raport o bezpieczeństwie,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y143 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Wewnętrzny plan operacyjno<span class="ff2">-ratowniczy, </span></span></span></div><div class="t m0 xa h11 y144 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Instrukcję bezpieczeństwa pożarowego,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y145 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Program zapobiegania awariom, </span></span></div><div class="t m0 xa h11 y146 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Ocenę zagrożenia wybuchem.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo dozorowe:<span class="ff2"> </span></div><div class="t m0 xa h11 y11f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wszystkie <span class="_ _c"> </span>stanowiska <span class="_ _c"> </span>rozładunkowe <span class="_ _c"> </span>i <span class="_ _c"> </span>załadunkowe<span class="_ _1"></span> <span class="_ _c"> </span>NO, <span class="_ _c"> </span>są <span class="_ _c"> </span>zarejestro<span class="_ _1"></span>wane <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>Transportowym <span class="_ _c"> </span>Dozorze </span></span></div><div class="t m0 xc h2 y120 ff1 fs0 fc1 sc0 ls0 ws0">Technicznym i przechodzą coroczne kontrole,<span class="ff2"> </span></div><div class="t m0 xa h11 y121 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">wszystkie <span class="_ _6"></span>zbiorniki <span class="_ _6"></span>magazynow<span class="_ _1"></span>e <span class="_ _6"></span>- <span class="_ _a"></span><span class="ff1">6 <span class="_ _6"></span>szt. <span class="_ _6"></span>o <span class="_ _a"></span>łącznej <span class="_ _6"></span>pojemnośc<span class="_ _1"></span>i <span class="_ _6"></span>716 <span class="_ _6"></span>m3(2 <span class="_ _a"></span>x <span class="_ _1"></span>250 <span class="_ _a"></span>m3 <span class="_ _6"></span>or<span class="_ _1"></span>az <span class="_ _6"></span>4 <span class="_ _6"></span>x <span class="_ _6"></span>54 <span class="_ _a"></span>m3) <span class="_ _6"></span>o<span class="_ _1"></span>raz </span></span></span></div><div class="t m0 xc h2 y122 ff1 fs0 fc1 sc0 ls0 ws0">część rurociągów jest zarejestrowana w Urzędzie <span class="_ _0"></span>Dozoru Technicznego,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y757 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zakład <span class="_ _9"> </span>posiada <span class="_ _9"> </span>w  terenie <span class="_ _9"> </span>ponad <span class="_ _9"> </span>140 <span class="_ _9"> </span>zbiorników  LPG <span class="_ _c"> </span>o<span class="_ _1"></span>ddanych <span class="_ _9"> </span>w  dzierżawę <span class="_ _9"> </span>klientom, <span class="_ _9"> </span>wszystkie  są </span></span></div><div class="t m0 xc h2 y758 ff1 fs0 fc1 sc0 ls0 ws0">zarejestrowane w UDT oraz posiadają z<span class="_ _0"></span>amontowaną telemetrię do monitorowania stanów gazu,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y759 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przy <span class="_ _9"> </span>wszystkich <span class="_ _9"> </span>stanowiskach <span class="_ _9"> </span>NO  oraz <span class="_ _c"> </span>pom<span class="_ _1"></span>powni <span class="_ _9"> </span>produktowej  z<span class="_ _0"></span>najdują <span class="_ _c"> </span>s<span class="_ _1"></span>ię <span class="_ _9"> </span>opracowane  i <span class="_ _c"> </span>pod<span class="_ _1"></span>pisane </span></span></div><div class="t m0 xc h2 y75a ff1 fs0 fc1 sc0 ls0 ws0">instrukcje obsługi na tych stanowiskach,<span class="ff2"> </span></div><div class="t m0 xa h11 y75b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">pracownicy  p<span class="_ _8"></span>o<span class="_ _1"></span>siadają <span class="_ _9"> </span>uprawnienia  energetyczne  d<span class="_ _0"></span>o  obsług<span class="_ _0"></span>i <span class="_ _9"> </span>maszyn  i  urządzeń, <span class="_ _9"> </span>a  kadra <span class="_ _9"> </span>kierownicza </span></span></div><div class="t m0 xc h2 y75c ff1 fs0 fc1 sc0 ls0 ws0">uprawnienia  energetyczne <span class="_ _e"> </span>dozorowe  oraz <span class="_ _e"> </span>TDT  do <span class="_ _e"> </span>rozładunku  i <span class="_ _e"> </span>załadunku  urz<span class="_ _1"></span>ądzeń  trans<span class="_ _1"></span>portowych<span class="_ _0"></span> </div><div class="t m0 xc h2 yd0a ff2 fs0 fc1 sc0 ls0 ws0">(autocysterny i wagony kolejowe). </div><div class="t m0 x1 h2 yd0b ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo przeciwpożarowe:<span class="ff2"> </span></div><div class="t m0 xa h11 y3e9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zakład <span class="_ _b"> </span>posiada <span class="_ _b"> </span>ce<span class="_ _1"></span>ntralę <span class="_ _b"> </span>eksplozymetryczną <span class="_ _b"> </span>wraz <span class="_ _c"> </span>z <span class="_ _b"> </span>8 <span class="_ _c"> </span>czujkami <span class="_ _b"> </span>rozmie<span class="_ _1"></span>szczonymi <span class="_ _b"> </span>w <span class="_ _c"> </span>strefach <span class="_ _b"> </span>zagrożenia </span></span></div><div class="t m0 xc h2 ydaf ff2 fs0 fc1 sc0 ls0 ws0">wybuchem <span class="_ _8"></span>(wszystkie <span class="_ _8"></span>zbiorniki <span class="_ _7"></span>magazynowe - <span class="_ _7"></span>3 <span class="_ _8"></span>szt. <span class="_ _8"></span>(kula <span class="_ _8"></span>nr <span class="_ _8"></span>1 <span class="_ _8"></span>- <span class="_ _8"></span>1 <span class="_ _8"></span>szt., <span class="_ _8"></span>kula <span class="_ _8"></span>nr <span class="_ _8"></span>2 <span class="_ _8"></span>- <span class="_ _8"></span>1 <span class="_ _8"></span>szt. <span class="_ _8"></span>zbiorniki <span class="_ _8"></span>walczakowe </div><div class="t m0 xc h2 y7f5 ff2 fs0 fc1 sc0 ls0 ws0">4 <span class="_ _8"></span>szt. <span class="_ _8"></span>-<span class="_ _1"></span> <span class="_ _7"></span>1 <span class="_ _8"></span>s<span class="_ _1"></span>zt., <span class="_ _8"></span>pompownia <span class="_ _8"></span>produktow<span class="_ _1"></span>a <span class="_ _8"></span>- <span class="_ _8"></span>1 <span class="_ _8"></span>s<span class="_ _1"></span>zt., <span class="_ _7"></span>s<span class="_ _1"></span>tanowisko <span class="_ _8"></span>NO <span class="_ _8"></span>autocystern - <span class="_ _7"></span><span class="ff1">1<span class="_ _1"></span> <span class="_ _7"></span>s<span class="_ _1"></span>zt., <span class="_ _7"></span>s<span class="_ _1"></span>tanowiska <span class="_ _7"></span>NO<span class="_ _1"></span> <span class="_ _7"></span>wa<span class="_ _1"></span>gonów </span></div><div class="t m0 xc h2 y7f6 ff2 fs0 fc1 sc0 ls0 ws0">kolejowych - <span class="ff1">1 szt., oraz czasowo wyłączone </span>- <span class="ff1">hala napełniania butli </span>- 1 szt. i magazyn butli - 1 szt.)), </div><div class="t m0 xa h11 y7f7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wszystkie <span class="_ _a"></span>strefy <span class="_ _a"></span>zagrożenia <span class="_ _6"></span>w<span class="_ _1"></span>ybuchem <span class="_ _a"></span>posiadają <span class="_ _a"></span>instalacje <span class="_ _a"></span>zraszaczowe: <span class="_ _a"></span>zbiorniki <span class="_ _a"></span><span class="ff2">- <span class="_ _4"></span>kula <span class="_ _a"></span>nr <span class="_ _a"></span>1, <span class="_ _a"></span>kula <span class="_ _a"></span>nr <span class="_ _a"></span>2, </span></span></span></div><div class="t m0 xc h2 y7f8 ff1 fs0 fc1 sc0 ls0 ws0">zbiorniki <span class="_ _b"> </span>walczakow<span class="_ _1"></span>e, <span class="_ _c"> </span>stanowisko <span class="_ _b"> </span>NO <span class="_ _c"> </span>autocystern, <span class="_ _c"> </span>stanowiska <span class="_ _c"> </span>NO <span class="_ _c"> </span>wagonów <span class="_ _c"> </span>kolejowych <span class="_ _c"> </span>oraz <span class="_ _b"> </span>c<span class="_ _1"></span>zasowo </div><div class="t m0 xc h2 y7f9 ff1 fs0 fc1 sc0 ls0 ws0">wyłączone hala napełniania butli wraz z magazyna<span class="_ _0"></span>mi butli<span class="ff2">,<span class="_ _1"></span> </span></div><div class="t m0 xa h11 y7fa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">zgodnie <span class="_ _a"></span>z <span class="_ _a"></span>przepisami, <span class="_ _a"></span>na <span class="_ _4"></span>terenie <span class="_ _4"></span>Z<span class="ff1">akładu <span class="_ _a"></span>są <span class="_ _a"></span>rozmieszczone <span class="_ _a"></span>gaśnice<span class="_ _1"></span>, <span class="_ _a"></span>przeglądane <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _a"></span>legalizowane <span class="_ _a"></span>1 <span class="_ _a"></span>raz <span class="_ _a"></span>w </span></span></span></div><div class="t m0 xc h2 y7fb ff2 fs0 fc1 sc0 ls0 ws0">roku, </div><div class="t m0 xa h11 y1020 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">budynek wraz z<span class="_ _1"></span> częścią adminis<span class="_ _1"></span>tracyjną posiada wszelkie ozn<span class="_ _1"></span>aczenia p. po<span class="_ _1"></span>ż. w tym<span class="_ _1"></span> drogi ew<span class="_ _1"></span>akuacyjne, na </span></span></div><div class="t m0 xc h2 yf10 ff1 fs0 fc1 sc0 ls0 ws0">terenie całego zakładu obowiązuje zakaz pa<span class="_ _0"></span>lenia i używania otwartego ognia,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y7fe ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zakład posiada własny wodny zbiornik przeciwpożarowy o pojemości 368,4 m3 litrów oraz sieć hydrantową </span></span></div><div class="t m0 xc h2 y7ff ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _4"></span>5 <span class="_ _4"> </span>hy<span class="_ _1"></span>drantami <span class="_ _4"></span>odpowiednio <span class="_ _5"> </span>rozmieszczonymi <span class="_ _4"> </span>wraz <span class="_ _5"> </span>z <span class="_ _5"> </span>pompownią <span class="_ _4"></span>przeciwpożarową, <span class="_ _5"> </span>która <span class="_ _5"> </span>po <span class="_ _4"></span>włączeniu </div><div class="t m0 xc h2 y800 ff1 fs0 fc1 sc0 ls0 ws0">instalacji <span class="_ _1"></span>zraszaczowe<span class="_ _1"></span>j <span class="_ _1"></span>znajdującej <span class="_ _6"></span>się <span class="_ _6"></span>na <span class="_ _6"></span>budynku <span class="_ _6"></span>pompown<span class="_ _1"></span>i <span class="_ _6"></span>uruchamia <span class="_ _6"></span>1 <span class="_ _6"></span>pompę, <span class="_ _6"></span>po <span class="_ _6"></span>40<span class="_ _1"></span> <span class="_ _1"></span>se<span class="_ _1"></span>k. <span class="_ _1"></span>uruchamia </div><div class="t m0 xc h2 y1f2 ff1 fs0 fc1 sc0 ls0 ws0">drugą pompę a trzecia zostaje jako <span class="_ _0"></span>rezerwa,<span class="ff2"> </span></div><div class="t m0 xa h11 y363 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zakład <span class="_ _1"></span>posiada <span class="_ _6"></span>zastępcze <span class="_ _6"></span>źródło <span class="_ _6"></span>zasilania <span class="_ _1"></span>do <span class="_ _6"></span>urucho<span class="_ _1"></span>mienia <span class="_ _1"></span>pompowni <span class="_ _6"></span>w <span class="_ _6"></span>przypadku <span class="_ _1"></span>wyłącze<span class="_ _1"></span>nia <span class="_ _1"></span>lub <span class="_ _6"></span>zaniku </span></span></div><div class="t m0 xc h2 y423 ff1 fs0 fc1 sc0 ls0 ws0">prądu<span class="ff2">, </span></div><div class="t m0 xa h11 y3f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">w <span class="_ _8"></span><span class="ff1">budynku pomp<span class="_ _0"></span>owni op<span class="_ _0"></span>rócz włącznika<span class="_ _0"></span> <span class="_ _8"></span>instancji<span class="_ _1"></span> <span class="_ _8"></span>zraszaczowej, syg<span class="_ _0"></span>nalizacji <span class="_ _8"></span>akustycznej znajduje <span class="_ _8"></span>się <span class="_ _0"></span>główny </span></span></span></div><div class="t m0 xc h2 yf15 ff1 fs0 fc1 sc0 ls0 ws0">przeciwpożarowy wyłącznik prądu,<span class="ff2"> </span></div><div class="t m0 xa h11 y3aa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dla <span class="_ _8"></span>zabezpiec<span class="_ _1"></span>zenia <span class="_ _8"></span>hali napełniania <span class="_ _8"></span>butli p<span class="_ _0"></span>oza ob<span class="_ _0"></span>iektem z<span class="_ _0"></span>najduje się <span class="_ _8"></span>stanowisko CO2 <span class="_ _8"></span>złożone z<span class="_ _0"></span> <span class="_ _0"></span>20 <span class="_ _0"></span>szt. <span class="_ _0"></span>33 <span class="_ _0"></span>kg </span></span></div><div class="t m0 xc h2 yf16 ff1 fs0 fc1 sc0 ls0 ws0">buli <span class="_ _e"> </span>z <span class="_ _e"> </span>dwutlenkiem <span class="_ _e"> </span>węgla, <span class="_ _e"> </span>pomimo <span class="_ _e"> </span>czasowego <span class="_ _e"> </span>wyłączenia <span class="_ _e"> </span>napełnia <span class="_ _e"> </span>butli <span class="_ _e"> </span>stanowisko <span class="_ _e"> </span>je<span class="_ _1"></span>st <span class="_ _e"> </span>coroczni<span class="_ _0"></span>e </div><div class="t m0 xc h2 y6c2 ff1 fs0 fc1 sc0 ls0 ws0">konserwowane i przeglądane,<span class="ff2"> </span></div><div class="t m0 xa h11 y804 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">pracownicy są wyposażeni w środki <span class="_ _8"></span>o<span class="_ _1"></span>chrony osobistej posiadające cechy antystatyczne,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y805 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">całość procesów technologicznych jest monitorowane i z<span class="_ _0"></span>wizualizowane na monitorze telewizyjnym, <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y806 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">corocznie <span class="_ _c"> </span>inspektor <span class="_ _9"> </span>ochrony <span class="_ _9"> </span>przeciwpożarowej <span class="_ _c"> </span>prowadz<span class="_ _1"></span><span class="ff2">i <span class="_ _9"> </span></span>szkolenia <span class="_ _c"> </span>załogi<span class="_ _1"></span> <span class="_ _c"> </span>i <span class="_ _9"> </span>ochrony <span class="_ _c"> </span>o<span class="_ _1"></span>biektu <span class="_ _c"> </span>zgodnie <span class="_ _9"> </span>z </span></span></div><div class="t m0 xc h2 y807 ff1 fs0 fc1 sc0 ls0 ws0">załączonym wcześniej programem szkoleń,<span class="ff2"> </span></div><div class="t m0 xa h11 y808 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">za <span class="_ _17"> </span>budynkiem <span class="_ _17"> </span>administracyjnym <span class="_ _17"> </span>wyznaczono <span class="_ _17"> </span>miejsce <span class="_ _17"> </span>ewakuacji <span class="_ _17"> </span>załogi, <span class="_ _19"> </span>ć<span class="_ _1"></span>wiczenia <span class="_ _17"> </span>z <span class="_ _17"> </span>ewakuacji <span class="_ _17"> </span>są  </span></span></div><div class="t m0 xc h2 y809 ff2 fs0 fc1 sc0 ls0 ws0">prowadzone regularnie, </div><div class="t m0 xa h11 y33e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">raz na 3 lata o<span class="_ _1"></span>dbywają się ćwiczenia przeciwpożarowe przy aktywnym udziale <span class="_ _1"></span>KW PSP w Opolu i <span class="_ _1"></span>KP PSP w </span></span></div><div class="t m0 xc h2 y102c ff2 fs0 fc1 sc0 ls0 ws0">Strzelcach Opolskich, </div><div class="t m0 xa h11 y80c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zgodnie z Ustawą o Ochronie Środowiska raz w roku odbywa się kontrola Państw<span class="_ _1"></span>owej Straży Pożarnej oraz </span></span></div><div class="t m0 xc h2 y80d ff1 fs0 fc1 sc0 ls0 ws0">Ochrony Środowiska<span class="ff2">. </span></div></div></div><div class="pi" ></div></div><div id="pfd6" class="pf w0 h0" ><div class="pc pcd6 w0 h0"><img class="bi x9 y134e w9 h208" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">214<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc5 sc0 ls0 ws0">UNIMOT Terminale </div><div class="t m0 x1 h2 y7 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _5"> </span>wdrożyła <span class="_ _5"> </span>system <span class="_ _b"> </span>zarządzania <span class="_ _5"> </span>BHP <span class="_ _5"> </span>zgodny <span class="_ _5"> </span>z <span class="_ _b"> </span>normą <span class="_ _5"> </span>45001, <span class="_ _5"> </span>prz<span class="_ _1"></span>y <span class="_ _4"> </span>c<span class="_ _1"></span>zym <span class="_ _5"> </span>system <span class="_ _5"> </span>nie<span class="_ _1"></span> <span class="_ _5"> </span>została <span class="_ _5"> </span>certyfikowany. </div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">Ponadto, <span class="_ _17"> </span>szereg <span class="_ _19"> </span>kwes<span class="_ _1"></span>tii <span class="_ _19"> </span>BHP <span class="_ _17"> </span>regulują <span class="_ _17"> </span>wewnętrzne <span class="_ _17"> </span>procedury <span class="_ _17"> </span>związa<span class="_ _0"></span>ne <span class="_ _17"> </span>ze <span class="_ _17"> </span>specyfiką <span class="_ _17"> </span>działalności <span class="_ _17"> </span>Spółki <span class="_ _19"> </span>i </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">zaprezentowane w tabeli poniżej.<span class="ff2"> </span></div></div><div class="c x1 y275 w6c h19"><div class="t m0 xb h2 y9ea ff1 fs0 fc1 sc0 ls0 ws0">Cele ogólne i szczegółowe w systemie BHP<span class="ff2"> </span></div></div><div class="c x7e y275 w6d h19"><div class="t m0 x111 h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Reguluje <span class="_ _b"> </span>sposób <span class="_ _5"> </span>postę<span class="_ _1"></span>powania <span class="_ _5"> </span>przy <span class="_ _5"> </span>o<span class="_ _1"></span>kreślaniu <span class="_ _5"> </span>ce<span class="_ _1"></span>lów </div><div class="t m0 x111 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">ogólnych <span class="_ _a"></span>i <span class="_ _a"></span>s<span class="_ _1"></span>zczegółowych <span class="_ _a"></span>z <span class="_ _4"></span>zakresu <span class="_ _a"></span>BHP <span class="_ _a"></span>na <span class="_ _4"></span>dany <span class="_ _4"></span>rok </div><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kalendarzowy </div></div><div class="c x1 y344 w6c h103"><div class="t m0 xb h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">Zasady <span class="_ _22"> </span>opraco<span class="_ _1"></span>wywania <span class="_ _22"> </span>i <span class="_ _2a"> </span>nadzorowania <span class="_ _2a"> </span>instrukcji </div><div class="t m0 xb h2 y603 ff1 fs0 fc1 sc0 ls0 ws0">technologicznych, <span class="_ _4"></span>stanowiskowych, <span class="_ _a"></span>obsługi <span class="_ _4"></span>urządzeń <span class="_ _a"></span>i<span class="_ _1"></span> </div><div class="t m0 xb h2 y169 ff1 fs0 fc1 sc0 ls0 ws0">instrukcji BHP i Ppoż.<span class="ff2"> </span></div></div><div class="c x7e y344 w6d h103"><div class="t m0 x111 h2 y602 ff2 fs0 fc1 sc0 ls0 ws0">Reguluje <span class="_ _22"> </span>kwestie <span class="_ _22"> </span>opracowywania <span class="_ _22"> </span>i <span class="_ _22"> </span>nadzorowania </div><div class="t m0 x111 h2 y603 ff1 fs0 fc1 sc0 ls0 ws0">instrukcji, określa zakres tematyczny instrukcji.<span class="ff2"> </span></div></div><div class="c x1 yebb w6c h19"><div class="t m0 xb h2 y9ea ff1 fs0 fc1 sc0 ls0 ws0">Identyfikacja zagrożeń i ocena ryzyka za<span class="_ _0"></span>wodowego<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x7e yebb w6d h19"><div class="t m0 x111 h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Reguluje <span class="_ _9"> </span>tryb <span class="_ _c"> </span>postę<span class="_ _1"></span>powania <span class="_ _c"> </span>podczas <span class="_ _9"> </span>identyfikowania </div><div class="t m0 x111 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">zagrożeń <span class="_ _17"> </span>oraz <span class="_ _f"> </span>określa <span class="_ _f"> </span>metodykę <span class="_ _17"> </span>oc<span class="_ _1"></span>eniania <span class="_ _17"> </span>r<span class="_ _1"></span>yzyka </div><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">zawodowego na stanowiskach pracy. </div></div><div class="c x1 y134f w6c h17"><div class="t m0 xb h2 y84d ff1 fs0 fc1 sc0 ls0 ws0">Zgłaszanie oraz badanie zdarzeń wypad<span class="_ _0"></span>kowych<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x7e y134f w6d h17"><div class="t m0 x111 h2 y94d ff1 fs0 fc1 sc0 ls0 ws0">Reguluje <span class="_ _2e"> </span>tryb <span class="_ _1a"> </span>postępowania <span class="_ _2e"> </span>przy <span class="_ _2e"> </span>zdarzeniach </div><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">wypadkowych. </div></div><div class="c x1 y739 w6c h19"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Wytyczne pracy wewnątrz zbiorników <span class="ff2"> </span></div></div><div class="c x7e y739 w6d h19"><div class="t m0 x111 h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Procedura <span class="_ _38"> </span>określa <span class="_ _38"> </span>szczegółowe <span class="_ _38"> </span>wytyczne <span class="_ _38"> </span>BHP </div><div class="t m0 x111 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">dotyczące <span class="_ _38"> </span>pracy <span class="_ _39"> </span>w<span class="_ _1"></span>ewnątrz <span class="_ _38"> </span>zbiorników, <span class="_ _38"> </span>zasady </div><div class="t m0 x111 h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">asekuracji itp. </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y7c8 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1f">30</span><span class="ff1">. Procedury regulujące obszar BHP w Sp<span class="_ _0"></span>ółce UNIMOT Terminale.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 y7c9 ff1 fs0 fc1 sc0 ls0 ws0">Systemy <span class="_ _7"></span>Zarządzania <span class="_ _7"></span>BHP <span class="_ _8"></span>obejmują <span class="_ _8"></span>łącznie <span class="_ _8"></span><span class="ff2 ls1">397<span class="ls0"> <span class="_ _7"></span><span class="ff1">pracowników<span class="_ _1"></span> <span class="_ _7"></span>w<span class="_ _1"></span>łasnych <span class="_ _7"></span><span class="ff2">Grupy <span class="_ _8"></span>UNIMOT, <span class="_ _7"></span>co<span class="_ _1"></span> <span class="_ _7"></span>stanowi <span class="_ _7"></span>35,5% <span class="_ _8"></span>wszystkich </span></span></span></span></div><div class="t m0 x1 h2 y2b ff2 fs0 fc1 sc0 ls0 ws0">zatrudnionych<span class="ff1">. Dokładne dane zaprezentowano w poniższej </span>tabeli. </div></div><div class="c x1 y73d w31 h165"><div class="t m0 xb h2 y169 ff1 fs0 fc1 sc0 ls0 ws0">Spółka<span class="ff2"> </span></div></div><div class="c x16 y73d w130 h165"><div class="t m0 x111 h2 y169 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Terminale </div></div><div class="c x49 y73d wa7 h165"><div class="t m0 x111 h2 y169 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Bitumen </div></div><div class="c x1 y9ae w31 h1f2"><div class="t m0 xb h2 y168 ff1 fs0 fc1 sc0 ls0 ws0">Liczba  pracowników  własnych<span class="_ _0"></span> </div><div class="t m0 xb h2 y169 ff1 fs0 fc1 sc0 ls0 ws0">objętych systemem BHP<span class="ff2"> </span></div></div><div class="c x16 y9ae w130 h1f2"><div class="t m0 x111 h2 y168 ff2 fs0 fc1 sc0 ls0 ws0">2<span class="ls1">79</span> </div></div><div class="c x49 y9ae wa7 h1f2"><div class="t m0 x111 h2 y168 ff2 fs0 fc1 sc0 ls1 ws0">118<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y7cf ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1f">31</span><span class="ff1">. Liczba p<span class="_ _0"></span>racowników objętych Systeme<span class="_ _1"></span>m Zarządzania BHP dzień 31.12.2024 r.<span class="ff2"> </span></span></div></div><div class="c x1 yf6b w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-2<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y507 ff1 fs0 fc1 sc0 ls0 ws0">W Spółce UNIMOT Bitumen funkcjonują Społeczni <span class="_ _1"></span>Inspektorzy Pracy (trzech przedstawicieli pracowników, po jednej </div><div class="t m0 x1 h2 y508 ff1 fs0 fc1 sc0 ls0 ws0">osobie z każdej lokalizacji Spółki). Kwartalnie odbywa się spotkanie (SIP, pracownik służby BHP, Prezes Zarządu) na </div><div class="t m0 x1 h2 y509 ff1 fs0 fc1 sc0 ls0 ws0">których <span class="_ _4"> </span>omawiane <span class="_ _5"> </span>są <span class="_ _5"> </span>wszelki<span class="_ _1"></span>e <span class="_ _4"> </span>problemy <span class="_ _5"> </span>zgłaszane <span class="_ _5"> </span>przez <span class="_ _5"> </span>SIP <span class="_ _5"> </span>oraz <span class="_ _5"> </span>zostają <span class="_ _5"> </span>podj<span class="_ _1"></span>ęte <span class="_ _5"> </span>decyzje <span class="_ _5"> </span>o <span class="_ _5"> </span>wdrażaniu <span class="_ _5"> </span>nowych </div><div class="t m0 x1 h2 y1350 ff1 fs0 fc1 sc0 ls0 ws0">rozwiązań.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf6d ff1 fs0 fc1 sc0 ls0 ws0">W 2024 roku w Spółce została przeprowadzona Ankieta poczucia bezpieczeństwa pracownika. Ankieta miała na celu </div><div class="t m0 x1 h2 yb5d ff1 fs0 fc1 sc0 ls0 ws0">określenie poczucia <span class="_ _1"></span>bezpieczeństwa pracowników w <span class="_ _1"></span>kontekście bezpieczeńs<span class="_ _1"></span>twa i higieny <span class="_ _1"></span>na <span class="_ _1"></span><span class="ff2">stanowiskach <span class="_ _1"></span>pracy. Po </span></div><div class="t m0 x1 h2 yc01 ff1 fs0 fc1 sc0 ls0 ws0">przeanalizowaniu Ankiety wskazano i <span class="_ _0"></span>określono obszary wymagające poprawy, np. wprowadzono:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y249 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">w poszczególnych <span class="_ _0"></span>lokalizacjach zamieszczono skrz<span class="_ _0"></span>ynki BHP, w k<span class="_ _0"></span>tórych pracownicy mogą <span class="_ _8"></span>a<span class="_ _1"></span>nonimowo dzieli<span class="_ _8"></span>ć </span></span></div><div class="t m0 xc h2 y7d3 ff1 fs0 fc1 sc0 ls0 ws0">się swoimi uwagami i p<span class="_ _0"></span>omysłami z zakresu bezpieczeństwa i higieny pracy w Spółce, <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y7d4 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Biuletyn <span class="_ _a"></span>Be<span class="_ _1"></span>zpieczeństwa <span class="_ _a"></span>i <span class="_ _4"></span>Higieny <span class="_ _4"></span>Pracy <span class="_ _4"></span>–<span class="ff2"> <span class="_ _5"> </span></span>kwartalny <span class="_ _a"></span>biule<span class="_ _1"></span>tyn <span class="_ _a"></span>obejmujący <span class="_ _4"></span>zagadnieniach <span class="_ _4"></span>z <span class="_ _4"></span>zakresu <span class="_ _4"></span>BHP, </span></span></div><div class="t m0 xc h2 y7d5 ff2 fs0 fc1 sc0 ls0 ws0">pierwszej pomocy, </div><div class="t m0 xa h11 y356 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Pozostałe <span class="_ _24"> </span>zadania <span class="_ _10"> </span>wynikając<span class="_ _1"></span>e <span class="_ _24"> </span>z <span class="_ _10"> </span>przeprowadzonej <span class="_ _24"> </span>ankiety <span class="_ _24"> </span>po <span class="_ _24"> </span>przeanalizowaniu <span class="_ _24"> </span>zostały <span class="_ _24"> </span>ujęte <span class="_ _24"> </span>w </span></span></div><div class="t m0 xc h2 y426 ff1 fs0 fc1 sc0 ls0 ws0">harmonogramie wdrożenia zaleceń.<span class="ff2"> </span></div><div class="t m0 x1 h2 y496 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>Spółce<span class="_ _1"></span> <span class="_ _a"></span>RCEkoenergia <span class="_ _a"></span>Koordynator <span class="_ _4"></span>ds. <span class="_ _a"></span>Bezpieczeńs<span class="_ _1"></span>twa <span class="_ _a"></span>i <span class="_ _4"></span>Ochrony <span class="_ _a"></span>Przeciwpożarowej <span class="_ _4"></span>współpracuje <span class="_ _a"></span>ze <span class="_ _4"></span>społeczną </div><div class="t m0 x1 h2 y10e0 ff1 fs0 fc1 sc0 ls0 ws0">inspekcją pracy oraz organizacjami z<span class="_ _0"></span>wiązkowymi przy:<span class="ff2"> </span></div><div class="t m0 xa h11 y80a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">podejmowaniu <span class="_ _8"></span>przez <span class="_ _8"></span>nie d<span class="_ _0"></span>ziałań <span class="_ _0"></span>mających <span class="_ _8"></span>na <span class="_ _8"></span>ce<span class="_ _1"></span>lu <span class="_ _8"></span>przestrzeganie <span class="_ _0"></span>przepisów <span class="_ _8"></span>bezpieczeństw<span class="_ _1"></span>a <span class="_ _7"></span>i <span class="_ _8"></span>higieny pracy,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y80b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">podejmowanych przez Zarząd przedsięwzięciach mających na celu pop<span class="_ _0"></span>rawę warunków pracy,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1351 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">inicjowaniu <span class="_ _c"> </span>i <span class="_ _c"> </span>rozwijaniu <span class="_ _c"> </span>różn<span class="_ _1"></span>ych <span class="_ _c"> </span>form <span class="_ _c"> </span>popularyzacji <span class="_ _c"> </span>proble<span class="_ _1"></span>matyki <span class="_ _c"> </span>bezpieczeństwa <span class="_ _c"> </span>i <span class="_ _c"> </span>higieny <span class="_ _c"> </span>pracy <span class="_ _9"> </span>oraz </span></span></div><div class="t m0 xc h2 y9b7 ff2 fs0 fc1 sc0 ls0 ws0">ergonomii. </div></div></div><div class="pi" ></div></div><div id="pfd7" class="pf w0 h0" ><div class="pc pcd7 w0 h0"><img class="bi x9 y1352 w9 h209" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5sAAAMPCAIAAADU/lYSAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzde7xlV1Un+t8YY8611n6cR72rUqmQB3mHQEIS5BEI2orSiLTdtoiKIkKrbfu6en1wW5HLvS3N5doq3Re50shTeQooL4EQCISkUnmnklRSqUpV6l11nnvv9ZpzjnH/2KdC0PTnfohc0Ov6fvbnk+TUOaf2WWft7N+aa8wxyMzQ6XQ6nc4/AxHRJYYCSnAUBXHtT1ShEZjAEZABOSDTP4ASIIAHaPq1vjuQnc4/Oq47BJ1Op9P5Z8JAYMAAIgB8+l2QAQN7KAACPODXPggFFODp1xNA3VHsdP4xom6NttPpdDr/TNSwDCADKX1DPFWDATAYA4BOUy/AgKgRbPrpBhifjredTqdLtJ1Op9PpfNsFYPqex6fz6hoDAUiA/r2v4elDv/FDnU6nS7SdTqfT6XwnmCERImDT5VdoAhJggKwVy6ZpwD1dRvu48EraJdpO5x+tro620+l0Ov9cUABn05oCzZBIjchAaNeCKikqAIlchFMwgRzIAWzToGuAUpdoO50u0XY6nU6n8x0ToAITZEjSRIwqkIogn74ZtgyewGecUmLxwxmFM8AAIwCcEBTIusPY6XSJttPpdDqd7xgBBI01uRoOHd/5n/5YyknjUDnNEg9bGFetl4V+n847+3kv+6F8y/ZsOCCDERRIQIJ2ibbT6RJtp9PpdDrfMWYWQJ7YNWXz+a9OPviZLVE9q3eaJ8w1iKxjoTDXu+TVZ84ONgM5AiAgwAgJiOg2n3Q6XaLtdDqdTuc7h4RaBAdgZfnGP/2zS5qwqS0bxBLqYDMA4Ffh2tnBBd/3A3AOoUHfTVt3CeBg3CXaTqdLtJ1Op9PpfCclmFlD7WCycvLR/bkaIwhizFRhsdUAGVHbP2sDnroNhcaiaBgC5AAZsm68QqfTJdpOp9PpdL7DzNhMiO66Y1dW+IBxQLPqw4lhiqLLDYiKoxrPvO4Z6DdNISdcQcAAyKbNu8wA7d45O51/hLp+tJ1Op9P5h5hMkCX42QYIQI7jHhHNtui4EQgQAQZyIAITwIAh2lRlnKNmUIoz4sZAkzAUJENBUIXx1+cdECY+DjJAeZHiemRYqFbW9x7m6rLYyxo9hXI+7zkV4PTsBAABCMAIMKAH9ANEsZAjB6q0uG+fHT9RT8Ypl0a4dJxIyGTj+GjZL7ZeefXc1s2IUIeTBSKw3YAJQg8Lgq0joFh7bnWOFpidAGM0szbp0bDRDIy8OzG+eQEglA6r0BxpThNHAnMQUnI+gWvsG2CroT8BWqDApG8VrAftA6QGhgFkHqdHaYCgCIbAIEJOxilCvGo0MxEBAKWWKQERIIMHcgCUxk1d54M5VRD7BCQzIVJthUlTQ5QLS4iRHKeUhCXE4Im95DDEqnZ5UbXjXj+P1hgZwxk8wfH0SaECUoBvIQXM4tgJgaYvFZcgDJC1QGpoYBoLNqQIJVAWjckjJQhUOECprSnreTMQAawxls4BEKC3NsqZAohASBqJOSExOKWQTQ8BkNqWs+HpNsyAwRS89mpKQEwpCA1BMIohtUrqWAjg6fdVhjKiprwS8gBrIkYGhiqMYKzjdtTLitOjp5XWRvM9hgE5/QIOmFb62PQj0ARmTCb1YFgAUFUW7hJtp9PpdL51tIycJbg8AobW4xSSR7MuJhcZhW+ACWwEdpDNRl51wqGkKGZ9FBXJGOyhYloQa6pJ1qZ0eYDBBk7gCAwMCFZ7LiAoterRAuvm1jLAHNNSXW4oGKqIAQmgHM41KlIs1nXqu5JbQPsYOENhlsXaKQAFGQSRBCRkJE2T6jLMrk/sRWGCCWlmqT+eOO4laNv3BAhBDInQAALkDaiNy0PXkswDeQRcV6DwTUu2lkGTGpEKqRlIjSAgIUJUJI3atj2XgQRk6jjAlMBQD+VpRuK/k2hTSCVDhHtkRAYFmAGDGWJMPmNQAAIBhgzwMJAlEBlIlUwQk6mSdzAzaGS2lNh714TATpg4xCQQhnrmpq7zvIAmOEkawdGIo8KMhR0DZGBKBG0BJedhbA1ptGSUDRJYQQRQSkKYsHCyglOsS58Xptwqc8YEUIKGltkRsxo0mc+orOt+nwntNyZabdqWRcT7JiQRMlMRMU1sa82W2cnXp4cYbPqAMsGgZiqcxWQGJSdqZpaIYCnl4smASCCKUmpUcY4gTD4lBRDU2LMSGcw0ZcwACEYATX9RRmu/rem0aUqnP8JkABCiZp5DMBEQET1+hHWXaDudTqfzD2doYI5M1sZwEcKpo/Tgw25xDDhlbXzQAZVOzPLZ2hWtNrFcQr31+deEvAg8YM7HGNsjR/HgwXXEKZTJq/fikyExWFLm7Clnue1no0nIMxViQgpKgiZUvcyhVNxwD3wLNJA2+ZCIstZB+2OSpbPX9596XkDZh0xUt7Ev9x+kg0d7ZY0YIApmA0gFie+08YVXPCM786yacjUdqlFswi23+mgYV0iG9esODybbR4BhNSdn1G84OPYveOYJpBn0ekowgXRTGL5pY8CAGQVqQBAyVIQMKNqEEFC4kejM/iWgxDmbJ0CGXFYiD4ro0AIOKYuGaCj842NSG5tkwbti38NHjx9bztxcoImZhcaKLBdJV19zIaCMlmCAhzkA999/ZGllVLfBudzlPWaKoSbWZ111fmyQZVDGyurk3t17QoDzPecyEdFYX37ZhcM+1WXdyyQmzwJyCGoHDh3ft/9IL18HywiJ0YJCHZtrn/cMrZFLIiZLdPs9D5YRyTwRKAVHSH0/m/PTLzob2gBW1a1kg3v2HB6P6lx830ki5TyvJ2VKun7DzPlP3UpIhBYgQgZjKFo1AoWEL9+4qzeY6w9my7IkM6bYy2k4KC64YMfXIyIBQNOGLPMK1HVyXkSgQNPgkQMn9+7bN65K5xwzP+Npl56xab7I4AimiBa89wSNMTnnAYzL9s679wSTJtpgZtaiUpzO6TM2gB6XQtdSLBKn0yGVGQpA2J519UUxwnnATFXl9OryY7pqoE6n0+k8eSPwACQKEGBAG5av33Xv699cHF3weVHCHNWpHdVOKslFs35rG7ZsPEL1i/70P/urL/dESCjqct/f7tz5hj/a3MSCow5odbKSqfnExlLl7syf/fGn/c5vgQgJShaEnBIbISOrR/v/8pO3v+6tW6vGWxtcWfsU2WYbJ6F4KPcXvO7nrn7NZuIcgWdzxcnFO9/wxye/8NVNdYxhgowSgYyzxFnkT77w4t/Yfo7MVYNZpxqpanHznR96zb/fbBgvr8wM50ITjs/FcxdhhGMDzpPM1oxLzn3hZ/98rudyTagUPu8S7ZOgMMDWCk4M5KGEBCgpUwJTgYAvfvkLN332e/7bHzi2ABV2MDibTnJjUAITYCB67Ia2F+/IT8r2v7/jPR/72GeWFupsVkR8DDpaXT1z+5bPf+5jWzYPDExrl2WA4bd/90233X5nCJHYqxpgTGnb1o1/+5mPblgnMKyWzTve+e43v/mPfTYU7oWgqlpk9MMve9Gb3vS7EIYjR4gJbCDQDV+6+c1v/pPVlWTIyEAUQHEw8J/8m49ccPY6CoKANuDHf+JnJy1qFWGhFISw3K4+++rLP/ret88MHZB6/X4Z5P9629s//7kvrSyOc8rGzcj3nCpmZ2ae9awr3/++PyFjJvcNfTmY1PDev/jEH/6X/7q4UIVA3nsRiERo9dKXvOg//cEbZvuPLXwqAJ+5NmmIlhViwI037Xnne95/6NEjD+zZ0zSRnB+Pytm5YayrSy4677oXPPdHf+TfXHzh5hR4vDRet27IjtoYvPM377ztp3/2F5rWK/fF5YgqFp/gl//1VVeNjLVFXJt2F4nPf96z3/eeP2IPVWMmeaLXV5doO51Op/PkNeC+EiJiBuU2s5ruvHfH/fs2kibnF0O1QXQmVQluhHzifBGJR6utTyfuvnPjcy6ryXJCGshZF553PNi21XrYVrXUrQs+apaQiMa5lDvvwniCmT5SMpUoyNQAi5lSVS397ZcvWJ5sa0qPJmFSZq3CZtvMy2ya2/TM513V9Iqi8SgjXFXvunXp5p3bj586R7ImjKOYAU7JKbPyU867oL9tB3wekAK3/XZ84hOfvPjwqadsmD9Wl/02+SpevdjOKgBeXiavLofbd8+D48/dMPiXL1RSckTSlRw8GQXUAGVwDigkwQHGaB0VYqhGyzd+9ejv/85Yw/Wv+eXn/+LPZZc+DcOBGliRASCKwkk0gxIEp5f/YkrifK9XJPOjcTIajNoAwHHu+xvGlc7MDxRgOCBhbUYc1M2MGm5b6fd7yVLmuK5Hhw6fmJuTFAEz5zJ2PZIBeG5Sm6rL83xULX/kE5+75PLLX/mTP1Smpg8njBBNhQzu5MKYeM6sBxAogWK9vLJh3dCmRQYOqbWIojWrEwsyUs/QrJe1wfUGRYzBrHW+UKS9+x5dnqSiv81blrsZzUIvy0dldfOu3bfe8ciVTz/b07QuZk1rMNUPfPjjq+PUxIK477LBZLKS+QDExdUKAuhazSqQjKDGYPE5Pv23O9/5ro/cfvu9k6ZJail5WJ+j6w3XJ6U6ysOPrj7wzg//+fs/+oIXPPcXX/WKq6+5MAEhmPe+CpG9U3h2c5MJE/V7GalWABvIHl86QOmx4toATzAyJSRGEPC4bJMhRQiBWWNKTvzfOX+6i8hOp9PpPHkZRIxgaFhXEZA1+2+/0Wdh7CaH+yvHhuOVQRMQFG3MmrZo1IcQV7bPzt1/6y1BsMKuyvBo7viZ58tFO8q+r1BHayhLmoeUtSlr1dfLD+zBwhKyEFzySjlAwsiQrMWjR45+4rNbm6rKQuVD3WtD3lrWJh9PpOXeM54iV1/4iKDp55gbmNRf/dzfLJw6NtvzIU2Ca2tfN76ufLtShJOD8C9+5lVYP994dxR2hFobLey98YYNzo4ee1izQNzOwDKLhDagVtcaB6D148nn/+htyXhJ/HLRb510J8aTOZcUOSwSJhliASL0AQcotQgNHnrk3v/4lpnx0rmLK/yx67/46l/Xux+gWAU2EKbLuhV4FYxv3HDknCegDSmqN+pBBq0WrlgfrahbSfA+m+5Rmu5MWstYdUI2MxfZJfZKrmpjUmMnUVHVwXlyGbHvN4HGpRoNzYZVLZDZhdX2db//vx04eoqlAEE1ek9mqNqmbOsEisSBfIALyKNh0PcxATQNlKRANLSJGuXauDEZjWMyrwSDiDiDgeXIiQU138RsZcJwc6OGm5QlKlbG8c/f+1EwFGzgtQ2MBOfw6LFTt99999K4lHwQ1Y/KAOkF89F4eVLF6SH7+oEjIx5X6d1/8cnX/vyv77ztgUntyhZtcuABu6HRIMa8qqU33Lw8jqOaJ0E+9qkvvvq1v/GpT9+hgDEmbeO885lXk8kkwHois5qcGdSQ4BJcQNZSFpAF+AQXp3XzlkfLk+UJmVqWzIVkSvAeJFgrf/97ukTb6XQ6nSePgbZtIYgaW6xivHrs4YcKRFibULuCSklLPS57Mk6tCLHGrei748tx98Gi4c2RZhok9KPLr/mhH1qYVDn3+pCsTllITtUn5BHZqdV07+5ojXpCUqcAoRXNiO76s/eew7nnkNqQNJlZBs6NkTCc25CftaMBMvTUAAMtl0d37d5Q03xL1JZ5MtekLJgzHpX18IwzNm85C65oRQAeYrB88NHqyAkX0qDoE1FUBejEgB6cpT3DcKqvp/p6KkuZCD9whE+stNAERNXuxHgy1KYBLABjoCGowQP9EPDg/nve/Me9+/bPalpfh3Ma9Pce2v32d6NNXlsw4BBJIyKB8XemYJgByDLxWRHUlIRdHoMlI3Ge6IluVhvgeVKWPs+SJQiTUH+mF2MjjOGMByUAoVWf9YkzgiPJiPI2YnZuo89mvvyVm2qd9l9ogciClJrZuSHYQGRsxmRELpPVUek9FADDyMhRsuQyUSR2Aqa8N2TxKcE5ZmICjUZl5guDI86aSNFkMJwbTVpxfZD/4vU3VjUmTTCgamoQYlQF7t59TzQlIYORUF4UBoUYCT/08IPGsKRQ1bZVm66e0v/xlv/y+t9/Y91qWYVkrigGqmaGyWSiGlOKPpPRaLR58xntapngm0gLi5Pf/l9ef889x0VY2ANomkaEBoMeGcrxKlEcDr3zCKluYqtQY1Ih8S5oAJsvmL4OREZEeZGnBFW0bQRARF2i7XQ6nc63kgCUS3Im2pwRsgPv+tiOxXp9226M6ZyRXbBsRXAnmJbJs+9pox5EsCF0/eHV8Ye+5EaEBgaXKMNVV25+1pWrjgsu8sisTuEUnAV3Ro27P/xXrp6UaMCE2qJgDOZjC/GWezfWTUNjci4615ILFaiUIINDRNue81xo0Qd6CiSc+uruwb5T52svr8rNfg5R59wwDx4xk81nNJdfmskQJQZRNhlvmtTjmx44c1XnInoBvZYGrfQggXqreR5930UJKbaeZtv4rOMIn79no7p+SP3uvfVJXh4JIE4hSQGMOCm3cWWh3XX/za/9n1c/+vlzAwar7YxinWJbm8IXvvbgb7yeHz2S0mQV45rNBeunoE+QT6elBKTgBCFby5Uw/sY984+PwgEUgGRrhQjTe/HJphv/0QKAyXS/vpEZWSLLi35ZxdVx+573fTwlWGrYcZNatZgVrgnltNgASEACtaBWORgBFEEJpKAESkZpehcej29xZdPYJiLZ6nhsoMRGnoyQEop8oEpmbnl5snv3g7n3ZhARQFkoArfdfrfzPi+KkFrO0KQazsRxtFiW1cootaGCEMQRubK2D3zoUx/44CeXFhvvh1HJDNV4tG5u1lI1N+NTWCmyRqvFQY8PHXpkfsvWWNugv6EOcmqx/Pl//2sP7TvqHLcpEZGjVE8W+0UcFNHJuG1OJF0mVHkOo+gcA9q0VZYL0DbN2HPlqHJSO2qFg1DQ2GhUZmRe1JTwBIm2q6PtdDqdzpPXT9oyarJeYhxavue9H3tqHWvAQIGE2LWUBS4mrc6SRwiNwxKFYBwno10f/qvrfvD7x7N5AdLM4xlPfcorXnzT7tsGlZBJlaERgkkvyEzAvZ//0rm33F5c90I4QokIEBDvO8gPHGStqrwNPDN2QSQfitfWLczMPTCXXfncZ5ac9UHJIBlOfnXXuibNgBN0nGMEKpiUfJn1D2TZpS964bSaMAp6ACZp9QtfmwupJa09InNgKZPzbT7fNrOwLDaLFqiwHLxe6fD1X93+Yy8qUzQ/6Appn4RARBGOMANuoDU1WVujDbf92u+t27nn7Nm50cqpzPIGqbQ2Y1535OjJd3/4xNbNm3/91UVONXwa1zPDuSTp8Qu/0/VUgJVNGWrGUAbMjKDT29en20hNHwQGrdV0JoJjkK51lSIQDEpQNgDTiukEijAy06ZN4tzcYNNdd+39wIdu+IVXPD+l1kvWQsaT8bA/mFQKSmzTstFEMCOyx5pYre2vNIapEZMBZhRBpzdOmRDYoo1XJ+BcLXAmaiG2cVAM2rL2nLXNZOfOu6955gVJLXfeAGIS4MYv3SpcqE3bl4WkKfMEMlMKrVWlZusd2JomeXZO3Dv+7IMnj08Gg01EeUqNiDlqF44fnJ0ZvPD5l196ycVLS0tfuuHLjzx6ZNumTUtLY+f79bid7c0srZ7gYwuf+Pj1P/fvfnzYl0svuuBP/vAP6oZAfVPnpM7zMCrtv/7pe/bsfVSoNypHRJQ7gjYbN8z/8i/9wvr5GQAEJTM2A6WN62d7OT/Ws4upS7SdTqfT+daqgUJbEacmX7uzPXxqLHpoiCiSxCtLinLm/PZmYaUYV944Ik7QkvhBDIsP7cPKUjm3dT0gRPBWXHmpzfbT8smBoTZSAhvlkXqmm+pw5Iabnnrd88AJmRBQQMu9x+ajBAR4nolURfUsfXNZy5OEzZddio3remBqAQI8st0PbgVxudIHL5arLpcwaXooWs1W6rDtgguRoXZYZVuP6DQuPHqw7+ISpXGhCZJAapw2rPdHjvdhJpycmdPWxaTN4pFHtjelm+lV0G6Z9kkQQkhwDkjRUjWXKcbVoT96W7r/4e2uKJdP1dSWyBrmFkmAWWYJ7cEPfGTz867InnMVYp3Nz6Ey84+Ls1AyM5puelIjNZizxEYJykiPLdKuJVqyabYUAxvBmI0xXdCFwdgMoGnHZLDRWvBCAkGcqCkR1XWMLf3Z29/z0uedv/2s7QrAoImIhGyaxQxm05y61sMKAmNA2ZjW/sbpA4kiI7GdzrpAW9WqylC1FsRmsJigBjMh9j57eO8jj/38DJhp0/LRw0uapG2Ty/KkgabpPCmREFGKnNA4CIjAuG3XwQf3HCiKecA1TcumKVUb52ePHDn0+tf97k/+5Et6BZrG9u37Vz//8796bKEa9LKm0dneXBXG69ZvqpvVG7/ytV/71R8HMDc39/3f/0I5XQyiGp24MuD9H/xoVY5MzJGLMXGWCbiX5T/+8u8dFmu/PzpdS0AGJqRkzGZmT7RE273kOp1Op/MP0aRkqJHcanXvn3/8nGWaaTgQK7wPUtSiyM54yYt3POuq1jnAksSxb+DD5rra8eip0U03e4TZGlmESsDFZ57xtKcmazIYmyWCArnCI5ytdOpvvkzHTiW26eiF3iilr9zTC6kVNtJ1jfai+Yi8pAxsg9nnvPIVdb+gEDFpEctHD+8Z37N7WJaCEhJGViIjRupDXKKnXnL54ILzLdUqMaKhyfLqpz47c+hEPzbKgSwVSfMEAtJLr81m5xy4Igt9jmiWeXyiKJcOPIidtw9CLQjdefEkcIQEJELIqHDQe/fe/lO/dOAdH9hc142WY26Q+cN5Ps5yL96rIkx8GBcHDt76629cfOv7sxWtNS0WON3k4HRCpYRpFwVKhpRI2RJbEItsiS2SnW7ZtfZYW9GVJKTTh4d5aIa1aWSs8GSAgc2IWlBD1Bgq7wlAVTa93vy+vcfe9Ka3LiysxgQz9PPZqgxkjlVYmQ2sRMYGD2CtS5USVMiYzbGKTD8TAYiE07UPihPHjmbizBKoFR+Ek4ciRccc2tY7d+cddywsVtMoGDUp7H3v+lo55tg4Rk4QM2OBqapCqBcbt7rUtLFWwBfZpExvfONbyopNs9iysCt6uXdWr576n37pta/4t99TuOAQcynPP2fuDa//1cny8Wa8xElDHdlno0kNyAN79j2yf5GBXCDWkjaMhqwmqzWUhTOLbe7YEfWLgXfeoua+CFUzyODReASP6EzFVMw0KgFMRoAmBbo62k6n0+l8a4UQWFdR8qHjo6/ce8FEzmrpzJGcv8IXjPj8MXPu8bLr3Pddc3iDO5qFxVkszWE8UOJmQxOO3H2noULCxMXlzGGW+1eePy54LLqSY7lnKz2MPRrEfFL6gyfHBw7HaaYgoKXq3n1lXKV+rprGVtcF1z0/IU1Ff3jxuf1nP31RJHjAp0lY+ODNn5zYZMSVGw5P+GZllk5mse3nsZ8vO3v6i79H1w0pol+X8wiyONr9zg88pWo3pLS+SRsr3TJOWxvdGKE/8JzeuvUAt1DnpEgpFyMJ7tAxfH4nji7l3c6wJyfCCaJglRKQ7vqTP9Ob7j57HCU0ExdSntUxLM8PS2ZJKIxINB/KvCW556Gdb3zr0qdvgMgCr2U/PD4DTqdfwaZVr4w0fRASvqGW1oBpfcFahYEYkwmZgznY2vCF6YLy2t8AIxghEoVePwuxbdt2OJwpJ0FV3vXn73twz2ERCKNtdVAMASYIgdiIQZh+568jgmMVUhYTMmET0PTK7vQTBE6ePOmcM1Ni9Zl5T947geXO11WVYtq3d9+xo8em3zCZwvC2//YuQV+T6/fnU7RMHKmZAiZCWV3r0sIky/24mQDYt//kLbfc5l3PSSGSadJqMo6xPufsM3/nN3+xl0vuwKhhk36B77rm8qdfdsHcsM+g3LmQ1GVZWbVlWd9449fMAIOIMTUpLiMtOwmkiWFtVWqKmffleNzzBYOQICShBaNh1IyGKRApkRFiCjG0NWDe+ye+IupeQZ1Op9N58ub7lvyFcAu33rrdxobJQs89OvTHMh5jUuJUOzeDS6/ES3/wuPeXFFu2L0cucdTLoUE+QjO+8+719ejhAURlfdPHJHdXftfDw8FCvyicnDeiK06hn88cyErO6jNLG+88mgfXCkpusXS37r3pXEi/oSatWx302iZuG+sWTUdcs+WVL44b53vorSILGQ0O2nWv//T25eXzo9jYTuWzG5r12xdw7nCwWD56YJvr/bt/kzBjUctiiAR88Y78rodLxw/3XDC/TTaNzQ720rFBmDn7Annxd9/Wz1eyXhYELCPRmUavquTQ+z6DZDVHIKJRNEBCMItQQ4C2iECCdYn3iZQeKJCrRizGPXfwRz/1jPF40CyxLnvRMkvjwlDvGdCJksIB5dqd1Y7POFxs3j8/tKDluz5ePPTwFoxHqBYR2kRIrkU+hlCLojSGlp5I84kVDQ8CFxHeTldk0lr25a83+idNnFRCdI1xo1KDGwIcIAiJkdxYbahp1uANrp4UpLO9IS3Xj7giZcWG4ZaLPvTJz48iApD1w6Q6QQhkgImBDTCCkioAjiYtWBUxMRs5FTJpkkwozZoVRoAAPppDCxmVlrSX83y5HNuQtKdL8cRIl4qZdUurmdr2j338emY1TLz4QwdW95YL4yxa3o4mxzIXWAzOB/aTZEliLwsH9t8J6zsaKvDQ/vvXb9vQUrtSr8Bp0DicmRfu/cjLX0SiLhMzbhs4mTMbZNng2u/+vlFbtVIHX3tqtW0GvYFY/plPX0+PJU3Knd/EfqvpOs5nEiXfy51sbOvCZ2qyYNTE1hMz5QBmgRlgAOSAA9j5TLzLiz6Rm36kS7SdTqfT+ZZiZEKIunLXXU0zCWhSbLPp7UHXC9LfePY5EMbczLptW0eTshdkY/RzpQ6btMlcc/9+PHiEAKcEI+TF5oufmp+5lZXcSpOaOGabVKMeZVVbpxQnD3JzhQAAACAASURBVDyIAGEUGg9cf2OMISGpJiZwaAa9fKVeNeTZhk2br7mqcY6S5oByWvzER93iChkpkMhEjQAPGY9KksG2Sy9k55wIzfbNEtp258f/mmCWAqVAXsbVxHGessLO2LL5jB3rnnFFb916r8y1WasgaiwFYP/ikf1//TGnEQAcQ6AAgb6+Cki6Ns++8/f0ASXcX5/IGtz1e28/ayUdiKOD82iLvAiYbWhjzM6vB2rF8dneylM21C+6kl738svf8iv/+v983Q/80e+ue+m1y6eOOK2L1ObTxlnp9Dl6eucXGVjtW/qsv/67dM4xS9s0Tlgcysm4LOvPf+6Lhw+dNKCu2qI3PJ27/kHXNDGGafsqVWVmgAjkvWcmEfHep6Sf+fTnVstSQTHZrl13aggxBCfSKwrVFGM0S4AxsxmMMB5PzMx7MeDIkeOLi4vEaxGRmVNKqnrFFVf0egwQ0fQLjQjEuPTSi/Pcs7BaBNH0j2KKKysrdf3t/F9Rp9PpdDpPVuXgoBiVh27d5SSwU7W2ALFS7XsLvd78ZRejn2NYzF90/mIKGbLNjds0wbqIuRBnDp/Ae/56HpBkCBFm/twdO77n2YCcgX5mvNKzSZr0yFy/p6FZuv1uTCYUG7+y+sCHPm0pTpCSBYIWsfVQg1+Bzl12Gc49J3K/D+lBfTW5+YMfmFta9spjoHbmFWwoVNoqrhb5hudciV4PhMpBVP3DR/beehtb8KSZqhJaUC+fWYFsvO65xWAOVz1NdmwjlaIlT5mZKdJEtPVx5yc/JcujmKKSmqz1ZOBpiJnmqS7R/o+1KWzvbxgeW9Sv3DcTIT5X50umVYGSX9dQv5lrZs8468Xff+1/f8d5P/XyR07uecfb/vM7/+Nvffj1v/2F979j+Qtf6T+82kviQiNCUMSgBoZMu71Opw58axLtN+YnNqCqKrN0+eVP6/UystQrstmZdQcOHnnDG94SIzZt3D6ZBGB6VfUPe9FVJTMzc9LknDOFtpaJZ7Jp2HXsdt+756EHDwCZiHztljtSSqYqBCYIA5oIajDn2cyI+cSJk8zMBAKOH1+qqsqJiMg00apqr9c777xzAKhOhxSrTAcOm11xxdO9FyYzS9NkDyDFdPLkyWPHlrtE2+l0Op1/AmoCt6G54Ws4dMhRW0sJDkVSTrQEOp7n2SUXpJ6rXKQrLzo5yFuIJHKRSGmC1c1O7n7vX7pDR7lpYapMtePzX/6v6jzPrfCK0ikLOETLuU1j/8ghu283pzI88FB+18PCNCqQoLBI1HBZ9YfzR53X657bsE/wUOOqXH7gPjt4cH1bucRLPaod8mSscGClfGF+uO6aZ8AopjiyVMA98sVdZ7mehtJiVSA1Kbq8D8vGrph72UsaZ3jq5vkXXh18nplnFYH4hFbrzYXv3fuw7npAiBNQEyAgAGk6O0CNVOlbvEj4/xulpCISfeqrfv+pR2Qyctjc0IZTkdU1w+HIuVKK+666ascf/u9L3/3Cm9/ytjte89v40Jeft3f5RUfDVcerrQ8dOfGW9x75F6+Z3HJvnxzFBEHuOMGUCQIy8PRm/7eGnR5ctfbPpImI1s3P/MgPv6yarCLVVR3zbOYzn7rhKzfeFlIWw3RygRmpkRo9ySub5eXVtaCZ1DnnWGC0aePGHWeeIaxe2IzyYuamm243ZDFh5657HJMX1hRDU5579lkspqowFRFTJZKjx46ZWtMmAJPJRESSqoiklMxMVefm5mZnZ5PCrbUtUGBty93sbOacqCUiwExEVBWE0Wi0urraJdpOp9Pp/BOQAFkd3/++j86tTojriibEMYvqXTYht9rvz1x60YixXMjg0vNObuovsTSginUlS8ukTapoZfHet7+PAPQ5iqvA/umXzlx6cdBQIDOb9pDXUdPkoNmFpb0f/yuUq0tfueWcpcDQsjBlCLRGPWM0qtvy7DPXPf+7GspzgImI9OT1XzkzpQylEK/m1DjNkzoDQRrf95dduO6KS0DCzI4YdUpf2jVYLfue2UJmZoTabFzXg83b8cxnjDzXs+6MFz8v9gsCW9BMXaHkTQer46cem5TX76SqJqYaiJiOwpru7bEEU2i3RPuE+jA8cuq233vr8uEj+syzV71mcMG5nPKNJ4ONwvK/fu4VOz/KL39J8ZQzaufnR3bJYnnZYpxrl+bjZG4y2jGqBgcfOfiXf402kRmmG7iAAIIQAWzG36Iq5seW2qfB1AhFrwdKp04ee+3P/vTZO7Yi1apm5maGG979ns/08vmZ2U3TblprfbtAT7hn///VysrYbO2+v4hYgoa4ddOmCy84RyTF1Kiac4Ndt+4GcO99Rw4eOpGLI6hp8I6f/ZxrTNfmR4iQmRHRqVMLBmNmNdRV7ZybljQQ0XSN1ns/HOTTH1ctOecNppaYKEQMhgPAptmXiKZPLIQQY+wSbafT6XT+CRAAo8nCXfcOUhQHztiQWE2Ek0jMMp6fY4QCbjg/02audAhCrWEssR66Vak3rp89/rmvoq2DszgdWSq+uOT8ZVDm+4VSgiHzddsOsl4vNYfvvA3jlebh/ZsSTLVlGBsbxowBZUuxLLdvlHO3F8w9XQsz9tCBeaUGLcBBkAhOjQwJbpR5OesMnZ9DUGUuEHFqgQ4dbxdO9bPcOWdJWaQK7QTtYH4OvZwRA6x3xmaI8PRmtqrBssxxXW9V1sNHsLQM1aAxrQUXANO2pWrdW+//SFQ8eDA+/OjJIwcvev5VY9gi26keMbkB/Ibept7Pv+wBkuOQ817w/Gtf9WOn1ruBm03Wgjw2DqJP8EgwHDqBkwsQwBAmgcHpdFMuMfx/dTlhxIwUk6a446xN5569Y9jPsyyr67Zq7I7bd8/NbW4bPV11sJaqn9zTaZpgdnp9mIiJhXjd/Py2rZuLwnkBi1Rl+8jBY5MKu3fvraqWeNq4TPPcn3Xm9pQiWSIYERkA47aNwuIdma2V5xIwHUQ7TbQpJQAhBLW1fwcsxghCCCnPcyJSXbv/YGZM3+7TvHtZdTqdTuebeeM+bfqfM1ot33b74NjiMGnZNpVGgphGixY1Pv2yy1iy2VG9rg5bZ7ZsdJkTBjj3GYm0iDlxubiw7p69Yfc9DaICA8tVxV97zf7MjcH92jLmkUVmL2RDjiv33lN9+jN0z25vDRNaM2V2htTnNia/fvsZP/i9443zNlJuwAwcOsi33OfHo7FTsGPvYSopOdCqk2OzvWt/+T80yMGOk/ZDqffeV+7Zu0WKVFctFCBSMsdFNthyzlkom9mFyUzTwBXnnbk9AxWSReLa8yoFy6AcH955K6rEsS3YrSUXBYwUFEAEUNfr4InPrbDvIx88t8Lqx69/+gufr9devH/OamFOrswG2/7DK9vnPmdLi+0NWwV50bXrf/aH9/TjmGyhl040q3kKZRwt+Grhjt1o6+kli3fegcbaJEIuXtswjZDTO+ODwUBVAaT0+NMbAFJKWZallKZBDUCMsW1bIqS09kmPjRwzsBGFFFkwHi3Xk+o1P/OK1IzKZpL3CmZ38uTob/76c0UxMACkSqoEBT+5NdrxuBSRLMucc1VVORZWzA17L7j2aePRCZ9bCC1LcejQqf0HT33281+K5mLTMCmQLr/04rN2bNZUMxuQQmjNwM6dOHFSVUM0YczNzU2TbNu2IYTp4WrbdmV1kmcZgZkFQIrqxKtiMp6MVkcAMYuIVFVVFEWIYTAYbNiw4dt2+nQzwzqdTqfzTZhusn4s1LrJ6omv3bKuanPDKUMxV+Rt4WpRUGa6snfvgTe+eckIFndABgdO9ELK0nTOKAD4ZGI4T+tjN9+8/rkXifNZEvKDTc++6oZNwzNKKpZWLKcxWaHT/p1xQxvveef7eg8c3QRjY1ZVIlELicbkJ9u3XPkzP3EYNpsxGnDRHv3CDf1HjvbhTg0onziuW0rJsTDJoxk/7ad/FDvONGQQQVQsLOz54IdkebHHGFWNyz3IucSRraZ25a5dC7/xW1Z5rM83trF49DAhphQbh8YBIIO1YvXS0vKHPj7/K6+SzAE+pcQgEClYwWSM1C0oPVGg9fqVu266tl6au2Xh4Lv/6mm//FNf+N03xfuOThpHL7pi3a++HC5bXwMnW2zJVvOw5VUv+eTb3zZTOd+mHMgjr+S6nGu2MtHRchLzBhicouDCQG1dF+KR1Dk3vRvOzBYtBGTZEzydpmkAhpmqTvc99Xq96clP9PgaWLbHRuhaMkuDwn3vdz/3uudd8+mbb06hJe4z+b/8iw/NrZsDoJQAWmuD+6Q2CU4mE1XV022P26aZHRZbNq2/+qrLiep+X+pJ9D4fj1f+73f8xa477onGnskRE+mrX/3TvT68Z7DB9PTiNYWkdVvn+YwBc/NzzrmkxLzWUUFVV1ZWlpdH87MDgJkcoMye2bHh0KGjy8sjol7TRufctPpWmOfn55/ylDng21Q33r2kOp1Op/NNLNA+lmvXQm2Izf17+ikSiDNO8CujsYJY2IdmdPDgw5/53KnP3nD4I5868LHPZJOVATkAXtELVETkCXlET9vqvvsHSjkM0zH3W7euu/KSg23JcBIBkowyJK2sXifSPrQ/b9saSsZOWQE2muH+suftz7sKwz5P6yedoSkf/dpOrkrnihoUQFk0D2ZAUxoNsi3XfRcGA1YBsRjw0IGT99zTcxBTNgSScYge3O8XVNjo6MH7PvyxpU9/8chHPvXgX31qdOp4RPJelNC46Y1kLh3H0Dx6005UrYcCqmsHjRI4TUsnU3cqPdHFUgjB6QriIMb97/3k5Mip73nVK4bn7sg3bDgiCfPDoUnTA7ZmKddHdKXaum79s55eucxHziMpo85onKmz1FqMa0NXgaQEhoKTCbGerkAl5mmhZ1V9wwXbN2RVZtBapWmM0TmXEnitrZXS46KaAXmep5QGvTzFAGt/5lWvJEnsaTDopaRgqarKCGsTHwjTjWpP4kC1bTtdOU6amFmYhGx+tr9hw/yZO7ZU1Yo4YXJR7eav7TpxcoGYyVRj2LJly9XPvLLIWYQAJYJhrew1Rq3rmgkA+j2ZxmU6/bMTUQjh2NETAFRN0/TYSAjJEo4cOdY0gUmm08hExMxgWL9+/bfz/OkSbafT6XSeTKg1s5QS9jw0uf/BAZAMfjjfBMz11gtndahnWM8GbVlZPrucXJn4vKo9A9lIy4nXlomNssRkrMSQanLH3Ti0SGUZBTFBfXHNT//Eob5Ezl1r3LKoI5LGY8bS1pV6yLycgYzyIAYRow1V79SmuXNf+2NVWa5XhgB5G/fvX/3KrtzMsrxtrYLNBBqSJErJolywA8+8KBDn6lJIMCrf+Z647yHv1Szkrmid52JGIjX1ZKFemLPqOVHPS+2F42breEI+ThAiJTIj4/U1bazIJxrENL7tbtu71yEykmMCEYgioBAoIXbn0RNJ1MtId8w2opeO/YP/61sfWFp57m/+8oaf/NG52Y3pgUPrY+8QxqtYtRDPS+sGE1z6fd+3NBwEyifsT/WldMiSMpIWVE2LVBVsxIApNqxbx9AEne7fF5EYo/f+5MmFlKCqBgNgBtW1/f7T8EpEBIox9no9VTDD1PhxWdZAAMUYnXBKoW0rx/zC6y78zd/+FUNTVaXzmSkxi0FBaqQw+oZpZd+MpmmIaNojVkSEuZqMzjn7TE/2ylf+26peZdZoKpI/eugIICSSYoTZS1/yLzdvQlHkTEpIxJg2JTCltm0n48n0x9m2bVuMca2yggiAc46Idu26I0YwMSAAmwmRqOKuO+9l8qok4nG6SMNgz372s9O38eKtS7SdTqfT+abjLE4XHpz8iw9mK6sZEEFNJCAblU2lkRzNMs2W5WZK60XXpzZLI3FYHdJiH6s5WqbI1ApVjpqs1v+HvTuNuiy76/v++++9zzl3eup5auiqHqtbrW6N3ZJaqCW1ZjACE0lGgjCYScACYrNiI+yEsFhkxbFZK7FxnIFgnISVgFk4HgCLADJhiARIQhYyg6RWt+ahpZ5qfKZ77zln7/3Pi/tUS+oBx3JbK1r6flatXtUvqurWqfM893v23cPHP63feafWZWUqQUFx+yUvvPFVdy3bFNynamyoJfvQhfFg//qa6jjuTmSyrgQpBoX5WBd3PEu33xxi6kaVVIc4PvDu9+ycOwg1Xh77Vl0OYZFTU1S9tKG98UV3rE/srEOI1WITD86du+9Xf+PEmId8mEIKir3H3hXki8UszGzLh+tyabU+pXJy0R7O6uHcex+iazbqxBhO5nhqaSeLzS7uPvhH7wkqVTmYJJNZ2SxMcjFG+wSDtP7al7+qObffpHBe/Wy3v/jT//ztf+sfHN793md857fHa25K5+q1e+eOrZT+8JPzn/gXF37in157+0uHybxY24fUx3DVgT/rUtk6Np9dfdUjY7TJYtVorqfe+JRoQdE2oVavzJF917vedfTny9w1jnm1Gh566OFNNco9pVS9hhBOnToVgkp57IIuk5RzNlMtueQ+huhF/8n3vf75X3F7P6w2y6d0tO/V5od9dqvif0eXLl3aDJ3GEEMIJefV8vD06ZOu+rrX/sUbb7oul6HWahZkyUJ0sxhsMZ/95W/71mA6vrNda9m8aHe/8uLrerXORSbdfvvtKaW6+SNi3Hylm9mb3/zmz3z6vJlCCPIoD6Zw//3n3va230splaPTFcIwDO7eNu0b3vCGL+aB0MyjBQB84YF77x//yc7mBFGz9dBPJ1s786142BfVmrOX1Wixr96UmlRrGw7V52SSTbJC0RhUgkKsvlyeu+fDV9U6SO3mvb7rnvLsZ+695e0mnzQTDX329ejFxzJpJrJ1jjra3tNkkstO3HiDR3XTLS01dGNWvnD//ccs1uSH49h2M3eLo3L1Kp807fr6a3tZUKPe1di5Bx/Ml/d2Tu6sLh22bbsah7F6arrSr3LO67yuaqpq76kO4xjaw5C3p10TvK+lqUoySbNqXtWVevmBB66RchlU05Vtaa+0D54gSY7ddPPxdY7RPz1ZnfHZmd166fylD5YP/dLf/nGdvf72U7fOnzbVex848fb7ykcf2n7Fc/RNs6QQPcSqVPzkKJPvbO1oe143V3qUqsqYzbrNgqcQgqVYSymlVGnZL++5554QXmM6miA+jnkYysHB/uZTiNgoxljKEGNcLBYxqowlPF6Itm2bV8uua0opFnJITZVe8IIXfOB99+/vD1ddddXu4YUQn4RRxeVyWWsN0SyamcUY0qSbTlrJr77mzFOf+pQH7vtIP7q7h01nB08xTqaTW24+ZqbZdFprVrxyL5p5dUmlllJKivHqq880TTOu3YKZWSlVcgv+Z3/6vvvvf+C66041YXMOnvXr8eKFix/96Mdis+1ezUMwW49jim1q0q23LuIX8fZhjBYA8ETFKo3K8l6ja1DJodgg7WkcfZX6vQ//4s/f8c57rtvfv9jU/S7OwzQMZbceHkzzaEOYTs6Htm9ijuv9iV2Oqfb17EFz9oKfXknuY+qGPGn91KFNb63t6h+/efW2t+74bjP64OHS8WNXfe+3XTp9ImuM6z232qe2Gxeanvlg6nptn96fBE9TdTuHzap2/+qGduvOF9p6dsnCQzNNV+3Wx1bTX33HYnVZod/p2jSM83J439ZBKYcTpbfeMJ18zau39+dbnwm7U+/tYPrrvznvYre7f20J/fpgiMVbu68ZHl4s8u76jtXxxTj/5NZ8EfrdrvbBnnq4uPZiaA5sDPGg0cNJFy1daCZW41VlHN72Hp3b35btNbFvpRJ21uFUrxgG315xcz1WtYVe/9qPfc/rPzw/dst6Z5b9UrNbFwfXnP/Yt7zn7jf+0u+++Gf+t6f98I/s/LP/9dQn3r0TH/zALSsdW9+w35p1y/n82mW6lMI7ru/e972v07BzpsTd9rA/lXPT75QYe935guefvubUOix7L71qbuzQytDNf+6Xfvv7fugn3/Xe+/fz9NPnlm/5nT/6+m/+7otDGjRpZluuWoaDJgydDV/1yhe7q4SU1Val6rHEXbel11TLvJQxxlrW7SydjiY1B7NB3/vNX7s12U3t+f3h/mx9tkmtx0LpGl93frEruR2bpsq8yNbVxmJePdbaeG5UYihWcrhymEP2OpRRe7uDfBHC1lCtr30fhyFo+/i1qYZjqf7lb3i50gNxXsa4WNb5YZF1y7TuX/WSO4t5b2rnnVkThnm7Oj4ZdlKNJe3l5sLQr6ZtGNd5e67v/NY3dDZoXKoMweTBXOHY5Kl/7a/8nbf//geGqr2V99KHP/2Zv/dTPxvjNMVJ622bUx3DztaW96vXvPpltlYYFYrJoxSLalau1suz1Ua1rXGV03qw2eAnqlJNl2TL8IXOyWGMFgDwbxn3iDLbfEJq5qZGasZR+4fv+MV/utVuPkCti9EnOXRSlJKapawO9bSdGlareZy5NetSTBaTh7T0OpSyrqm03WRZLu/NfRjLwdb4vv/rn3/l61+535Si2CjY6e3mZc9+8P6PXpcVbEhSdUUFScktFG9js85rt1CCXTx99akXPrdM0lLKkuvQLt1390Mfue1Ee+5guWxybZt2VcqiGWs/S1147tOmt96oJLXqkxrl993zr6/u1BeZ+zSX7cFnow/eXxUXh943pVOJ875dxK3LZVUUis2ql+35ZDmc9zAmLzWUGlNfvcynH7//4898/3vbV760Wl0qKKk7Wlkeqjxyaz3uI9TO4hV//Qfe+rvvmK7W7fLiaYVlzIetLk+G5B5qyW3qvfry0rauusGCLj50yfdP1mGyKm0N/awb++Udr/zKzTleTepcofqoEE06ftz+6l/9/r/+43+njFlSMG+bLsoP9g9+5Vd+/S2//puzrrl44eEmpaZpok5Y9Fpy8BJU89jfevPZb/mWbyrVUzQzr0fTBh41c8CufNmYLLaNzl5/+j/7m2/6sf/q7+4uD+aL42PRZtKDPErmNshUN+PDR/+xz//dgntx82CSgluUbaY3mLtMoRaLsqZJxxZzqZrCa17zmh//r//hw3ue8zCbzcbeVN1Cef4dT28by15l1nXdsJZLbnILUiOrQ5/dLcYUon74b/zgb/yr33rgocsKtlqOi8WxoZRLy/6h/U9/5/f/8PO/4vbbn/OsT3zq4+97390PPnRxXUK0ktLELHpZd5PZ3qWDb/rmr207+fjIkWpH31BMj+zIbJ+z08PmMgb9e5zpRtECAJ6YXXnH9iAP2TV67cwUgu67v370EzXIqpqqrpROHmVBkwvS+cns4XlbtmZ7B6mtTQmhejMJsVtdPmOa9HlaSzOO0SyOJeyntVnq+/6P7pl9+uLqpq1G8URx1XbrllsOvJmWYbASqky2OaKpU3QvyqWoT3FibTp709O1fSaWMI9qJOvL+d97x/zywZbFUMy9ZKXtwcPKvHSXQ/2KF92V1KhKpuOlNnuX8r0fi67omxExb1ST2yQuHo551V1lp7Y/ORzuRz9lOxfXa8V4LHUno1341IevncWtXBsvrqI8jhaHpgur5Yfe/q7bXvTCOCu90iB1YTOD1ooCRfs491oIKms95ZrTL3jW8Fv/entskvK02FDyQatl8DaH0esiNI3a7vhCi9n5P/1jxRw1eF7X6dUf0/IZr3zFibPXy0wKtjmgS1Itiq5gL7nrzuPH5ru7MaXkNZexSNXUpRjHMV9arrrJieolF1msqgryJsUQfFiXu15y5zXXLMw8mqoX2eftVGCfHWkO1YKbmafVct1OJq//+tf91M/8H/nBPS8leNxs3eXyagpuV06QM7fNGjZtTpm7csZucHP36kGuIA9D1piLpKNt66qnYE1ri60oZZO6trv66jOXDveblMysaRrPfZPKLbfcIMnd45W9Gq5sOhZcUd7s76+HoTRdXK/9xHF78Yue96u/9tvV69Z8tlqvm6YLi8XJ2Wy9Xr793e999599IOfh0qXd4zunqsaaNVm0y3UvX/er4cUvet6ttzxT0phz28TPez6WNpPJP/fovKO/q4crp7xRtACAJzVnZSXIzYNKkJSDRveFVQ3jZ37/7c/O4cIkNrVOcimhjKVUi3vTcm/w5/zoD73qm143Ht8qpZ14yu41qK2j7vvEv/y+75/cd/jUnCaHqyasc1uvO6yX2q65eLi4WPLvve/YjddlVe2O6mxx13MfPnH88NzD6yZvlmebFFy5VqWaYxwnk/06jGn8im/+ds2O1app9W4c9fFP//HP/ZOn5WbnYG/HusuK49pPFktrLZvpA1cfP/GN31A8VFOIag7W9V/8Pzd85MGhi0PQOvoylWlWrL6cpnsWzVf/xI+0r7jrKcfmPtvSvjep8ybV1UHcv/yu//5//PSbf+3G/XUORVbMLdQm7O8+rZ74zP/5ltte9RenL749N22Vbeb7FoWVrOXuepwRWqvTqY/92Td9zycfeMDec3D12BeNclct0X1S/PSy8SZ+KAyXmvMvvfO2t//0P7yuX3dqVop/dDycfeN33fQD361jW4qphpBlUZZi47lXzRaaG85uf/cbv+lnfuqXcn8QQmgs1uqz2XwYBlfrIVVrxzyamdUSojUxDMOh1fEFz7/tb7zp+yWloOpjOJp6GuR2ZaVXOZrOLbmH6ooWp1O5l1Pb8Tu+9Rv/7j/4X9bDmLqFPhu1Vs2r1WrB3Myjy6rVapvFg340pB9z9WxSqQoWL11ervrerMklx2h5dGvLsa3JYq4yqOnCuM4vfMGdf3r3r8WY1suDWdfmoZ9M/HnPfbZXD+aSd13b9+5WXV7NXI2kC+d2U4zmikm5+H/6177rng9/4M/+7N7JJKbYWtUqVM95KEppsRqq12bnxM4wDItjWy7fO7iUYpy04ytfftd//jffdOZMt+7LZJoeOVDEjto1SKFqc9CIS8U8SlVu0mbB2Rd4/zCPFgDwhI3hqpI/8h5jUSFEq0V97t/5R2cO131shtDkEIuFLuOk3wAAIABJREFUEqyY1pLNd04/63k6fXY4fq1vXa3FqXryquWpq/rTV+vWW88857lltjN48jRdhbRKnSnINck6MfjeO9/dmK+t1M7zPE5e/Lz7bzv74HS6jm0f2xxStpSt7auF2dZhsHxsfkE+fcrZ7vVfs3esvdho1Zh8/bHf+Je75x6IVS4LHs1DVGse5bqkmF79Yt18+lKXHoq6EKXl5Q/8wj872edQ22pp2YRla0O04F7GqsVW+7JX6Mab7cxTytY19ZrrxvnJcbazPH1GN994+9d9nfu0Ke0Qu4Om7WMTajhe4k175ep7zukX39LsribKafOO7ipmK958H09VHONsL4XFS+647e/9yMOveO7dx7c+uTU/aKbt2C5WaXsdTuiEyvTc06/f/o6vWz58Xnd/Zh3s4zvtfU+/7tSP/5Wb//aP6cQZBVOKxSxeCWVFWWNumnX6wR/4ttd87Utvuv6EyuGxeTAfloeXY3AzNU276vuQmsls3ibFMpr3VvsX3fmcH/6hH7z22p02yaSax3DlS2KzvbCpBJWgfLTVsMnNZEGWaxmD9B+//rXHps2sDdFLUDH3zapGt6Iw+tHvtLlHqiybjaZsXs3VttU9b0ZuXeHcufNjXlvIXocoV/Zo9drrT8rUNkkeJl268/m3yUfVlQ8HVnMTwhve8DUnjk+bYMnUNOnUqeNmWTa4ZbfqCq60WvYxqmQ1ydpoT3/6jT/z03//O77tG5pUlNfBi4d8sNqvqsNYhnWONjnYXU1Stz7YX+1f2F7YtO2/9tUv/oV//JPPfvZ1MWoyjWNeS/XKTIvNZAzzo7ytR9fNxrC5hq5/n5WTjNECAP4/DNZeGUbbpEd58KFPfeITJ9fjM/uZlM2DFMbgfQpDmByqmd/wNIUtz0cjL8kUJfMgnz332S9/72++d2e/nHCviiv5vvVeQ1uDx/iZ99974nLZmmQ1naTJfOcZL3nF8IcfP3F4tDB7s8w6yaKakBvfW1w8OLjulpcqzSS35Xo+6fKD59/7279/Ms5zP1TNBzV9TDU2+95ul3RQdP0dL1yPYctCUE1JBx/91P69nzqj5ta9pqjux1psbIuiQqnNybNP1alr6hiHEILMgzfJFKTYaJ3nt7/0el11oh9yPxktbNnkcrPabbTora3pT9757mfd/2A8dSyrHI0/+edPlcTnPD+5hTYd3/XV7KV33faz1979c/9k756PHbz7fbPz+63VPoWPpMXJm88+4/v/0snbb/7jH/3vToRTF2+/6virXnDrK182efkrc1ykmmpTPHx2fyy5W0ryUoqPJZ481v3M//xj/+aP3/eLv/jLf/AH7zyw/dlsvlrvhtiO2btJ2zZ1ubo4Ud+kcOPZG776L7zsDd/w6tue9dSxz5MumarF4F5Nqnnwsm6bKMtjGaOCQs7jarN5wFhqGA7jdDEO49kbtn/0v3jTT/79n9o7WFc1svDIWV1NEzavMVjwWsxzG2tflptzDaKVGoZgYy1KJpP29/fHvHIpWFAtk1BV+7PXX1WL5F6ru+vpt9yy6GyVezVudd2Yv/GN31LyqODVNG3bnWML04PB1nb0OorLx+Ho2XXMfUqh5vHpt579b/+bH7/jeV/xK7/8O3ff/RGL4zr3wZsmzNRG5eV2F2zYn8W1a7zjGU/5+tf/R2/4xq8eVsNs2nqtMg/Rrnz32Gxi99nN67yOwbJ5jTbJ/apLKQYFr/EL/eqgaAEAf07KWpGCyaJUlKRQyv6lvYfu+dCn131tGwvHcshjGlfNuGzrOtnl2aJ91m26+nhOGpNCqZJyCKPkpnbSzF/y4v43fusj44ena1c3Wcr2rzo8tp+nS+8X0w8enjv51ndc+zVfqy5WKa3Cs1/6VX/4a++891P3VQVJYXPUUg3DOKy6tj15fLzhtN11ly11bGbqJsr1gXs//Klz5840bTixcy7XZWMHbRqifDlcv9uUs9c95bbnTWyhPnRWquX3f+ADH41ld6d55t6xdaoXZnXVjpvhvYfbeOa2W7Q9z2lapGWvRarqYpaWUuqasL3Yu+mGYT2uYz3wumgWn4mXD9vV6WU3WHs41+LcZ87oaUfBJkuuKTfW4wlmrStIo00PJb/p1jv+1o9pP+s9H9Lb3vmJj33ksCmTr3zhrc956Sc/fu/P/fwvf9VVtz7rL32XvvuucvVOVndO051V1L7qTqhXPoMOm/JTkXlMZgpVql5eftftL3nR7Zcvr971nn/z1rf+/r0f/Oil3f3dvcOmnRw/cWo6nb7mK1/10pfddcMNZ7a3FUxytV066rIQJa0P1EafdeFwdVBl3WQ+jn20PJ8eH4dlCgsL0ULntTRdW6u+/Vtfd/nSxf/hf/pHUbkqbDovdfXc+QeOLc52MapK1WrpU/JcxxBDcgumPO5tzdt+VSbzeHAwnj/3oOoqhBqsiXXsmhCburXVrpbLyWxm0ergZ2+47lWvfOGf3v3Bcw9dOHNq++Ybb7rllrPBPMa07IcY9eI773j/e+8OsmpjUNis0Fr3a6+yIKtuUgwuH2eT5nve+Lo3fP3rPvTBB37+F376woVLH7z3I+ceuug1pNBO2/aZz3zqa1/7F+584fOe/eynTKcpm0xVqiG45DHGK/8OR0VrFiQtV2ObNE1e8zCddn2fo/L6cLV1/cm9S5qc/oK+WX3udtkAAHzOoJkkjVZMnhRUgkxjUFOrdi/rPe/V/lpXHVcoiqNC3qzvKIPF+UndepvapKChH9tQ1cTDmAZpodKs1v2f/GmXXVW57dKJE31zrn1gZTloGi50Onnb87O6yykVaaf03cO79cMfDF06GqLdvDAPslBL7i1r3rXXnelP3lAlqU7k4fy5/NGPtjVoGGVVrdRajgoxhgerull+wdP7aTfvWw95r8nx3EOLT92vNuhCVqxqi2LdFIYs5p3j6dZnKDRlVHQprKWkEPeCBdXFMOqDn9KFi5pGD2aTeRl3Yz7UslHvudPqubesj59MitslhtGU1Cd13F2PUTfzK4skLRvtS1HrU73r0LVcazzU8XZ359j2aDpYjbvLZthRo/6GUlKYeLOybt5LlzWcKVIMRzsFSFZNo8ulVJX8yuKjzROGSxd3Vzvb0yFrLLKgtpEk9WpbyTSsvWktBV1Zy1SvjCin8+fWD1/cnW/trPtycLiazrpa16vDy89/3i1lHL2Mk4mXrJimpQaZHnpodWn30BUfCa/1eOk5t90cJR89mWXpw59+eHSNRVGxLcGK5flSQ779lrOb5VPnd9cPXrhULMljrE0qsS8X2638tBtvKodD27WSatADF1Zbx6ebaRLjUotZHsecmkmt8qD3v//jqZ26kqtxj5vVlmfm62uuPSmpeFYoLjMlVyhVFpRHdY1K0eVLw7AsZqHrulMn1A/quk2r+np90E2nnx2SfeS5+MoPl9yVcwkp3vfA5aadhtD1fR7H8di8U5XnfPWZ1r6gWTkULQDgiYu2aJ1qVmnlbYnjsnoTY+PRpb19jXl1ZlFVXVUqjWqQpRwtJ9Uoj7WLykNQVYpjbNYmk0f1sQ5VtYbustto3ajh6rxeuJZN3lPcKm3ydj+lXrqq5rbvc+tDtCplqWpzCufmg9vYy6viUvnE0IUmyKp7iWWIpTYhyVVj6WNeyotqdb961UhxfzYdVE8euCZxmXKvOpNGz9GCNtMgdbSz0NjnLk1CiSG0XlxmVpeKTQlp85KCcswrs1Jis680qEkajyvb4CZTirvBXalTWNRgoynKIxMPHrdoPRz9G5uS1lGrXCbBulwVbQxlGepKSsPYtVvu5dh+CCr7W3leFZZRqcmtNChPh6g2+mb9kRRclquKK0qNSTX3MUZ35ZxTasZcLEQL5pupCiF4VXSXmVwxVFeV1xCOZjFs9l4bR21O0nJTCOZB46imUZDcS7Bay6ggUwyhyaObhRiOFklt5ou6lGsupUyaNhQFWZFyVDZpswueK2QdhnEaGsvyUkIMo1drw2ZqalMVi3qNg8ZpmqQaVKXRS1O9iYMrSF495Np1XoqbJXeT3IJtgn7zanzzmmoOFqvXmCyXsUlNqS6zWi1Ec5flGmOQVEt192DBgslUq5cyxCiLFuxRe5nZ5/9EpdRgYcw1pLA5dzhE9es6aUMZxialMXs3+UKSlqIFADzxoFnWsvW1hkZ1qwSNTR6LbTVZspLbIOUkk6J8s5Omq45jMeUUl1aXyo18rkZKm415Gkl5HaOV5WHs5gqtZOeDTo6yotL26xDmY9A6Km5Ojy/qV+oabTaiDZvtM2VuKrZp6ToOYdZps/NlHSUpNUfjb5KCPNViY1VeFW3vRY1WT3QhSktXKWo9x7rK1qppp2ZVGiSXknLSYGolDWNq46H8UH5CdV9tleZVkyo3DXFIKjEHeaMYxiCTsjSoVpmpTmStZMUkU1AxsXvX4z1ADaZRCiqNajr6JwhaS6N8LOvOwrHhcL9pLsVpo3R1lq/Gi1t5u3jbRymtZ3ElzbROamMJR7sFRFfIRXVTicGPJteOfd80jTbngaUkyWuWmR09baRSxlLHnIfppDO7svWsR3mQtNy7PJ1Orek2qVaKW7Scc9to3a+6NrrnGqbuqrm0zcQeeUqUZJutDFTkUowK+aCkFNWoRGUVV02y6MmKcsrmYdhfT9NEydTUYsVVTCF6oxKy5Ro9ullvIURVlZQ9+cGwnLezUuokdFVDsKZkkxRMOeemTbJRvvnqNWkzQr6Z1KtSagjBpeo5xbhaH8QUkk9DCBY26xtNqi6tx766pZRSSFKInjczM46+9h75Gz8yvO1X6tZUN5McpFLGGIPcy7CWK04WX8D9wzxaAMCfVxlVVqSk6nIrlmI7SIdSjjHJTmS5qRZJipvNLVMTTGaepImiS1kpSY3UVqlKQ9EkxclU46hcFaazTjZKWWbJOtd4tMWCWq1TVNM1fY1j3Yxu1lDlIRaXNRpdMQTrNEhxVDSFIIU6alypa7XZbtaKpeiSgs3UmTod9mOdN9sT18UDeayTdjFprdeBa1KUBqlIUXWiUeqkqEa5Ko1rDdLCpSqlKvWyRmvLMeTFEKSgqpSDjYoLhRRcajyGeuWNPWq0o7bCY+SsviiFqMakMalIpqVqsnAiTlMv5X7WpEFJtfpSsWsaxYuxbM3qVLXIg5LkQXXzb/FIRH5OV23uCmu6iarqmGPTKo8KZhZkrlq8Vrcir20T26Zzz7UqhPZzf4/ZsblkXgevHlIbo9U6Nskkb5JqGWJKVVFWLTaPbMUlVanKi8yl6gp7+weTOO1iq835utGCStYgpc1+AMvVwWIyny5mqpLc86gmS8UU5C5vhtKnmHL2Lkw2ry4GKyrzNplyF1MtQ1W14HGz6srVpCQfj84IrkneSMFDuXz5gqnZ3t5JMbjLpBCTlKeTViqezcLmadKryliHEGLTtFVWpXWtMYSozYwg/Tm7FpRh0OY84mQ5jykFr2Pfr7vZNLZXthBmjBYA8KTVrGsoGlId1TcqM7fYRw9dTrbrJUdJOu518961OZvgaCVzkFv1qFXpU2yjYpBCufJWFVyhVs9uMSh6tSI1m43wowYpSWmUTDnpQC55V+tUcbNP0tFWQO5J5mOxGFVcwYZUi5dgUTKXxSsT98Jn9xao1YOvSpzEVdQgdfJ2HEOTRoV+0Ny016iVJpuKN9UoN8UsVcmzp9pHTUo7RrnUjlKRktapukpXPSgVs2GInUczKagmlc3eSK7Nz3LyEmqnhhvssWO0VWNWkEK3GZ5180ZrKUhdldZVvq5dHFKbqqVRGvJyK+xpbGQzWXt06FSOilYf2U/AFWo9itFgLqtXPgbffNxuj+wp648ksPtmzrbXWuxo4DZs9pE9mjGwGU4+iqlHBh1rKWPTJMlrGT3OvdYQgtci92Ays81s0s2Pza0R3OQalmM7azy4q1SVIAse5FaDm5tVkwVp83fZzMyQeVSNxaqCqSrUaGYyuUquQ0ihek2WzINsU6hWy+YvWELcLPvcnBsWJKsqIUTJSnEpBNNmYLp6NvNSx2Qzl2otMg9HV9ezu2TBkmTV1W4eIjeXwz4bp/Y5zxZe3YKNeUwpmqmUvJnMILlqVQjSF7JfM0ULAHjiQTOpqEiDVINCUjOuaxOSNUE25NqnwGd9j9YrulLKNYWUg87XcRaauRR7Vy1q3JOMogWeVBQtAOAJuDRKsSqORTUrmlLyELI0DFofqIzamnGdHq32qkX7g9q5YugnwaezpJA2Y71JQ1DLIQvAk4pnawDAE9tEmEKMsVdY13rMLVzc+5N/9LMP/9+/e82Y+5FF+4/W6GA7jJOxOT/W84vpU9/0fWe/+XVqmxqTxzSY+i/sU1UAFC0A4N+ZbcoryEKRsnSQ87FSVe3UfQ/P/uwjNy7315GifbTL3eFSSxs6s07b83xwUXEYZL3FKAVyFqBoAQBfNFVaJ02kzfJjk7bb1lajFLZKnYyDtFxqxYV6lP3ODtqgdcjWjNPY26BYV6qj6lRqXcHFpAOAogUAfJGKdk+SNHUFqZGWrhoU1V9q82E7tKNKy/vIox1fNtcctJPS5jpth7Q4mGhI03bTscWunAgKgKIFAPwHZ1IntS7LMlebtHaVLjVp/eEzzX3XpYfLvDvH+8hj3ll7nRi7k5r0ai+u81adqk4ahU5hIjcvqhJ7RABP7vcr9joAADwul7wqZFdxydTYMmq0OtFq9cAn64OfnPaHjW7mQj3KblOGULeHOmu2Lud1f/N1fuqqqrAtn2dpdLk0o2gBihYA8MVJ2lFSlYpMimEVQpVHZRuXqSxjrMvmeq7To4tWh1VlR9JYrFlclLKaTjrh6sYrU5JZHQY8qXhGBAA8MZOiFKqrFsXgtSspqFU1lahaZpWVYY82G3tJGoJK0KymVGvXhM0hwKbSaG2ac5kAihYA8EXgpqHRIB9VpNrIF9bY4NrPn3jb2x/44L31YG8rHnChHv0UEOL64v5s+9Rh1TBtnvLqV173wjulo+MV9kyXxFwNgKIFAHxxykxqpdaD2WSpkKpsrdyNKe7u/8GbT/3vv9KU/ajIhXr0davFm6DRT5Tm4dlkOD3Ry55VNA0eVqaF+/E+a8IpuMCTiQ3xAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAwBNLXAIAwONzt95Vg8xmSatG52Z1xwddvDT15WoyXHUpu4496heFzx8rcbnLv6wu24M7e5fqpafa9vllvnh8ZrNmkGeNs9LOelNnh5Nmzt0FULQAgC9G0Jpqq1BlUg2qUqvgY5V1GmQlBbUPLva4UI9S8nDt2C5GBc1KmbSHuXVFC3IpqJhGrhFA0QIAvkhFKx2E2oXQSC6Z1EhBUWk+1ObSqIXi1rD/qF9Va/3c/zUzM/uyum4hTq9qTqsvptl4eZjkTjnGZHJTUAkULUDRAgC+iEV7lGiuaopSkdyDYjMc21qeOnl4WLb2+0cXrX9+0cpMX15Fu5vj4TjMFZayh0qed50sSOHL7DIAFC0A4P8HgjR3xeJWLUqWVCRrGoX1/CV3Hk8xHw57KT/2Vz0qi/3L7LplU6ghL2PydNOx2bFn35xjKmZtkBUl14y0BZ5s5u5cBQDA43DXWFSiqm3mHOyWWpoyj7HzrH5ULuNi9pii/XJfGRbqKtZBS1NJmjaHnfU2idJWVchSkKIYrwWeXIzRAgD+bewoTueTsFIYJFnqOimlgfeRxyihi8Fmx4J5dIuDYpHiI2PVLlUpcp2AJ/W7FGO0AIDH5fLsNVYLfrROv8ajVU1RitWtugL7mj9ab6WYt7Igq7Je5lIjtVVWJJOMogUoWgDAF0WRdlVbqVWIjzSYXxllLJJLExbuP/bCBdUoXYlX++wjwuZ/3Zh0ADzJ+LQIAPDnCK5aVYNUj1Z9mdyOcs0lz1yjR6tJJR5NJ/7cUaMghaMHAd59gScXY7QAgMfnUnaZPKhKbuYuucwVj6LWlVS4UI8pWnML5cpYbKyyKkkeVcLR9eq4SsCTiqdEAMDjM1ezmVMQXMFlqtIoL/JqXhVk6pgQ+lhBVeqvjMXOopIdTTmoXBzgP9T3K8ZoAQAA8KX9IAkAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAAF8OkqTlenjWN/wE1wIAAABfcj7xlr/NmWEAAAD40sasAwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAACgaAEAAIAvZXbj1/2XXAUAAAB8CRetu3MVAAAA8KWLWQcAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGiB/7ddO6YBEAiCKLqX4IMeJ7T4uYacptODCkJoFhM0m7yWXar9AAAFIklEQVQnYapfDACAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAAP6wRMT9vNsxbAEAQDnXPFtmGgIAgLq8DgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAFC0AABQWVv3bgUAAOr6AP44q0KXWOA/AAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">215<span class="ls0"> </span></div></div><div class="c x1 y72d w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-5   MDR-T </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y12db ff2 fs0 fc1 sc0 ls0 ws0">Strategicznym c<span class="_ _1"></span>elem <span class="_ _1"></span>w <span class="_ _1"></span>obszarze <span class="_ _1"></span>BHP <span class="_ _1"></span>jest <span class="_ _6"></span><span class="ff1">systematyczny <span class="_ _1"></span>spadek <span class="_ _1"></span>wskaźnika <span class="_ _6"></span></span>poziomu <span class="_ _1"></span><span class="ff1">wypadkowości <span class="_ _1"></span>w <span class="_ _1"></span>stos<span class="_ _1"></span>unku <span class="_ _1"></span>do<span class="_ _8"></span> </span></div><div class="t m0 x1 h2 y1353 ff1 fs0 fc1 sc0 ls0 ws0">roku poprzedzającego. Dodatkowe cele wyznacza Polityka BHP: <span class="ff2"> </span></div><div class="t m0 xa h11 y1354 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">regularne prowadzenie zindywidualiz<span class="_ _0"></span>owanych szkoleń w zakresie BHP,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1355 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">uzupełnianie <span class="_ _9"> </span>szkoleń  BHP <span class="_ _c"> </span>o  <span class="ff2">nowe  czynniki <span class="_ _c"> </span>ryzyka  (np. <span class="_ _9"> </span>biologiczne <span class="_ _9"> </span>o <span class="_ _9"> </span>charakterze  epidemicznym), <span class="_ _9"> </span>ze </span></span></span></div><div class="t m0 xc h2 y11c4 ff1 fs0 fc1 sc0 ls0 ws0">szczególnym uwzględnieniem aktualności i p<span class="_ _0"></span>raktyczności omawianych zagadnień,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y8a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">tworzenie i uzupełnianie instrukcji BHP dla istniejących i p<span class="_ _8"></span>r<span class="_ _1"></span>zyszłych stanowisk pracy,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y19 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">identyfikacja <span class="_ _a"></span>i <span class="_ _a"></span>ocena <span class="_ _4"></span>ryzyka <span class="_ _a"></span>poszczególnych <span class="_ _a"></span>stanowis<span class="_ _1"></span>k <span class="_ _a"></span>pracy, <span class="_ _a"></span>w <span class="_ _a"></span>tym <span class="_ _a"></span>w <span class="_ _4"></span>szczególności <span class="_ _a"></span>nowych <span class="_ _4"></span>stanowisk, </span></span></div><div class="t m0 xc h2 ye70 ff1 fs0 fc1 sc0 ls0 ws0">które mogą pojawiać się np. w wyniku powoływania lub prz<span class="_ _0"></span>ejmowania nowych podmiotów gospodarczych,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y12de ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">podejmowanie <span class="_ _a"></span>działań <span class="_ _a"></span>mającyc<span class="_ _1"></span>h <span class="_ _a"></span>na <span class="_ _a"></span>ce<span class="_ _1"></span>lu <span class="_ _a"></span>lepsze <span class="_ _4"></span>i <span class="_ _a"></span>pełniejsze <span class="_ _a"></span>o<span class="_ _1"></span>pisanie <span class="_ _a"></span>oraz <span class="_ _a"></span>przeciwdziałanie<span class="_ _1"></span> <span class="_ _a"></span>potencjalnym </span></span></div><div class="t m0 xc h2 y1356 ff1 fs0 fc1 sc0 ls0 ws0">zagrożeniom,<span class="ff2"> </span></div><div class="t m0 xa h11 y1357 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stworzenie <span class="_ _9"> </span>i <span class="_ _c"> </span>w<span class="_ _1"></span>drożenie <span class="_ _c"> </span>je<span class="_ _1"></span>dnolitej <span class="_ _c"> </span>procedury <span class="_ _9"> </span>przepływu <span class="_ _c"> </span>info<span class="_ _1"></span>rmacji <span class="_ _c"> </span>w <span class="_ _9"> </span>przypadku <span class="_ _9"> </span>wystąpienia <span class="_ _9"> </span>wypadku, </span></span></div><div class="t m0 xc h2 yd78 ff1 fs0 fc1 sc0 ls0 ws0">zidentyfikowania s<span class="_ _1"></span>ytuacji <span class="_ _1"></span>potencjalnie <span class="_ _1"></span>wypadkowej <span class="_ _1"></span>lub <span class="_ _1"></span>podejrzenia <span class="_ _1"></span>istnienia <span class="_ _1"></span>zagrożenia <span class="_ _1"></span>dla <span class="_ _1"></span>życia <span class="_ _1"></span>i <span class="_ _1"></span>zdrowia </div><div class="t m0 xc h2 y1358 ff1 fs0 fc1 sc0 ls0 ws0">ludzi, analizę tego typu zdarzeń w celu ak<span class="_ _0"></span>tualizacj<span class="ff2">i wiedzy o </span>potenc<span class="_ _1"></span>jalnych zag<span class="_ _0"></span>rożeniach,<span class="ff2"> </span></div><div class="t m0 xa h11 y1359 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">bieżące <span class="_ _a"></span>aktualizacje <span class="_ _4"></span>informacji<span class="_ _1"></span> <span class="_ _a"></span>o <span class="_ _4"></span>dostępnych <span class="_ _4"> </span>na <span class="_ _4"></span>rynku <span class="_ _4"></span>rozwiązaniach <span class="_ _4"></span>techn<span class="_ _1"></span>icznych <span class="_ _a"></span>mogących <span class="_ _4"></span>ograniczyć </span></span></div><div class="t m0 xc h2 y1e2 ff1 fs0 fc1 sc0 ls0 ws0">ryzyka występujące na stanowiskach pra<span class="_ _0"></span>cy w spółkach Grupy UNIMOT,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y759 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dążenie do angażowania pracowników w dzia<span class="_ _0"></span>łania mające na celu doskonalenie rozwiązań w<span class="_ _1"></span><span class="ff2"> zakresie BHP, </span></span></span></div><div class="t m0 xa h11 y135a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie <span class="_ _4"></span>działań <span class="_ _4"></span>uświadamiających <span class="_ _4"> </span>i <span class="_ _5"> </span>edukacyjnych, <span class="_ _4"></span>ukie<span class="_ _1"></span>runkowanych <span class="_ _4"></span>na <span class="_ _4"></span>postawę, <span class="_ _5"> </span>krytyczną <span class="_ _4"></span>analizę </span></span></div><div class="t m0 xc h2 y135b ff1 fs0 fc1 sc0 ls0 ws0">zachowań <span class="_ _5"> </span>własnych, <span class="_ _b"> </span>unikanie <span class="_ _4"> </span>rutyny, <span class="_ _5"> </span>uw<span class="_ _1"></span>rażliwienie <span class="_ _5"> </span>na <span class="_ _5"> </span>koniec<span class="_ _1"></span>zność <span class="_ _5"> </span>zgłaszania <span class="_ _5"> </span>zagrożeń <span class="_ _5"> </span>i <span class="_ _5"> </span>zauważonych </div><div class="t m0 xc h2 y135c ff1 fs0 fc1 sc0 ls0 ws0">nieprawidłowości,<span class="ff2"> </span></div><div class="t m0 xa h11 y6b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ograniczanie  skutków  potencjalnych  wypadków  poprzez  finansowanie,  w  miarę  bieżących  możliwości </span></span></div><div class="t m0 xc h2 y10b9 ff1 fs0 fc1 sc0 ls0 ws0">budżetowych, <span class="_ _19"> </span>nieobligatoryjnych <span class="_ _d"> </span>s<span class="_ _1"></span>zkoleń <span class="_ _d"> </span>dla <span class="_ _19"> </span>wybranych <span class="_ _19"> </span>pracowników <span class="_ _19"> </span>z <span class="_ _19"> </span>zakres<span class="_ _1"></span>u <span class="_ _d"> </span>pierw<span class="_ _1"></span>szej <span class="_ _d"> </span>pomocy </div><div class="t m0 xc h2 y135d ff1 fs0 fc1 sc0 ls0 ws0">przedmedycznej, a w dalszej kolejności z zakresu działań przeciwpoża<span class="ff2">rowych, </span></div><div class="t m0 xa h11 y135e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dążenie do zobowiązywania dostawców i podwykonawców do szczególnego p<span class="_ _0"></span>oszanowania kwestii BHP,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y3b7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">promowanie <span class="_ _7"></span>zdrowego <span class="_ _8"></span>stylu <span class="_ _8"></span>życia <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _7"></span>zachę<span class="_ _1"></span>canie <span class="_ _7"></span>pracowników <span class="_ _8"></span>do <span class="_ _7"></span>akt<span class="_ _1"></span>ywności <span class="_ _7"></span>fizycznej <span class="_ _8"></span>oraz <span class="_ _7"></span>re<span class="_ _1"></span>gularnych <span class="_ _7"></span>badań </span></span></div><div class="t m0 xc h2 yb35 ff2 fs0 fc1 sc0 ls0 ws0">profilaktycznych. </div></div><div class="c x1 y135f w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-4   <span class="ls1b">MDR</span>-A<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1360 ff2 fs0 fc1 sc0 lsa ws0">W <span class="ff1 ls0">Spółce UNIMOT Bitumen został powołany Koordynator <span class="_ _0"></span>ds. BHP i OŚ. Do jego głównych zadań należy:<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x70 h11 yf42 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przeprowadzanie kontroli warunków pracy oraz<span class="_ _1"></span> przestrzegania przepisów i zasad <span class="_ _1"></span>bezpieczeństwa i higieny </span></span></div><div class="t m0 x55 h2 y7cf ff2 fs0 fc1 sc0 ls0 ws0">pracy <span class="_ _4"></span>na <span class="_ _4"></span><span class="ff1">stanowiskach <span class="_ _4"></span>pracy, <span class="_ _4"></span>a <span class="_ _4"></span>t<span class="_ _1"></span>akże <span class="_ _a"></span>bieżące <span class="_ _4"> </span>informo<span class="_ _1"></span>wanie <span class="_ _4"></span>pracodawcy <span class="_ _4"></span>o <span class="_ _4"></span>stwierdzonych <span class="_ _4"> </span>zagrożeniach </span></div><div class="t m0 x55 h2 y10a3 ff1 fs0 fc1 sc0 ls0 ws0">zawodowych, wraz z wnioskami zmierzającymi do usuwania <span class="_ _0"></span>tych zagrożeń,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yccc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">sporządzanie <span class="_ _7"></span>i <span class="_ _8"></span>przedstawianie <span class="_ _0"></span>pracodawcy, <span class="_ _7"></span>co<span class="_ _1"></span> <span class="_ _7"></span>najmniej <span class="_ _8"></span>raz <span class="_ _8"></span>w <span class="_ _8"></span>roku, <span class="_ _8"></span>okresowych <span class="_ _8"></span>analiz <span class="_ _8"></span>stanu b<span class="_ _0"></span>ezpieczeństwa </span></span></div><div class="t m0 xc h2 yf32 ff2 fs0 fc1 sc0 ls0 ws0">i higieny pracy, <span class="_ _21"> </span> </div><div class="t m0 xa h11 yf33 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">opiniowanie  szczegółowych  instrukcji <span class="_ _9"> </span>dotyczących  bezpieczeństwa  i  higieny  pracy  na  poszczególnych </span></span></div><div class="t m0 xc h2 yf34 ff2 fs0 fc1 sc0 ls0 ws0">stanowiskach pracy, </div><div class="t m0 xa h11 y1361 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">udział <span class="_ _e"> </span>w <span class="_ _e"> </span>ustalaniu <span class="_ _e"> </span>okoliczności <span class="_ _e"> </span>i <span class="_ _e"> </span>przyczyn  w<span class="_ _1"></span>ypadków  pr<span class="_ _1"></span>zy <span class="_ _e"> </span>pracy <span class="_ _e"> </span>oraz  w<span class="_ _1"></span> <span class="_ _e"> </span>opracowywaniu <span class="_ _e"> </span>wniosków </span></span></div><div class="t m0 xc h2 y50a ff1 fs0 fc1 sc0 ls0 ws0">wynikających z <span class="_ _6"></span>badania <span class="_ _1"></span>przyczyn i <span class="_ _1"></span>okolicznoś<span class="_ _1"></span>ci tych <span class="_ _1"></span>w<span class="_ _1"></span>ypadk<span class="_ _0"></span>ów <span class="_ _1"></span>oraz <span class="_ _1"></span>zachorowań <span class="_ _1"></span>na <span class="_ _1"></span>choroby <span class="_ _1"></span>zawodowe, <span class="_ _1"></span>a </div><div class="t m0 xc h2 y350 ff1 fs0 fc1 sc0 ls0 ws0">także kontrola realizacji tych wniosków,<span class="ff2"> </span></div><div class="t m0 xa h11 y1362 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie rejestrów, kompletowanie i przechowywanie dok<span class="_ _0"></span>umentów dotyczących wypadków przy pracy, </span></span></div><div class="t m0 xc h2 y334 ff1 fs0 fc1 sc0 ls0 ws0">stwierdzonych <span class="_ _1"></span>chorób zawodowych i <span class="_ _1"></span>podejrzeń o<span class="_ _1"></span> takie c<span class="_ _1"></span>horoby, a <span class="_ _1"></span>także <span class="_ _1"></span>przechowywanie wyników <span class="_ _1"></span>badań i </div><div class="t m0 xc h2 y80e ff1 fs0 fc1 sc0 ls0 ws0">pomiarów czynników szkodliwych dla zd<span class="_ _0"></span>rowia w środowisku pr<span class="ff2">acy,<span class="_ _1"></span> </span></div><div class="t m0 xa h11 y80f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">udział w dokonywaniu oceny ryzy<span class="_ _0"></span>ka zawodowego, które wiąże się z wykonywaną pracą,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y42 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">współpraca <span class="_ _5"> </span>z <span class="_ _b"> </span>laboratoriami <span class="_ _5"> </span>u<span class="_ _1"></span>poważnionymi, <span class="_ _5"> </span>zgodnie <span class="_ _b"> </span>z <span class="_ _b"> </span>odrębnymi <span class="_ _b"> </span>przepisami, <span class="_ _5"> </span>do<span class="_ _1"></span> <span class="_ _5"> </span>dokonywania <span class="_ _b"> </span>badań <span class="_ _b"> </span>i </span></span></div><div class="t m0 xc h2 y425 ff1 fs0 fc1 sc0 ls0 ws0">pomiarów <span class="_ _b"> </span>czynników <span class="_ _b"> </span>s<span class="_ _1"></span>zkodliwych <span class="_ _b"> </span>dla <span class="_ _b"> </span>zdrowia <span class="_ _b"> </span>lub <span class="_ _b"> </span>warunkó<span class="_ _1"></span>w <span class="_ _b"> </span>uciążliwych, <span class="_ _c"> </span>występujących <span class="_ _b"> </span>w <span class="_ _b"> </span>śro<span class="_ _1"></span>dowisku<span class="_ _8"></span> </div><div class="t m0 xc h2 yef ff2 fs0 fc1 sc0 ls0 ws0">pracy,  </div><div class="t m0 xa h11 yf43 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">współdziałanie z lekarzem sprawującym profilaktyczną opiekę zd<span class="_ _0"></span>rowotną nad pracownikami, <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf44 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">współdziałanie ze społeczną inspekcją pracy oraz z zakładowymi organiza<span class="_ _8"></span>c<span class="_ _1"></span>jami związkowymi.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 ya46 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>Spółce<span class="_ _1"></span> <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>Infrastruktura <span class="_ _1"></span>zos<span class="_ _1"></span>tało <span class="_ _1"></span>powołano <span class="_ _1"></span>s<span class="_ _1"></span>tanowisko <span class="_ _1"></span>Specjalisty <span class="_ _1"></span>do<span class="_ _1"></span> <span class="_ _1"></span>Spraw <span class="_ _1"></span>Be<span class="_ _1"></span>zpieczeństwa <span class="_ _1"></span>Procesowego </div><div class="t m0 x1 h2 ya47 ff1 fs0 fc1 sc0 ls0 ws0">Zakładu <span class="_ _4"> </span>Duże<span class="_ _1"></span>go <span class="_ _4"> </span>R<span class="_ _1"></span>yzyka, <span class="_ _4"> </span>któr<span class="_ _1"></span>y <span class="_ _5"> </span>zajmuje <span class="_ _5"> </span>się <span class="_ _5"> </span>kwes<span class="_ _1"></span>tiami <span class="_ _4"></span>związanymi <span class="_ _5"> </span>z <span class="_ _5"> </span>BHP, <span class="_ _b"> </span>ochroną <span class="_ _5"> </span>przeciwpożarową <span class="_ _5"> </span>oraz <span class="_ _5"> </span>innymi </div><div class="t m0 x1 h2 y1fc ff1 fs0 fc1 sc0 ls0 ws0">zagadnieniami d<span class="_ _0"></span>otyczącymi Zakładów Dużego Ryzyka. Do głównych zdań <span class="_ _0"></span>Specjalisty należy miedzy inny<span class="_ _0"></span>mi szkolenie </div><div class="t m0 x1 h2 ya48 ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _1"></span>(wstępne, <span class="_ _6"></span>okresowe), <span class="_ _1"></span>szkolenie <span class="_ _6"></span>firm <span class="_ _1"></span>zewnętrznych <span class="_ _1"></span>w<span class="_ _1"></span>ykonujących <span class="_ _1"></span>pracę <span class="_ _1"></span>na <span class="_ _1"></span>r<span class="_ _1"></span>zecz <span class="_ _1"></span>Spółki <span class="_ _1"></span>oraz <span class="_ _6"></span>kontrola </div><div class="t m0 x1 h2 ya49 ff1 fs0 fc1 sc0 ls0 ws0">tych prac, kontrole BHP w poszczególnych  jednostkach organizacyjny<span class="_ _0"></span>ch, nadzór nad<span class="_ _1"></span> dokumentacją BHP i pp<span class="_ _0"></span>oż.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfd8" class="pf w0 h0" ><div class="pc pcd8 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">216<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">W Spółce <span class="_ _1"></span>OLAVION zos<span class="_ _1"></span>tało utworzone s<span class="_ _1"></span>tanowisko specjalisty ds. <span class="_ _1"></span>BHP, <span class="_ _1"></span>którego <span class="_ _1"></span>zakres o<span class="_ _1"></span>bowiązków został <span class="_ _1"></span>oparty na </div><div class="t m0 x1 h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">podstawie <span class="_ _9"> </span>Dz.U.1997.109.704 <span class="_ _9"> </span>-  <span class="ff1">Rozporzą<span class="_ _0"></span>dzenia <span class="_ _9"> </span>Rady <span class="_ _9"> </span>Ministrów  z <span class="_ _c"> </span>dnia  2 <span class="_ _c"> </span>wrześ<span class="_ _1"></span>nia <span class="_ _9"> </span>1997 <span class="_ _c"> </span>r.<span class="_ _1"></span> <span class="_ _9"> </span>w <span class="_ _9"> </span>sprawie <span class="_ _9"> </span>służby </span></div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa i higieny pracy.<span class="ff2"> </span></div><div class="t m0 x1 h2 y53 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>RCEkoenergia <span class="_ _4"></span>zadania <span class="_ _a"></span>z <span class="_ _4"></span>zakresu <span class="_ _4"> </span>BHP <span class="_ _4"></span>wykonuje <span class="_ _4"></span>Koordynator <span class="_ _4"></span>ds. <span class="_ _4"></span>Bezpieczeństwa <span class="_ _4"></span>i <span class="_ _4"></span>Ochrony <span class="_ _4"></span>Przeciwpożarowej. </div><div class="t m0 x1 h2 y15 ff1 fs0 fc1 sc0 ls0 ws0">Osoba  na  tym  stanowisku  koordynuje  w <span class="_ _9"> </span>Spółce  całość<span class="_ _1"></span>  za<span class="_ _0"></span>gadnień  z  obszaru  BHP,  wynikających  z  aktualnie </div><div class="t m0 x1 h2 yeb5 ff1 fs0 fc1 sc0 ls0 ws0">obowiązujących <span class="_ _7"></span>przepisów, <span class="_ _8"></span>uregulowań <span class="_ _7"></span>korporacyjnyc<span class="ff2">h <span class="_ _8"></span>or<span class="_ _1"></span>az <span class="_ _7"></span>potrzeb <span class="_ _8"></span>organizacyjno-<span class="ff1">ruchowych. <span class="_ _8"></span>Do <span class="_ _7"></span>zadań <span class="_ _8"></span>pracownika </span></span></div><div class="t m0 x1 h2 yc30 ff1 fs0 fc1 sc0 ls0 ws0">należy w szczególności:<span class="ff2"> </span></div><div class="t m0 xa h11 y1062 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">sporządzanie <span class="_ _8"></span>c<span class="_ _1"></span>o <span class="_ _8"></span>najmniej <span class="_ _8"></span>raz <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>roku, <span class="_ _8"></span>okresow<span class="_ _1"></span>ych <span class="_ _8"></span>analiz <span class="_ _8"></span>stanu <span class="_ _8"></span>bezpieczeńs<span class="_ _1"></span>twa <span class="_ _8"></span>i <span class="_ _8"></span>higieny <span class="_ _8"></span>prac<span class="_ _1"></span>y <span class="_ _8"></span>zawierających </span></span></div><div class="t m0 x15 h2 yfb8 ff1 fs0 fc1 sc0 ls0 ws0">propozycje p<span class="_ _8"></span>r<span class="_ _1"></span>zedsięwzięć organizacyjnych <span class="_ _8"></span>i technicznych mających na <span class="_ _8"></span>ce<span class="_ _1"></span>lu z<span class="_ _0"></span>apobieganie zagrożeniom ży<span class="_ _8"></span>c<span class="_ _1"></span>ia </div><div class="t m0 x15 h2 y258 ff1 fs0 fc1 sc0 ls0 ws0">i zdrowia pracowników oraz poprawę warunków pr<span class="ff2">acy; </span></div><div class="t m0 xa h11 y478 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">bieżące <span class="_ _1"></span>informowanie <span class="_ _6"></span>Kierowników <span class="_ _1"></span>komórek <span class="_ _1"></span>organizacyjnych <span class="_ _1"></span>RCEkoe<span class="_ _1"></span>nergia <span class="_ _1"></span>o <span class="_ _1"></span>stwierdzonych <span class="_ _1"></span>zagrożeniach </span></span></div><div class="t m0 xc h2 yfb9 ff1 fs0 fc1 sc0 ls0 ws0">zawodowych wraz z wnioskami zmierza<span class="_ _0"></span>jącymi do usuwania tych zagrożeń,<span class="ff2"> </span></div><div class="t m0 xa h11 y736 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">przeprowadzanie <span class="_ _1"></span>kontroli waru<span class="_ _1"></span>nków <span class="_ _1"></span>pracy <span class="_ _1"></span>oraz <span class="_ _1"></span>przestrzegania <span class="_ _1"></span>przepisów <span class="_ _1"></span>i <span class="_ _1"></span>zasad <span class="_ _1"></span>bezpieczeństw<span class="_ _1"></span>a i <span class="_ _1"></span>higieny </span></span></div><div class="t m0 xc h2 y737 ff1 fs0 fc1 sc0 ls0 ws0">pracy oraz ochrony przeciwpożarowej, kontrola realizacji za<span class="_ _0"></span>lece<span class="_ _1"></span>ń i wniosków,<span class="ff2"> </span></div><div class="t m0 xa h11 y4db ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">udział  w  opracowywaniu <span class="_ _e"> </span>planów  modernizacji  i <span class="_ _e"> </span>rozwoju  oraz  przedstawianie  propozycji  dotyczących </span></span></div><div class="t m0 xc h2 y738 ff1 fs0 fc1 sc0 ls0 ws0">uwzględnienia <span class="_ _b"> </span>w <span class="_ _b"> </span>tych <span class="_ _c"> </span>planach <span class="_ _b"> </span>rozwiązań <span class="_ _b"> </span>technic<span class="_ _1"></span>zno <span class="_ _b"> </span>–<span class="ff2"> <span class="_ _c"> </span></span>organizacyjnych <span class="_ _b"> </span>zapewniających <span class="_ _b"> </span>poprawę <span class="_ _c"> </span>stanu </div><div class="t m0 xc h2 yc36 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa i higieny pracy,<span class="ff2"> </span></div><div class="t m0 xa h11 y1363 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">udział w oce<span class="_ _1"></span>nie opracowywanych dokumentacji, <span class="_ _1"></span>dotyczących modernizacji, <span class="_ _1"></span>a także now<span class="_ _1"></span>ych inwes<span class="_ _1"></span>tycji oraz </span></span></div><div class="t m0 xc h2 y12c4 ff1 fs0 fc1 sc0 ls0 ws0">zgłaszanie <span class="_ _d"> </span>wniosków <span class="_ _19"> </span>dotyczących <span class="_ _19"> </span>uwzględnienia <span class="_ _d"> </span>wymagań <span class="_ _19"> </span>bezpieczeństwa <span class="_ _19"> </span>i <span class="_ _d"> </span>higieny <span class="_ _19"> </span>pracy <span class="_ _d"> </span>w<span class="_ _1"></span> <span class="_ _d"> </span>tych<span class="_ _1"></span> </div><div class="t m0 xc h2 y1364 ff2 fs0 fc1 sc0 ls0 ws0">dokumentacjach, </div><div class="t m0 xa h11 ydea ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">udział w <span class="_ _1"></span>pr<span class="_ _1"></span>zekazywaniu do <span class="_ _1"></span>uż<span class="_ _1"></span>ytkowania nowobudowanych <span class="_ _1"></span>l<span class="_ _1"></span>ub przebudow<span class="_ _1"></span>ywanych obiekt<span class="_ _1"></span>ów <span class="_ _1"></span>budowlanych </span></span></div><div class="t m0 xc h2 y1365 ff1 fs0 fc1 sc0 ls0 ws0">albo <span class="_ _8"></span>ich części, <span class="_ _8"></span>w których <span class="_ _8"></span>przewiduje się <span class="_ _8"></span>pomieszczenia p<span class="_ _8"></span>racy, urządzenia <span class="_ _8"></span>produkcyjne oraz <span class="_ _8"></span>inne urząd<span class="_ _0"></span>zenia </div><div class="t m0 xc h2 ybbf ff1 fs0 fc1 sc0 ls0 ws0">mające wpływ na warunki pracy i bezpieczeństwo pracowników,<span class="ff2"> </span></div><div class="t m0 xa h11 ybc0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">udział <span class="_ _7"></span>w <span class="_ _8"></span>opracowywaniu <span class="_ _8"></span>we<span class="_ _1"></span>wnętrznych <span class="_ _7"></span>zarządzeń, <span class="_ _8"></span>regulaminów <span class="_ _8"></span>i <span class="_ _8"></span>instrukcji <span class="_ _8"></span>ogólnych <span class="_ _8"></span>w <span class="_ _8"></span>zakresie <span class="_ _8"></span>dotyczącym </span></span></div><div class="t m0 xc h2 y3b8 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa i higieny pracy oraz w ustalaniu zada<span class="_ _8"></span>ń<span class="_ _1"></span> osób kierujących pracownikami w tym zakresie,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y1366 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">opiniowanie  szczegółowych  instrukcji <span class="_ _9"> </span>dotyczących  bezpieczeństwa  i  higieny  pracy  na  poszczególnych </span></span></div><div class="t m0 xc h2 y188 ff2 fs0 fc1 sc0 ls0 ws0">stanowiskach, </div><div class="t m0 xa h11 y3ec ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie rejestrów, kompletowanie i przechowywanie dok<span class="_ _0"></span>umentów dotyczących wypadków przy pracy, </span></span></div><div class="t m0 xc h2 y3ed ff1 fs0 fc1 sc0 ls0 ws0">stwierdzonych <span class="_ _a"></span>c<span class="_ _1"></span>horób <span class="_ _a"></span>zawodowych <span class="_ _a"></span>i <span class="_ _4"></span>podejrzeń <span class="_ _a"></span>o <span class="_ _4"></span>te <span class="_ _a"></span>cho<span class="_ _1"></span>roby, <span class="_ _a"></span>a <span class="_ _4"></span>także <span class="_ _a"></span>przecho<span class="_ _1"></span>wywanie <span class="_ _a"></span>wyników <span class="_ _a"></span>badań <span class="_ _4"></span>i </div><div class="t m0 xc h2 y3ee ff1 fs0 fc1 sc0 ls0 ws0">pomiarów czynników szkodliwych dla zdrowia w środowisku pracy,<span class="ff2"> </span></div><div class="t m0 xa h11 yc3b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">udział <span class="_ _e"> </span>w <span class="_ _e"> </span>ustalaniu <span class="_ _e"> </span>okoliczności <span class="_ _e"> </span>i <span class="_ _e"> </span>przyczyn  w<span class="_ _1"></span>ypadków  pr<span class="_ _1"></span>zy <span class="_ _e"> </span>pracy <span class="_ _e"> </span>oraz  w<span class="_ _1"></span> <span class="_ _e"> </span>opracowywaniu <span class="_ _e"> </span>wniosków </span></span></div><div class="t m0 xc h2 y741 ff1 fs0 fc1 sc0 ls0 ws0">wynikających z <span class="_ _6"></span>badania <span class="_ _1"></span>przyczyn i <span class="_ _1"></span>okolicznoś<span class="_ _1"></span>ci tych <span class="_ _1"></span>w<span class="_ _1"></span>ypadk<span class="_ _0"></span>ów <span class="_ _1"></span>oraz <span class="_ _1"></span>zachorowań <span class="_ _1"></span>na <span class="_ _1"></span>choroby <span class="_ _1"></span>zawodowe, <span class="_ _1"></span>a </div><div class="t m0 xc h2 y6ae ff1 fs0 fc1 sc0 ls0 ws0">także kontrola tych wniosków,<span class="ff2"> </span></div><div class="t m0 xa h11 y1367 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">udział w dokonywaniu oceny ryzy<span class="_ _0"></span>ka zawodowego, które wiąże się z wykonywaną pracą,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yac7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">bieżące <span class="_ _4"></span>monitorowanie <span class="_ _5"> </span>stanu <span class="_ _4"></span>oraz <span class="_ _4"></span>zmian <span class="_ _5"> </span>otoczenia, <span class="_ _4"></span>uwarunkowań <span class="_ _5"> </span>prawnych <span class="_ _4"></span>i <span class="_ _4"> </span>no<span class="_ _1"></span>rm <span class="_ _4"></span>związanych <span class="_ _4"> </span>z<span class="_ _1"></span> <span class="_ _4"></span>BHP. </span></span></div><div class="t m0 xc h2 yccd ff1 fs0 fc1 sc0 ls0 ws0">Sygnalizowanie istotnych <span class="_ _0"></span>zmian Zarządowi, <span class="_ _8"></span>w<span class="_ _1"></span>raz z wyp<span class="_ _0"></span>racowywaniem na bazie tego <span class="_ _8"></span>p<span class="_ _1"></span>ropozycji stosownych </div><div class="t m0 xc h2 ya3f ff1 fs0 fc1 sc0 ls0 ws0">działań, uregulowań, przedsięwzięć organizacyjnych i techni<span class="ff2">cznych w tym zakresie, </span></div><div class="t m0 xa h11 y376 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wypracowywanie <span class="_ _8"></span>propozycji <span class="_ _7"></span>o<span class="_ _1"></span>rganizacji <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _8"></span>metod <span class="_ _8"></span>pracy <span class="_ _8"></span>na <span class="_ _8"></span>s<span class="_ _1"></span>tanowiskach <span class="_ _8"></span>pracy, <span class="_ _8"></span>na <span class="_ _8"></span>których <span class="_ _8"></span>wy<span class="_ _1"></span>stępują <span class="_ _7"></span>c<span class="_ _1"></span>zynniki </span></span></div><div class="t m0 xc h2 ya40 ff1 fs0 fc1 sc0 ls0 ws0">niebezpieczne, <span class="_ _6"></span>szkodliwe <span class="_ _6"></span>dla <span class="_ _6"></span>zdrowia <span class="_ _6"></span>lub <span class="_ _a"></span>warunki <span class="_ _1"></span>uc<span class="_ _1"></span>iążliwe <span class="_ _6"></span>oraz <span class="_ _6"></span>dobór <span class="_ _6"></span>najwłaśc<span class="_ _1"></span>iwszych <span class="_ _6"></span>środków <span class="_ _6"></span>ochro<span class="_ _1"></span>ny<span class="_ _8"></span> </div><div class="t m0 xc h2 ya41 ff2 fs0 fc1 sc0 ls0 ws0">indywidualnej i zbiorowej, </div><div class="t m0 xa h11 y1368 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">współpraca <span class="_ _6"></span>z <span class="_ _6"></span>upoważnionym <span class="_ _6"></span>l<span class="_ _1"></span>aboratorium <span class="_ _1"></span>w <span class="_ _a"></span>celu <span class="_ _6"></span>dokonywania <span class="_ _6"></span>badań <span class="_ _6"></span>i <span class="_ _a"></span>pomiarów <span class="_ _6"></span>czynników <span class="_ _a"></span>szkodliwych </span></span></div><div class="t m0 xc h2 y3a9 ff1 fs0 fc1 sc0 ls0 ws0">dla zdrowia <span class="_ _1"></span>lub <span class="_ _1"></span>warunków uciążliwych, <span class="_ _1"></span>występujących w<span class="_ _1"></span> środowis<span class="_ _1"></span>ku pracy, w<span class="_ _1"></span> zakres<span class="_ _1"></span>ie organizowania t<span class="_ _1"></span>ych </div><div class="t m0 xc h2 y12a3 ff1 fs0 fc1 sc0 ls0 ws0">badań i pomiarów oraz sposobów ochrony pracowników przed <span class="ff2">tymi czynnikami lub warunkami, </span></div><div class="t m0 xa h11 y7c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">współpraca z <span class="_ _8"></span>lek<span class="_ _1"></span>arzem <span class="_ _0"></span>sprawującym profilaktyczną <span class="_ _8"></span>o<span class="_ _1"></span>piekę zdrowotną na<span class="_ _0"></span>d pracownikami, a<span class="_ _0"></span> w szczególności<span class="_ _0"></span> </span></span></div><div class="t m0 xc h2 y1002 ff1 fs0 fc1 sc0 ls0 ws0">przy organizowaniu okresowych badań lekarskich pra<span class="_ _0"></span>cowników,<span class="ff2"> </span></div><div class="t m0 xa h11 y1369 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">nadzór <span class="_ _4"></span>nad <span class="_ _4"></span>wdrażaniem <span class="_ _4"> </span>oraz <span class="_ _5"> </span>kontrola <span class="_ _4"></span>realizacji <span class="_ _4"> </span>polec<span class="_ _1"></span>eń <span class="_ _4"></span>zewnętrznych <span class="_ _4"> </span>organów <span class="_ _5"> </span>kontrolnych, <span class="_ _4"></span>w <span class="_ _4"></span>zakresie </span></span></div><div class="t m0 xc h2 y136a ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa i higieny pracy.<span class="ff2"> </span></div><div class="t m0 x1 h2 ye18 ff2 fs0 fc1 sc0 ls0 ws0">Ponadto, <span class="_ _7"></span>w <span class="_ _0"></span>UNIMOT <span class="_ _8"></span>S.A.,<span class="_ _1"></span> <span class="_ _7"></span><span class="ff1">UNI<span class="_ _1"></span>MOT <span class="_ _7"></span>Paliwa <span class="_ _8"></span>Sp.<span class="_ _1"></span> <span class="_ _8"></span>z <span class="_ _8"></span>o.o. <span class="_ _8"></span>, <span class="_ _8"></span>UNIMO<span class="_ _1"></span>T <span class="_ _7"></span>Te<span class="_ _1"></span>rminale <span class="_ _7"></span>zatru<span class="_ _1"></span>dnieni <span class="_ _7"></span>s<span class="_ _1"></span>ą <span class="_ _8"></span>pracownicy, <span class="_ _8"></span>którzy <span class="_ _8"></span>wykonują </span></div><div class="t m0 x1 h2 y36a ff1 fs0 fc1 sc0 ls0 ws0">zadania <span class="_ _8"></span>służby <span class="_ _8"></span>bezpieczeńs<span class="_ _1"></span>twa <span class="_ _7"></span>i hig<span class="_ _0"></span>ieny <span class="_ _8"></span>pracy. W <span class="_ _8"></span>pozostałych <span class="_ _8"></span>spółkach prz<span class="_ _8"></span>e<span class="_ _1"></span>strzeganie <span class="_ _8"></span>zasad <span class="_ _8"></span>BHP p<span class="_ _0"></span>odlega <span class="_ _8"></span>nadzorowi </div><div class="t m0 x1 h2 y136b ff2 fs0 fc1 sc0 ls0 ws0">kierownictwa.  </div><div class="t m0 x1 h2 y136c ff1 fs0 fc1 sc0 ls0 ws0">Niektóre <span class="_ _8"></span>Spółki <span class="_ _8"></span>posiadają <span class="_ _7"></span>odrę<span class="_ _1"></span>bne <span class="_ _7"></span>umo<span class="_ _1"></span>wy <span class="_ _7"></span>z <span class="_ _8"></span>podmiotami <span class="_ _8"></span>zewnętrznymi<span class="ff2"> <span class="_ _8"></span>na <span class="_ _8"></span><span class="ff1">dodatkową <span class="_ _8"></span>obsługę <span class="_ _8"></span>w <span class="_ _8"></span>zakresie <span class="_ _8"></span>w<span class="_ _1"></span>ypełniania<span class="_ _0"></span> </span></span></div><div class="t m0 x1 h2 y136d ff2 fs0 fc1 sc0 ls0 ws0">przez nich <span class="ff1">obowiązków z obszaru BHP</span>:  </div><div class="t m0 x1 h2 y286 ff1 fs0 fc1 sc0 ls0 ws0">Spółka Unimot Bitumen:<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfd9" class="pf w0 h0" ><div class="pc pcd9 w0 h0"><img class="bi x7 y11 w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">217<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Umowa <span class="_ _8"></span>zlec<span class="_ _1"></span>enie z<span class="_ _0"></span> <span class="_ _0"></span>osobą prywatną <span class="_ _8"></span>w zakresie <span class="_ _8"></span>ś<span class="_ _1"></span>wiadczenia <span class="_ _8"></span>usł<span class="_ _1"></span>ug <span class="_ _8"></span>bezpiecze<span class="_ _1"></span>ństwa <span class="_ _8"></span>i higieny <span class="_ _8"></span>p<span class="_ _1"></span>racy <span class="_ _8"></span>(lokalizacja<span class="_ _1"></span> </span></span></div><div class="t m0 xc h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">Czechowice Dziedzice),  </div><div class="t m0 xa h11 y142 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Umowa na świadczenie usług ppoż. z UNIMOT <span class="_ _0"></span>Terminale (dot. Zakładu Produkcyjnego Czechowice),<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1a2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Umowa na świadczenie usług ppoż. z UNIMOT <span class="_ _0"></span>Infrastruktura (dot. Zakładu Produkcyjnego Jasło).<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y15 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. i UNIMOT Paliwa: umowa z zewnętrzną firmą<span class="_ _0"></span> dotycząca organizacji szkoleń BHP.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y136e ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _1"></span>Terminale: <span class="_ _1"></span>umowa <span class="_ _1"></span>na re<span class="_ _1"></span>alizację z<span class="_ _1"></span>adań służby <span class="_ _1"></span>BHP <span class="_ _6"></span>dla O<span class="_ _1"></span>ddziałów <span class="_ _1"></span>Terminal <span class="_ _1"></span>Bolesławiec, <span class="_ _1"></span>Gdańsk, <span class="_ _1"></span>Gutkowo </div><div class="t m0 x1 h2 y100b ff2 fs0 fc1 sc0 ls0 ws0">oraz Szczecin. </div><div class="t m0 x1 h2 yc0e ff1 fs0 fc1 sc0 ls0 ws0">W  2024 <span class="_ _9"> </span>roku  w  ra<span class="_ _8"></span>mach<span class="_ _1"></span>  dążenia <span class="_ _9"> </span>do  poprawy  b<span class="_ _8"></span>e<span class="_ _1"></span>zpieczeństwa  p<span class="_ _0"></span>rocesowego  i  p<span class="_ _0"></span>racowników  oraz <span class="_ _9"> </span>zapewnienie </div><div class="t m0 x1 h2 y136f ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa ppoż. w spółkach Grupy<span class="_ _0"></span> wykonano m. in.: <span class="ff2"> </span></div><div class="t m0 xa h11 y1370 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Plan <span class="_ _0"></span>poprawy warunków <span class="_ _0"></span>bezpieczeństwa i <span class="_ _8"></span>higieny pracy <span class="_ _0"></span>na rok <span class="_ _8"></span>2024 w UNIMOT Bi<span class="_ _0"></span>tumen, w <span class="_ _8"></span>którym zostały </span></span></div><div class="t m0 xc h2 y103a ff1 fs0 fc1 sc0 ls0 ws0">wyznaczone następujące zadania:<span class="ff2"> </span></div><div class="t m0 xa h11 y1371 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zabudowa wyłącznika ppoż. prądu dla hali <span class="_ _8"></span>nr<span class="_ _1"></span> 1 i hali nr 2 (wiata) w Zakładzie Produkcyjnym Czechowice,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1372 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Modernizacja <span class="_ _e"> </span>kolektorów <span class="_ _d"> </span>rozładunkowych <span class="_ _d"> </span>cystern <span class="_ _d"> </span>kolejowych <span class="_ _e"> </span>w <span class="_ _d"> </span>Zakładzie <span class="_ _e"> </span>Produkcyjnym <span class="_ _d"> </span>Jasło <span class="_ _d"> </span>oraz </span></span></div><div class="t m0 xc h2 y1e1 ff2 fs0 fc1 sc0 ls0 ws0">Czechowice (w trakcie <span class="ff1">–</span> <span class="ff1">zakończenie jest planowane na VI 2025),</span> </div><div class="t m0 xa h11 y1373 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Remont chodnika przy pompowni ekspedycyjnej (przy) <span class="_ _0"></span>nalewaku LA2 w Zakładzie Produkcyjnym Jasło,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y27b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Remont <span class="_ _1"></span>rurociągu i <span class="_ _1"></span>armatury <span class="_ _1"></span>odcinającej na<span class="_ _1"></span> instalacji <span class="_ _1"></span>azotu <span class="_ _1"></span>gaśniczego <span class="_ _1"></span>na z<span class="_ _1"></span>biornikach Z1ABC <span class="_ _1"></span>w <span class="_ _1"></span>Zakładzie </span></span></div><div class="t m0 xc h2 yc13 ff1 fs0 fc1 sc0 ls0 ws0">Produkcyjnym Jasło,<span class="ff2"> </span></div><div class="t m0 xa h11 y1374 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Remont <span class="_ _23"> </span>podpór <span class="_ _23"> </span>estakad <span class="_ _23"> </span>przy <span class="_ _23"> </span>OK<span class="ff2">-5, <span class="_ _23"> </span>Ok-</span>6 <span class="_ _23"> </span>oraz <span class="_ _34"> </span>nad <span class="_ _20"> </span>pr<span class="_ _1"></span>zejazdem <span class="_ _23"> </span>do <span class="_ _23"> </span>zbiorników <span class="_ _23"> </span>Z1ABC <span class="ff2"> </span></span></span></div><div class="t m0 xc h2 y11b6 ff1 fs0 fc1 sc0 ls0 ws0">w Zakładzie Produkcyjnym Jasło.<span class="ff2"> </span></div><div class="t m0 xa h2 y1375 ff2 fs0 fc5 sc0 ls0 ws0">2<span class="ff1 fc1">. <span class="_ _8"></span>Prowadzenie <span class="_ _0"></span>przeglądów <span class="_ _8"></span>obiektów bud<span class="_ _8"></span>o<span class="_ _1"></span>wlanych, <span class="_ _8"></span>zbiorników, <span class="_ _8"></span>aparatów <span class="_ _8"></span>oraz przyrządów <span class="_ _7"></span>z<span class="_ _1"></span>godnie <span class="_ _8"></span>z <span class="_ _8"></span>założonymi </span></div><div class="t m0 xa h2 y1376 ff1 fs0 fc1 sc0 ls0 ws0">harmonogramami. Przeprowadzanie regularnych obchodów <span class="_ _1"></span>instalacji w celu we<span class="_ _1"></span>ryfikacji czy nie wystąpiły żadne </div><div class="t m0 xa h2 yb0 ff1 fs0 fc1 sc0 ls0 ws0">wycieki, uszkodzenia elementów infrastruktur<span class="ff2 ls5">y.<span class="ls0"> </span></span></div><div class="t m0 xa h2 y23a ff2 fs0 fc5 sc0 ls0 ws0">3.  <span class="ff1 fc1">W <span class="_ _9"> </span>ramach  podnoszenia <span class="_ _9"> </span>świadomości  oraz <span class="_ _9"> </span>umiejętności  reagowania <span class="_ _9"> </span>na  zagrożenia <span class="_ _9"> </span>przeprowadzane  są<span class="_ _0"></span> </span></div><div class="t m0 xa h2 y1377 ff1 fs0 fc1 sc0 ls0 ws0">ćwiczenia <span class="_ _5"> </span>z <span class="_ _4"> </span>reagowania <span class="_ _5"> </span>na <span class="_ _4"> </span>a<span class="_ _1"></span>warie/zagrożenia. <span class="_ _5"> </span>W <span class="_ _5"> </span>UNIMOT <span class="_ _4"> </span>Bitume<span class="_ _1"></span>n <span class="_ _4"></span>były <span class="_ _5"> </span>prowadzone <span class="_ _5"> </span>we<span class="_ _1"></span>wnętrzne <span class="_ _4"></span>ćw<span class="_ _1"></span>iczeni<span class="_ _0"></span>a </div><div class="t m0 xa h2 y7e3 ff1 fs0 fc1 sc0 ls0 ws0">kwartalnie w Zakładzie <span class="_ _1"></span>Produkcyjnym w <span class="_ _1"></span>Jaśle oraz Czechow<span class="_ _1"></span>icach. Raz w roku<span class="_ _1"></span> w obu Za<span class="_ _1"></span>kładach prowadzone s<span class="_ _1"></span>ą </div><div class="t m0 xa h2 y1378 ff1 fs0 fc1 sc0 ls0 ws0">ćwiczenia <span class="_ _6"></span>we <span class="_ _1"></span>w<span class="_ _1"></span>spółpracy <span class="_ _1"></span>z <span class="_ _1"></span>Pańs<span class="_ _1"></span>twową <span class="_ _1"></span>Strażą <span class="_ _1"></span>Poż<span class="_ _1"></span>arną <span class="_ _1"></span>lub <span class="_ _6"></span>Ochotniczą <span class="_ _6"></span>Strażą <span class="_ _1"></span>Pożarną. <span class="_ _6"></span>Po<span class="_ _1"></span>dczas <span class="_ _1"></span>takich <span class="_ _6"></span>ćwiczeń </div><div class="t m0 xa h2 y189 ff1 fs0 fc1 sc0 ls0 ws0">pracownicy  p<span class="_ _8"></span>rzy<span class="_ _1"></span>pominają <span class="_ _9"> </span>sobie<span class="_ _1"></span> <span class="_ _9"> </span>zasady  postępowania <span class="_ _9"> </span>oraz  k<span class="_ _0"></span>omunikowania <span class="_ _9"> </span>się   <span class="_ _9"> </span>w  przypadku <span class="_ _9"> </span>wystąpienia </div><div class="t m0 xa h2 y1379 ff2 fs0 fc1 sc0 ls0 ws0">realnego <span class="ff1">zagrożenia. Każde ćwiczenia poddawane są analizie i zostają wycią<span class="_ _0"></span>gnięte wnioski, np.:<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 xa h11 y137a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">aktualizacja procedury reagowania na działania awaryjne, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y10eb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">opracowanie grafów komunikacji w razie awarii,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf5f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">utworzenie<span class="_ _1"></span> <span class="_ _1"></span>grupy <span class="_ _1"></span>„KRYZYS”, <span class="_ _6"></span>która <span class="_ _1"></span>ma <span class="_ _6"></span>pomóc <span class="_ _6"></span>w <span class="_ _1"></span>s<span class="_ _1"></span>prawnej <span class="_ _1"></span>ko<span class="_ _1"></span>munikacji <span class="_ _1"></span>kadry <span class="_ _1"></span>menadżers<span class="_ _1"></span>kiej <span class="_ _1"></span>(najwyższego </span></span></div><div class="t m0 x15 h2 yec5 ff2 fs0 fc1 sc0 ls0 ws0">szczebla),  </div><div class="t m0 xa h11 yeec ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">przeprowadzenie audyty w zakresie ochrony ppoż. w Zakładzie Produkcyjnym Jasło.<span class="ff2"> </span></span></span></div><div class="t m0 x15 h2 y7a0 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa h2 y137b ff2 fs0 fc5 sc0 ls0 ws0">4<span class="fc1 ls2">. <span class="ff1 ls0">W Spółce RCEkoenergia prowad<span class="_ _0"></span>zono działania dążące do<span class="ff2">: </span></span></span></div><div class="t m0 xa h11 y137c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">poprawy <span class="_ _8"></span><span class="ff1">bezpieczeńs<span class="_ _1"></span>twa<span class="ff2"> <span class="_ _8"></span><span class="ff1">pracowników <span class="_ _8"></span>obsługujących <span class="_ _8"></span>instalacje <span class="_ _8"></span>poprzez <span class="_ _8"></span>wykonanie <span class="_ _8"></span>ro<span class="_ _1"></span>bót <span class="_ _7"></span>ter<span class="_ _1"></span>moizolacyjnych </span></span></span></span></span></div><div class="t m0 x15 h2 yeb ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _a"></span>instalacjach <span class="_ _a"></span>ciepłowniczych, <span class="_ _a"></span>gazowych, <span class="_ _a"></span>sprężonego <span class="_ _a"></span>powietrza, <span class="_ _6"></span>re<span class="_ _1"></span>montu <span class="_ _a"></span>pomp <span class="_ _6"></span>na <span class="_ _a"></span>ins<span class="_ _1"></span>talacji <span class="_ _6"></span>chł<span class="_ _1"></span>odzenia </div><div class="t m0 x15 h2 y137d ff1 fs0 fc1 sc0 ls0 ws0">FAME (biopaliwa), remontu suwnicy bramowej (przekład<span class="_ _8"></span>ni<span class="_ _1"></span> napędowej oraz wyciągowej).<span class="ff2"> </span></div><div class="t m0 xa h11 y137e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">poprawy <span class="_ _19"> </span><span class="ff1">bezpieczeńs<span class="_ _1"></span>twa <span class="_ _d"> </span>pracowników <span class="_ _19"> </span>procesu <span class="_ _19"> </span>oraz <span class="_ _19"> </span>pracowników <span class="_ _19"> </span>obsługujących <span class="_ _19"> </span>instalacje <span class="_ _19"> </span>poprzez </span></span></span></div><div class="t m0 x15 h2 y26d ff1 fs0 fc1 sc0 ls0 ws0">wykonanie <span class="_ _8"></span>serwisu <span class="_ _8"></span>chłodni <span class="_ _8"></span>wentylatorowych <span class="_ _7"></span>w <span class="_ _8"></span>układzie <span class="_ _8"></span>chłodzenia <span class="_ _8"></span>FAME, <span class="_ _8"></span>serwisu <span class="_ _8"></span>agregatu <span class="_ _8"></span>prądotwórczego </div><div class="t m0 x15 h2 y137f ff1 fs0 fc1 sc0 ls0 ws0">na zasilaniu pomp FAME, remontu BKW kotła <span class="_ _0"></span>K<span class="ff2">-1 i K-<span class="ls1">3.</span> </span></div><div class="t m0 xa h11 y1196 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">zapewnienia <span class="_ _8"></span><span class="ff1">w<span class="_ _1"></span>łaściwych <span class="_ _8"></span>warunków <span class="_ _8"></span>i bezpieczeństwa <span class="_ _8"></span>w <span class="_ _8"></span>mie<span class="_ _1"></span>jscu <span class="_ _8"></span>pracy –<span class="ff2"> <span class="_ _8"></span>remonty <span class="_ _0"></span>studzienek k<span class="_ _8"></span>analizacyjnych<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 x15 h2 y112 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _c"> </span>krótkich<span class="_ _1"></span> <span class="_ _9"> </span>odcinków <span class="_ _c"> </span>kan<span class="_ _1"></span>alizacji, <span class="_ _c"> </span>remo<span class="_ _1"></span>nt <span class="_ _c"> </span>pomp  i <span class="_ _c"> </span>rurociągów <span class="_ _9"> </span>na <span class="_ _9"> </span>terenie <span class="_ _9"> </span>oczyszczalni <span class="_ _9"> </span>ścieków, <span class="_ _9"> </span>remonty </div><div class="t m0 x15 h2 y1380 ff1 fs0 fc1 sc0 ls0 ws0">wynikające z przeglądów, oraz usuwanie usterek z rocznej i pięcioletniej kontroli obiektów budowlanych.<span class="ff2"> </span></div><div class="t m0 xa h11 y1381 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">zapewnienia <span class="_ _9"> </span><span class="ff1">bezpieczeństwa <span class="_ _9"> </span>przy <span class="_ _9"> </span>poruszaniu <span class="_ _c"> </span>się<span class="_ _1"></span> <span class="_ _c"> </span>po <span class="_ _9"> </span>drogach <span class="_ _9"> </span>zakładowych <span class="_ _9"> </span>poprzez: <span class="_ _c"> </span>remo<span class="_ _1"></span>nt <span class="_ _c"> </span>o<span class="_ _1"></span>dcinków </span></span></span></div><div class="t m0 x15 h2 yb16 ff1 fs0 fc1 sc0 ls0 ws0">nawierzchni dróg i z<span class="_ _0"></span>naków poziomych na drogach zakład<span class="_ _0"></span>owych, remont oświetlenia zewnętrznego <span class="ff2">- </span>(słupy, </div><div class="t m0 x15 h2 y1382 ff2 fs0 fc1 sc0 ls0 ws0">kable, oprawy). </div><div class="t m0 xa h11 y36b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">poprawy <span class="_ _9"> </span>b<span class="ff1">ezpieczeństw<span class="_ _1"></span></span>a <span class="_ _9"> </span><span class="ff1">pracowników <span class="_ _9"> </span>obsługujących <span class="_ _9"> </span>instalacje <span class="_ _9"> </span>i <span class="_ _9"> </span>urządzenia  </span>- <span class="_ _c"> </span>wymi<span class="_ _1"></span>ana <span class="_ _9"> </span>aparatury <span class="_ _c"> </span>n<span class="_ _1"></span>a </span></span></div><div class="t m0 x15 h2 yd20 ff1 fs0 fc1 sc0 ls0 ws0">stacjach <span class="_ _6"></span>i <span class="_ _6"></span>rozdzielnicach, <span class="_ _a"></span>remont <span class="_ _6"></span>kabli <span class="_ _6"></span>ŚN <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _6"></span>NN, <span class="_ _6"></span>re<span class="_ _1"></span>mont <span class="_ _6"></span>instalacji <span class="_ _6"></span>odgromowych <span class="_ _a"></span>i <span class="_ _6"></span>uziemiających, <span class="_ _a"></span>przegląd </div><div class="t m0 x15 h2 y9d4 ff2 fs0 fc1 sc0 ls0 ws0">sieci gazu. </div><div class="t m0 xa h11 y1383 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">zapewnienia <span class="_ _1"></span><span class="ff1">bezpieczeńs<span class="_ _1"></span>twa <span class="_ _1"></span>pożarowego <span class="_ _6"></span></span>- <span class="_ _1"></span><span class="ff1">remont <span class="_ _6"></span>instalacji <span class="_ _1"></span>ROP, <span class="_ _1"></span>wymiana <span class="_ _1"></span>przycisków<span class="_ _1"></span>, <span class="_ _1"></span>przeglądy s<span class="_ _1"></span>przętu </span></span></span></div><div class="t m0 x15 h2 y390 ff1 fs0 fc1 sc0 ls0 ws0">przeciwpożarowego i gaśnic, wymiana<span class="_ _0"></span> niesprawnego sprzętu.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfda" class="pf w0 h0" ><div class="pc pcda w0 h0"><img class="bi x9 y9bc w9 h20a" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">218<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h2 y6 ff2 fs0 fc5 sc0 ls0 ws0">5. <span class="_ _a"></span><span class="ff1 fc1">W <span class="_ _4"></span>Spółce <span class="_ _a"></span>UNIMOT <span class="_ _4"></span>Terminale <span class="_ _a"></span>w <span class="_ _a"></span>2024 <span class="_ _4"></span>roku <span class="_ _a"></span>wykonano <span class="_ _a"></span>następujące <span class="_ _4"></span>działania <span class="_ _a"></span>w <span class="_ _a"></span>ramach <span class="_ _4"></span>dążeń <span class="_ _a"></span>do <span class="_ _a"></span>poprawy </span></div><div class="t m0 xa h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa i higieny pracy:<span class="ff2"> </span></div><div class="t m0 xa h11 y142 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Oddział Terminal Bolesławiec <span class="ff2">- </span>wymiana 30 opraw oświetleniowych na zbiornikach magazynowych paliw,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1a2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Oddział Terminal Bolesławiec <span class="ff2">- remont bocznicy kolejowej, </span></span></span></div><div class="t m0 xa h11 y1a3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Oddział Terminal Czechowice <span class="ff2">- </span>modernizacja oświetlenia toru nr 15,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y761 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Oddział <span class="_ _4"></span>Terminal <span class="_ _5"> </span>Gutkowo <span class="_ _5"> </span><span class="ff2">- <span class="_ _5"> </span></span>wykonanie <span class="_ _5"> </span>naprawy <span class="_ _4"></span>ciągu <span class="_ _5"> </span>komunikacyjnego <span class="_ _5"> </span>poprzez: <span class="_ _4"></span>naprawę <span class="_ _5"> </span>cho<span class="_ _1"></span>dnika <span class="_ _4"></span>w </span></span></div><div class="t m0 xc h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">okolicy przejścia przez tory oraz naprawa rampy i schodów (od strony <span class="_ _0"></span>frontu rozładunkowego),<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y763 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Oddział Terminal Gutkowo <span class="ff2">- wymiana podestu na drodze d<span class="_ _0"></span>o pompowni,<span class="_ _1"></span> </span></span></span></div><div class="t m0 xa h11 y764 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Oddział Terminal Piotrków Trybunalski <span class="ff2">- </span>montaż przetworników ciśnienia na instalacji rozładunkowej LPG,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y765 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Oddział Terminal Poznań <span class="ff2">- </span>remont podkładów torowiska kolejowego frontu rozładunkowego,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y766 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Oddział Terminal Rypin <span class="ff2">- </span>remont urządzeń NO na froncie rozładunkowym,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y259 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Oddział <span class="_ _6"></span>Terminal <span class="_ _a"></span>Szczecin <span class="_ _a"></span><span class="ff2">- <span class="_ _a"></span></span>wykonanie <span class="_ _a"></span>przeglądu <span class="_ _6"></span>syste<span class="_ _1"></span>mu <span class="_ _6"></span>zabezpieczenia <span class="_ _a"></span>przed <span class="_ _6"></span>u<span class="_ _1"></span>padkiem <span class="_ _6"></span>ZB <span class="_ _a"></span>na <span class="_ _a"></span>froncie </span></span></div><div class="t m0 xc h2 y767 ff2 fs0 fc1 sc0 ls0 ws0">kolejowym. </div><div class="t m0 xa h11 y768 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">W <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _0"></span>w obszarze <span class="_ _8"></span>wł<span class="_ _1"></span>asnych <span class="_ _8"></span>s<span class="_ _1"></span>tacji <span class="_ _8"></span>paliw AVIA <span class="_ _8"></span>zorg<span class="_ _1"></span>anizowano <span class="_ _0"></span>szereg d<span class="_ _0"></span>ziałań BHP, <span class="_ _8"></span>które miały <span class="_ _8"></span>na celu </span></span></div><div class="t m0 xc h2 y769 ff1 fs0 fc1 sc0 ls0 ws0">wzmocnienie wiedzy i ś<span class="_ _1"></span>wiadomości pracowników <span class="_ _1"></span>stacji paliw i o<span class="_ _1"></span>sób prowadzących stacje<span class="_ _1"></span> oraz podnos<span class="_ _1"></span>zenie </div><div class="t m0 xc h2 y76a ff1 fs0 fc1 sc0 ls0 ws0">standardów bezpieczeństwa na stacjach. Do g<span class="_ _0"></span>łównych<span class="_ _1"></span><span class="ff2"> </span>działań należały :<span class="ff2"> </span></div><div class="t m0 xa h11 y7c7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">cykliczne <span class="_ _17"> </span>audyty <span class="_ _f"> </span>BHP <span class="_ _17"> </span>i <span class="_ _f"> </span>ppoż. <span class="_ _17"> </span>na <span class="_ _17"> </span>s<span class="_ _1"></span>tacjach <span class="_ _17"> </span>połączone <span class="_ _f"> </span>z <span class="_ _17"> </span>oceną <span class="_ _17"> </span>bezpieczeńs<span class="_ _1"></span>twa <span class="_ _17"> </span>obiektu <span class="_ _17"> </span>i <span class="_ _f"> </span>stałym </span></span></div><div class="t m0 x15 h2 y7f0 ff1 fs0 fc1 sc0 ls0 ws0">monitorowaniem czynników mających wpływ <span class="_ _0"></span>na bezpieczeństwo, <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y7f1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">podejmowanie działań tam, gdzie zidentyfikowano obszary do poprawy,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y126 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">ocena <span class="_ _a"></span>sprzętu <span class="_ _a"></span>i <span class="_ _6"></span>oznakowania <span class="_ _a"></span>ppoż. <span class="_ _a"></span> <span class="_ _a"></span>oraz <span class="_ _6"></span>oznakowania <span class="_ _a"></span>informacyjnego <span class="_ _a"></span>dla <span class="_ _a"></span>klientów <span class="_ _a"></span>stacji <span class="_ _6"></span> <span class="_ _a"></span>i <span class="_ _a"></span>uzupełnianie </span></span></div><div class="t m0 x15 h2 y127 ff1 fs0 fc1 sc0 ls0 ws0">według potrzeb, <span class="ff2"> </span></div><div class="t m0 xa h11 y28 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">weryfikacja i aktualizacja instrukcji BHP i ppoż.,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y128 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">wykonywanie <span class="_ _8"></span>obowiązkowych <span class="_ _8"></span>przeglądów <span class="_ _8"></span>i <span class="_ _8"></span>b<span class="_ _1"></span>adań: <span class="_ _7"></span>rewizje zbiorników <span class="_ _7"></span>paliw, <span class="_ _8"></span>monitorowanie <span class="_ _8"></span>urządzeń <span class="_ _8"></span>stacji,<span class="_ _1"></span> </span></span></div><div class="t m0 x15 h2 y7f2 ff1 fs0 fc1 sc0 ls0 ws0">legalizacje dystrybutorów, przeglądy elektryczne. <span class="ff2"> </span></div><div class="t m0 x1 h2 y102b ff1 fs0 fc1 sc0 ls0 ws0">Zarządzaniem <span class="_ _b"> </span>bezpieczeństwem <span class="_ _b"> </span>i <span class="_ _c"> </span>higieną <span class="_ _b"> </span>pracy <span class="_ _b"> </span>są <span class="_ _b"> </span>objęc<span class="_ _1"></span>i <span class="_ _b"> </span>ws<span class="_ _1"></span>zyscy <span class="_ _b"> </span>pracownicy <span class="_ _b"> </span>i <span class="_ _c"> </span>współpracownicy<span class="_ _1"></span><span class="ff2"> <span class="_ _b"> </span></span>Spółek <span class="_ _b"> </span>Grupy </div><div class="t m0 x1 h2 yf3f ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT<span class="ls2">. </span> </div><div class="t m0 x1 h2 y7cc ff2 fs0 fc5 sc0 ls0 ws0">Szkolenia w zakresie BHP </div><div class="t m0 x1 h2 y216 ff1 fs0 fc1 sc0 ls0 ws0">Pracownicy <span class="_ _6"></span>podlegają <span class="_ _6"></span>obowiąz<span class="_ _1"></span>kowi <span class="_ _6"></span>szkoleń <span class="_ _6"></span>w <span class="_ _a"></span>zakresie <span class="_ _a"></span>BHP. <span class="_ _6"></span>W <span class="_ _6"></span>Gru<span class="_ _1"></span>pie <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>prowadzane <span class="_ _6"></span>są <span class="_ _a"></span>szkolenia <span class="_ _6"></span>wstę<span class="_ _1"></span>pne </div><div class="t m0 x1 h2 y12c ff1 fs0 fc1 sc0 ls0 ws0">BHP <span class="_ _4"></span>dla <span class="_ _4"></span>wszystkich <span class="_ _4"></span>now<span class="_ _1"></span>o <span class="_ _4"></span>zatrudnionych <span class="_ _4"></span>pracowników <span class="_ _4"></span>oraz <span class="_ _4"> </span>szkolenia <span class="_ _5"> </span>okresowe <span class="_ _4"></span>dla <span class="_ _4"></span>pracowników, <span class="_ _5"> </span>którym <span class="_ _4"></span>upływa </div><div class="t m0 x1 h2 y217 ff1 fs0 fc1 sc0 ls0 ws0">ważność szkole<span class="_ _0"></span>ń. Za<span class="_ _0"></span>kres i <span class="_ _7"></span>program szkoleń <span class="_ _8"></span>są zgodne <span class="_ _8"></span>z Rozporządzeniem <span class="_ _8"></span>Ministra Gospodark<span class="_ _8"></span>i i <span class="_ _8"></span>Pracy z <span class="_ _8"></span>27 lipca <span class="_ _8"></span>2014 </div><div class="t m0 x1 h2 y218 ff2 fs0 fc1 sc0 ls0 ws0">roku.  </div><div class="t m0 x1 h2 ye61 ff1 fs0 fc1 sc0 ls0 ws0">Dodatkowo <span class="_ _a"></span>w <span class="_ _4"></span>Spółkach <span class="_ _a"></span>prowadzone <span class="_ _4"></span>są <span class="_ _4"></span>szkolenia <span class="_ _a"></span>specjalistyczne, <span class="_ _4"></span>np. <span class="_ _a"></span>praco<span class="_ _1"></span>wnicy <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>Bitumen <span class="_ _4"></span>są <span class="_ _a"></span>re<span class="_ _1"></span>gularnie </div><div class="t m0 x1 h2 ybde ff1 fs0 fc1 sc0 ls0 ws0">szkoleni <span class="_ _6"></span>w <span class="_ _6"></span>zakresie <span class="_ _1"></span>zapobiegania <span class="_ _6"></span>wyciekom <span class="_ _6"></span>asfaltu <span class="_ _6"></span>oraz <span class="_ _1"></span>rea<span class="_ _1"></span>gowania <span class="_ _1"></span>w <span class="_ _6"></span>sytuacjach <span class="_ _6"></span>awaryjnych. <span class="_ _6"></span>Szkolenia <span class="_ _6"></span>obejmują </div><div class="t m0 x1 h2 ybdf ff1 fs0 fc1 sc0 ls0 ws0">zarówno wiedzę praktyczną, jak i znajomość procedur postępowania w przypadku wykrycia wycieku.<span class="ff2"> </span></div></div><div class="c x1 y1384 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-14   <span class="ls1b">MDR</span>-M </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y12b3 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yeca ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>prowadzi <span class="_ _a"></span>statystyki <span class="_ _a"></span>dotyczące<span class="_ _1"></span> <span class="_ _a"></span>liczby <span class="_ _a"></span>wypadków <span class="_ _a"></span>wśród <span class="_ _a"></span>praco<span class="_ _1"></span>wników. <span class="_ _a"></span>W <span class="_ _a"></span>2024 <span class="_ _a"></span>roku <span class="_ _a"></span>odnotowano <span class="_ _5"> </span><span class="ff2 ls1">4 </span></div><div class="t m0 x1 h2 yfab ff2 fs0 fc1 sc0 ls0 ws0">wypadki <span class="_ _8"></span>le<span class="_ _1"></span>kkie <span class="_ _8"></span><span class="ff1">wś<span class="_ _1"></span>ród <span class="_ _0"></span>pracowników. Nie <span class="_ _8"></span>odnotowano wypadków <span class="_ _8"></span>c<span class="_ _1"></span>iężkich, <span class="_ _8"></span>ś<span class="_ _1"></span>miertelnych <span class="_ _0"></span>ani <span class="_ _8"></span>w<span class="_ _1"></span>ypadków <span class="_ _8"></span>zbiorowych.<span class="_ _1"></span><span class="ff2"> <span class="lsa">W </span></span></span></div><div class="t m0 x1 h2 y15c ff1 fs0 fc1 sc0 ls0 ws0">2024 <span class="_ _a"></span>roku <span class="_ _4"></span>wskaźnik <span class="_ _a"></span>czę<span class="_ _1"></span>stości <span class="_ _a"></span>wypadków <span class="_ _4"></span>przy <span class="_ _a"></span>pracy <span class="_ _4"></span>wyniósł<span class="_ _1"></span> <span class="_ _a"></span><span class="ff2">2,1<span class="_ _1"></span>4 <span class="_ _a"></span>(na <span class="_ _a"></span>milion <span class="_ _4"></span>godzin <span class="_ _a"></span>prz<span class="_ _1"></span>epracowanych). <span class="_ _4"></span></span>Wskaźnik </div><div class="t m0 x1 h2 y1385 ff1 fs0 fc1 sc0 ls0 ws0">wypadkowości <span class="_ _6"></span>obliczany <span class="_ _6"></span>jest <span class="_ _a"></span>zgodnie <span class="_ _6"></span>z <span class="_ _6"></span>w<span class="_ _1"></span>zorem <span class="_ _6"></span>zawartym <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>ESRS <span class="_ _a"></span>S1<span class="_ _1"></span><span class="ff2">-</span>14, <span class="_ _6"></span>tj. <span class="_ _6"></span>liczba <span class="_ _a"></span>wypadków <span class="_ _6"></span> <span class="_ _6"></span>pr<span class="_ _1"></span>zy <span class="_ _6"></span>pracy/ <span class="_ _6"></span>ł<span class="_ _1"></span>ączna </div><div class="t m0 x1 h2 y1386 ff1 fs0 fc1 sc0 ls0 ws0">liczba g<span class="_ _0"></span>odzin przepracowanych p<span class="_ _0"></span>rzez pracowników x <span class="_ _8"></span>1 000<span class="_ _1"></span><span class="ff2"> </span>000. Statystyki <span class="_ _0"></span>wypadkowości zostały za<span class="_ _0"></span>prezentowane w </div><div class="t m0 x1 h2 y1387 ff1 fs0 fc1 sc0 ls0 ws0">poniższej tabeli. <span class="ff2">  </span></div><div class="t m0 x1 h2 y2d1 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>raportowanym <span class="_ _1"></span>okresie<span class="_ _1"></span> <span class="_ _1"></span>Grupa <span class="_ _6"></span>UNIMOT <span class="_ _1"></span>nie<span class="_ _1"></span> <span class="_ _1"></span>z<span class="_ _1"></span>arejestrowała <span class="_ _1"></span>wypadków <span class="_ _6"></span>wśród <span class="_ _6"></span>osób <span class="_ _6"></span>nie <span class="_ _6"></span>będących <span class="_ _6"></span>pracownikami, <span class="_ _1"></span>a </div><div class="t m0 x1 h2 y2d2 ff1 fs0 fc1 sc0 ls0 ws0">stanowiących <span class="_ _7"></span>s<span class="_ _1"></span>iłę <span class="_ _7"></span>roboczą <span class="_ _7"></span>jedn<span class="_ _1"></span>ostki. <span class="_ _8"></span>Nie <span class="_ _7"></span>odnotow<span class="_ _1"></span>ano <span class="_ _7"></span>również <span class="_ _8"></span>wypadków <span class="_ _7"></span>wśród <span class="_ _8"></span>podwykonawców <span class="_ _8"></span>świadczących <span class="_ _7"></span>pracę </div><div class="t m0 x1 h2 y2d3 ff1 fs0 fc1 sc0 ls0 ws0">na rzecz Spółek z Grupy.<span class="ff2"> </span></div></div><div class="c x1 y1388 w131 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x14 y1388 w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c xb9 y1388 w133 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x71 y1388 w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Nie ujawniono </div></div><div class="c x1 y1389 w131 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Łącznie wypadki wśród pracowników<span class="ff2">  </span></div></div><div class="c x14 y1389 w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">0 </div></div><div class="c xb9 y1389 w133 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">4 </div></div><div class="c x71 y1389 w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0">0 </div></div><div class="c x1 y138a w131 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Wypadki lekkie przy pracy </div></div><div class="c x14 y138a w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y138a w133 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x71 y138a w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y6de w131 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Wypadki ciężkie przy pracy<span class="ff2"> </span></div></div><div class="c x14 y6de w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y6de w133 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y6de w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y119a w131 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Wypadki śmiertelne przy pracy<span class="ff2"> </span></div></div><div class="c x14 y119a w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y119a w133 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y119a w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div></div><div class="pi" ></div></div><div id="pfdb" class="pf w0 h0" ><div class="pc pcdb w0 h0"><img class="bi x9 y138b w9 h20b" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">219<span class="ls0"> </span></div></div><div class="c x1 y138c w131 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Liczba wypadków zbiorowych<span class="ff2"> </span></div></div><div class="c x14 y138c w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y138c w133 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y138c w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 yfa w131 h174"><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">Łącznie wypadki wśród osób niebędących pracownikami<span class="ff2 fc1"> </span></div></div><div class="c x14 yfa w132 h174"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 yfa w133 h174"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 yfa w75 h174"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y138d w131 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Wypadki lekkie przy pracy </div></div><div class="c x14 y138d w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y138d w133 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y138d w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 yfb w131 h177"><div class="t m0 xb h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">Wypadki ciężkie przy pracy<span class="ff2"> </span></div></div><div class="c x14 yfb w132 h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 yfb w133 h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 yfb w75 h177"><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y138e w131 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Wypadki śmiertelne przy pracy<span class="ff2"> </span></div></div><div class="c x14 y138e w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y138e w133 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y138e w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 yfc w131 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Liczba wypadków zbiorowych<span class="ff2"> </span></div></div><div class="c x14 yfc w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 yfc w133 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 yfc w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y138f ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1f">32</span><span class="ff1">. <span class="_ _1"></span>Statystyka w<span class="_ _1"></span>ypadków przy <span class="_ _1"></span>pracy w<span class="_ _1"></span>raz <span class="_ _1"></span>z liczbą <span class="_ _1"></span>poszkodowanych w<span class="_ _1"></span> podziale <span class="_ _1"></span>na płe<span class="_ _1"></span>ć w <span class="_ _1"></span>Grupie <span class="_ _1"></span>UNIMOT </span></div><div class="t m2 x1 h1d y1086 ff2 fs5 fc1 sc0 ls0 ws0">na <span class="ff1">dzień 31.12.2024 r.</span> </div><div class="t m0 x1 h2 y1390 ff1 fs0 fc1 sc0 ls0 ws0">Pozostałe <span class="_ _6"></span>dane <span class="_ _6"></span>z <span class="_ _a"></span>obszaru <span class="_ _6"></span>BHP, <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>tym <span class="_ _6"></span>również <span class="_ _a"></span>pozostałe <span class="_ _a"></span>wskaźniki <span class="_ _1"></span>wyp<span class="_ _1"></span>adkowości, <span class="_ _6"></span>w <span class="_ _a"></span>odniesieniu <span class="_ _1"></span>do <span class="_ _a"></span>pracowników </div><div class="t m0 x1 h2 y1391 ff2 fs0 fc1 sc0 ls0 ws0">zaprezentowano w tabeli 3-<span class="ls1">33</span>. </div></div><div class="c x92 y1392 w134 hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Wskaźniki BHP<span class="ff2 fc1"> </span></div></div><div class="c x92 y40e w67 h15"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik wystąpienia chorób zawodowych </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">(occupational diseases rate <span class="ff1">–</span> ODR)* </div></div><div class="c x1b y40e wfd h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x92 y1373 w67 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik absencji <span class="ff2">(absentee rate - AR)** </span></div></div><div class="c x1b y1373 wfd h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">4,09% </div></div><div class="c x92 y1393 w67 h1a"><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik ciężkości wypadków <span class="ff2">- dni straconych / dni </span></div><div class="t m0 xb h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">niezdolności do pracy (lost day rate <span class="ff2">- LDR)*** </span></div></div><div class="c x1b y1393 wfd h1a"><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls1 ws0">53,<span class="ff1 ls0">25 (dni na osobę poszkodowaną w wypadk<span class="_ _0"></span>u)<span class="_ _1"></span><span class="ff2"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1394 ff1 fs0 fc1 sc0 ls0 ws0">*  <span class="_ _8"></span>Ws<span class="_ _1"></span>kaźnik <span class="_ _8"></span>choró<span class="_ _1"></span>b <span class="_ _8"></span>zawodowy<span class="_ _1"></span>ch policzono <span class="_ _8"></span>zgodnie z wzorem: liczba <span class="_ _8"></span>przypadków wystąpienia <span class="_ _0"></span>chorób zawodowych <span class="_ _0"></span>x </div><div class="t m0 x1 h2 y1395 ff1 fs0 fc1 sc0 ls0 ws0">1000 ) /  liczba pracowników na dzień 31.12. 2024r.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1396 ff1 fs0 fc1 sc0 ls0 ws0">** <span class="_ _7"></span>Wskaźnik <span class="_ _7"></span>a<span class="_ _1"></span>bsencji <span class="_ _7"></span>policzono <span class="_ _7"></span>zgodne <span class="_ _8"></span>z <span class="_ _7"></span>wzorem: <span class="_ _8"></span>liczba <span class="_ _7"></span>dni <span class="_ _8"></span>nieobec<span class="_ _1"></span>ności <span class="_ _7"></span>potwierdzona <span class="_ _7"></span>zwolnieniem <span class="_ _8"></span>lekarskim/ <span class="_ _7"></span>liczba </div><div class="t m0 x1 h2 y1397 ff2 fs0 fc1 sc0 ls0 ws0">dni roboczych w 2024 roku x  zatrudnienie na 31.12.2024r. </div><div class="t m0 x1 h2 y1398 ff2 fs0 fc1 sc0 ls0 ws0">**<span class="ls1">* <span class="_ _b"> </span></span><span class="ff1">Wskaźnik <span class="_ _b"> </span>c<span class="_ _1"></span>iężkości <span class="_ _b"> </span>wypadków <span class="_ _c"> </span>przy <span class="_ _b"> </span>pracy <span class="_ _b"> </span>dla <span class="_ _c"> </span>pracowników <span class="_ _b"> </span>policzono <span class="_ _c"> </span>zgodnie <span class="_ _c"> </span></span>z <span class="_ _b"> </span>wzorem: <span class="_ _c"> </span><span class="ff1">łączna <span class="_ _b"> </span>liczba <span class="_ _b"> </span>dni </span></div><div class="t m0 x1 h2 yc1a ff1 fs0 fc1 sc0 ls0 ws0">niezdolności <span class="_ _1"></span>do <span class="_ _6"></span>pracy <span class="_ _1"></span>poszkodowanych <span class="_ _6"></span>w <span class="_ _1"></span>wypadkach <span class="_ _1"></span>przy <span class="_ _6"></span>pracy <span class="_ _6"></span>/ <span class="_ _1"></span>liczba <span class="_ _1"></span>os<span class="_ _1"></span>ób <span class="_ _1"></span>poszkodowanych <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>wypadkach <span class="_ _1"></span>przy </div><div class="t m0 x1 h2 y1399 ff1 fs0 fc1 sc0 ls0 ws0">pracy (z wyłączeniem osób  poszkodowanych w wyp<span class="_ _0"></span>adkach śmiertelnych)<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m2 x1 h1d y429 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1f">33.</span> <span class="ff1">Wskaźniki <span class="_ _0"></span>wypadkowoś<span class="_ _1"></span>ci i pozostałe dane z <span class="_ _8"></span>o<span class="_ _1"></span>bszaru BHP w Grupie UNIMOT na dzień 31.12.2024 r.<span class="ff2"> </span></span></div><div class="t m0 x1 h2 y139a ff1 fs0 fc0 sc0 ls0 ws0">Prywatność <span class="ff2">- ochrona danych osobowych </span></div><div class="t m0 x1 h2 yb66 ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienia wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 yd31 w6c h63"><div class="t m0 xb h2 y661 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e yd31 w6d h63"><div class="t m0 x111 h2 y661 ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y139b w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y139b w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S1 Własna siła robocza<span class="ff2"> </span></div></div><div class="c x1 y139c w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Temat istotny </div></div><div class="c x7e y139c w6d h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Prywatność<span class="ff2"> </span></div></div><div class="c x1 yeed w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y139d w6e hf4"><div class="t m0 xb h2 ybc6 ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e yeed w6d hf4"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 ye30 w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e ye30 w6d hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Inspektor Ochrony Danych Osobowych w UNIMOT S.A. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y123b ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnego tematu </div></div><div class="c x1 y139e w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-1   MDR-P<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ya00 ff1 fs0 fc1 sc0 ls0 ws0">We <span class="_ _7"></span>w<span class="_ _1"></span>szystkich <span class="_ _7"></span>Spółkach <span class="_ _7"></span>Grup<span class="_ _1"></span>y <span class="_ _7"></span>UNIMOT<span class="_ _1"></span> <span class="_ _7"></span>została <span class="_ _8"></span>przyjęta <span class="_ _8"></span>oraz <span class="_ _8"></span>wdrożona <span class="_ _7"></span>Poli<span class="_ _1"></span>tyka <span class="_ _7"></span>Bezpieczeństwa <span class="_ _8"></span>Danych <span class="_ _8"></span>Osobowych<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 x1 h2 y7ed ff1 fs0 fc1 sc0 ls0 ws0">Powyższy <span class="_ _17"> </span>dokument <span class="_ _17"> </span>stanowi <span class="_ _f"> </span>filar <span class="_ _17"> </span>ochrony <span class="_ _17"> </span>danych <span class="_ _17"> </span>os<span class="_ _1"></span>obowych, <span class="_ _17"> </span>określający <span class="_ _17"> </span>swo<span class="_ _1"></span>im <span class="_ _17"> </span>zakresem <span class="_ _17"> </span>także <span class="_ _17"> </span>prawa </div><div class="t m0 x1 h2 y3c4 ff1 fs0 fc1 sc0 ls0 ws0">przysługujące <span class="_ _1"></span>osobom <span class="_ _6"></span>których <span class="_ _1"></span>d<span class="_ _1"></span>ane <span class="_ _1"></span>dotyczą. <span class="_ _1"></span>O<span class="_ _1"></span>prócz <span class="_ _1"></span>powyższej <span class="_ _6"></span>Polityki <span class="_ _1"></span>kwes<span class="_ _1"></span>tie <span class="_ _1"></span>prywatności <span class="_ _6"></span>poruszane <span class="_ _1"></span>są<span class="_ _1"></span> <span class="_ _1"></span>także <span class="_ _1"></span>w </div><div class="t m0 x1 h2 yef ff2 fs0 fc1 sc0 ls0 ws0">regulaminach <span class="_ _a"></span>(np. <span class="_ _a"></span>Regulamin <span class="_ _a"></span>Pracy) <span class="_ _a"></span>oraz<span class="_ _1"></span> <span class="_ _a"></span>umowach.<span class="_ _1"></span> <span class="_ _a"></span><span class="ff1">Dodatkowo <span class="_ _a"></span>w <span class="_ _a"></span>części <span class="_ _a"></span>Spół<span class="_ _1"></span>ek <span class="_ _a"></span>Grupy <span class="_ _a"></span>w <span class="_ _a"></span>raportowanym <span class="_ _a"></span>o<span class="_ _1"></span>kresie </span></div><div class="t m0 x1 h2 yf43 ff1 fs0 fc1 sc0 ls0 ws0">trwał proces wdrożenia SZBI, które swoim zakresem także obejmuje ochroną danych <span class="_ _0"></span>osobowych.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y536 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-4   MDR-A </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1021 ff1 fs0 fc1 sc0 ls0 ws0">Głównym  celem  w  z<span class="_ _0"></span>akresie  ochrony  prywatności  p<span class="_ _0"></span>racowników  Grupy  UNIMOT <span class="_ _9"> </span>w  2024  roku  było  określenie </div><div class="t m0 x1 h2 y1022 ff1 fs0 fc1 sc0 ls0 ws0">podstawowych wymogów ochrony danych osobowych, które powinny spełniać wszystkie Spółki zależne. W UNIMOT </div><div class="t m0 x1 h2 yf18 ff1 fs0 fc1 sc0 ls0 ws0">S.A. został w<span class="_ _1"></span>ydany standa<span class="_ _0"></span>rd organizacyjny z okre<span class="_ _1"></span>sem w<span class="_ _1"></span>drożenia przez Spółki do 31.<span class="_ _1"></span>12.2024 roku. Standard określa </div><div class="t m0 x1 h2 y1023 ff1 fs0 fc1 sc0 ls0 ws0">podstawowe wymagania w zakresie systemów i procedur ochrony <span class="_ _0"></span>danych osobowych. <span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfdc" class="pf w0 h0" ><div class="pc pcdc w0 h0"><img class="bi x9 y139f w9 h20c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">220<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Na  dzień  publikacji  niniejszego  Sp<span class="_ _0"></span>rawozdania,  stosowne  regulacje  zostały <span class="_ _9"> </span>wdrożone  w<span class="_ _1"></span>e  wszystkich  Spółka<span class="_ _0"></span>ch </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">zależnych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>Spółkach, w <span class="_ _7"></span>których z<span class="_ _0"></span>e <span class="_ _8"></span>względów org<span class="_ _0"></span>anizacyjnych <span class="_ _8"></span>oraz <span class="_ _8"></span>z <span class="_ _0"></span>uwagi <span class="_ _8"></span>na zak<span class="_ _0"></span>res <span class="_ _8"></span>prowad<span class="_ _1"></span>zonej <span class="_ _8"></span>działalności, w<span class="_ _8"></span>s<span class="_ _1"></span>kazane <span class="ff2">jest<span class="_ _0"></span> </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">powołanie <span class="_ _7"></span>Inspektora <span class="_ _7"></span>Ochrony <span class="_ _8"></span>Danych, <span class="_ _7"></span><span class="ff2">utw<span class="_ _1"></span>orzono <span class="_ _7"></span>odpowiednie <span class="_ _7"></span>stanowiska<span class="ff1">. <span class="_ _7"></span>Do<span class="_ _1"></span>datkowo <span class="_ _7"></span>został <span class="_ _7"></span>wyznaczony <span class="_ _7"></span>Ins<span class="_ _1"></span>pektor </span></span></div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">Ochrony <span class="_ _a"></span>Danych <span class="_ _6"></span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _6"></span>który <span class="_ _a"></span>oprócz <span class="_ _6"></span>zadań <span class="_ _a"></span>wynikających <span class="_ _6"></span>z <span class="_ _a"></span>art. <span class="_ _6"></span>39 <span class="_ _a"></span>RODO <span class="_ _a"></span>pełni <span class="_ _6"></span>także <span class="_ _a"></span>funkcję <span class="_ _a"></span>doradczą <span class="_ _6"></span>z </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">zakresu ochrony danych os<span class="_ _1"></span>obowych dla wszystkich spółek G<span class="_ _1"></span><span class="ff2">rupy oraz  <span class="_ _1"></span>przygotowuje zalecenia i dokumenty <span class="_ _1"></span>bazowe </span></div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">wyznaczające <span class="_ _6"></span>minimalne <span class="_ _a"></span>standardy<span class="_ _1"></span> <span class="_ _6"></span>ochro<span class="_ _1"></span>ny <span class="_ _6"></span>danych <span class="_ _a"></span>osobowych <span class="_ _4"></span>w <span class="_ _a"></span>Spółkach. <span class="_ _6"></span>Ins<span class="_ _1"></span>pe<span class="ff2">ktor <span class="_ _a"></span>Ochrony <span class="_ _a"></span>Danych <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>Grupie </span></div><div class="t m0 x1 h2 y147 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _b"> </span><span class="ff1">wdraża <span class="_ _b"> </span>również <span class="_ _b"> </span>nowe<span class="_ _1"></span> <span class="_ _b"> </span>środki <span class="_ _5"> </span>oc<span class="_ _1"></span>hrony <span class="_ _b"> </span>na <span class="_ _b"> </span>poziomie <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>oraz <span class="_ _b"> </span>rozwiązania <span class="_ _c"> </span>umożliwiające <span class="_ _5"> </span>podniesie<span class="_ _1"></span>nie </span></div><div class="t m0 x1 h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">poziomu <span class="_ _b"> </span>stosowanych <span class="_ _b"> </span>zabezpieczeń<span class="ff2 ls2">, <span class="_ _b"> </span></span>usprawnienia <span class="_ _b"> </span>procesów <span class="_ _b"> </span>przetwarzania, <span class="_ _b"> </span>analizuje <span class="_ _b"> </span>stosow<span class="_ _1"></span>ane <span class="_ _5"> </span>w<span class="_ _1"></span><span class="ff2"> </span>spółkach <span class="_ _b"> </span>GK </div><div class="t m0 x1 h2 y149 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT rozwiązania techniczne, organizacyjne oraz wdrożone polityki i<span class="_ _1"></span><span class="ff2"> procedury w zakresie przetwarzania danych </span></div><div class="t m0 x1 h2 y14a ff2 fs0 fc1 sc0 ls0 ws0">osobowych.  </div><div class="t m0 x1 h2 y326 ff1 fs0 fc1 sc0 ls0 ws0">W raportowanym okresie odbywały się szkolenia z <span class="_ _0"></span>zakresu ochrony danych osobowych, w tym:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y757 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">cykliczne szkolenia dla ogółu pracowników, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y758 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">szkolenia onboardingowe,  </span></span></div><div class="t m0 xa h11 y759 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">szkolenia dedykowane dla konkretnych zespołów. <span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y7de ff1 fs0 fc1 sc0 ls0 ws0">W 2024 roku w ramach istotnej kwestii zrównoważonego rozwoju wprowadzono również:<span class="ff2"> </span></div><div class="t m0 xa h11 y127 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">odpowiednie klauzule w umowach oraz na stronach www Spółek, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y28 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">modyfikacje zabezpieczeń technicznych, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y128 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">modyfikacje procesów przetwarzania, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ydae ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">analizę naruszeń oraz incydentów bezpieczeństwa. <span class="ff2"> </span></span></span></div></div><div class="c x1 y7f4 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-3<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y13a0 ff1 fs0 fc1 sc0 ls0 ws0">Obsługa <span class="_ _1"></span>zgłoszonego <span class="_ _6"></span><span class="ff2">incydentu <span class="_ _1"></span></span>narusze<span class="_ _1"></span>nia <span class="_ _1"></span>prywatności <span class="_ _1"></span>w <span class="_ _1"></span>Grupie <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>polega <span class="_ _1"></span>na <span class="_ _6"></span>dokładnej <span class="_ _1"></span>analizie <span class="_ _6"></span>przypadku </div><div class="t m0 x1 h2 y13a1 ff2 fs0 fc1 sc0 ls0 ws0">(w <span class="_ _c"> </span>tym <span class="_ _c"> </span>potwierdzeniu <span class="_ _c"> </span><span class="ff1">wystą<span class="_ _1"></span>pienia, <span class="_ _c"> </span>ustaleni</span>u <span class="_ _c"> </span><span class="ff1">przyczyn, <span class="_ _c"> </span>o<span class="_ _1"></span>kreśleni</span>u <span class="_ _c"> </span><span class="ff1">osób <span class="_ _c"> </span>objętych <span class="_ _c"> </span>narus<span class="_ _1"></span>zeniem, <span class="_ _c"> </span>określeni</span>u <span class="_ _c"> </span>s<span class="_ _1"></span>kali </div><div class="t m0 x1 h2 y13a2 ff1 fs0 fc1 sc0 ls0 ws0">naruszenia). <span class="_ _c"> </span>Po <span class="_ _9"> </span>wykonaniu <span class="_ _c"> </span>dokładnej <span class="_ _c"> </span>analizy <span class="_ _c"> </span>po<span class="_ _1"></span>dejmowane <span class="_ _c"> </span>s<span class="_ _1"></span>ą <span class="_ _c"> </span>zadania <span class="_ _c"> </span>zaradcze <span class="_ _c"> </span>ma<span class="_ _1"></span>jące <span class="_ _9"> </span>na <span class="_ _c"> </span>celu <span class="_ _9"> </span>ograniczenie </div><div class="t m0 x1 h2 y13a3 ff2 fs0 fc1 sc0 ls0 ws0">negatywnych konsekwencji, <span class="ff1">które <span class="_ _8"></span>mogą obejmować na przykład <span class="_ _8"></span>zmianę<span class="_ _1"></span> danych <span class="_ _8"></span>dostę<span class="_ _1"></span>powych, ogra<span class="_ _0"></span>niczenie dostępu </span></div><div class="t m0 x1 h2 y1343 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _1"></span>systemów <span class="_ _1"></span>informatycznych, <span class="_ _1"></span>blokady <span class="_ _1"></span>kart <span class="_ _1"></span>sim, <span class="_ _1"></span>zgłoszenie <span class="_ _1"></span>na <span class="_ _1"></span>policj<span class="_ _1"></span>ę<span class="ff2">, <span class="_ _1"></span>poinformowanie <span class="_ _1"></span></span>osób<span class="ff2">, <span class="_ _1"></span></span>których <span class="_ _1"></span>dane <span class="_ _1"></span>zostały<span class="_ _1"></span> </div><div class="t m0 x1 h2 y13a4 ff2 fs0 fc1 sc0 ls0 ws0">naruszone. <span class="_ _a"></span><span class="ff1">Następnie <span class="_ _1"></span>w<span class="_ _1"></span>ykonywana <span class="_ _1"></span>jes<span class="_ _1"></span>t <span class="_ _6"></span>ocena <span class="_ _6"></span>s<span class="_ _1"></span>kutków <span class="_ _6"></span>naruszenia <span class="_ _6"></span>we<span class="_ _1"></span>dług <span class="_ _1"></span>zasad <span class="_ _6"></span>s<span class="_ _1"></span>tosowanych <span class="_ _6"></span>w <span class="_ _6"></span>danej <span class="_ _a"></span></span>S<span class="ff1">pół<span class="_ _1"></span>ce</span>. <span class="_ _6"></span>W </div><div class="t m0 x1 h2 y1ee ff1 fs0 fc1 sc0 ls0 ws0">większości <span class="_ _e"> </span>jest <span class="_ _e"> </span>to  metodologia  ENISA<span class="_ _1"></span><span class="ff2 ls2">,  </span>jest <span class="_ _e"> </span>zalecana <span class="_ _e"> </span>do  s<span class="_ _1"></span>tosowania  przez <span class="_ _e"> </span>Prezesa <span class="_ _e"> </span>Urzędu  Ochro<span class="_ _1"></span>ny  Danych </div><div class="t m0 x1 h2 y13a5 ff2 fs0 fc1 sc0 ls0 ws0">Osobowych.  </div><div class="t m0 x1 h2 y13a6 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _19"> </span>zależności <span class="_ _19"> </span>od <span class="_ _17"> </span>wyniku <span class="_ _d"> </span>uzyskanego <span class="_ _19"> </span>z <span class="_ _19"> </span>o<span class="_ _1"></span>ceny <span class="_ _19"> </span>skutków <span class="_ _19"> </span>naruszenia <span class="_ _19"> </span>podejmowane <span class="_ _19"> </span>są <span class="_ _19"> </span>dalsze <span class="_ _19"> </span>działania, <span class="_ _19"> </span>np. </div><div class="t m0 x1 h2 ydd7 ff1 fs0 fc1 sc0 ls0 ws0">poinformowanie  organu  nadzorczego,  poinformowanie  osó<span class="_ _8"></span>b  objętych  naruszeniem.  Całość  jest  podsumowana </div><div class="t m0 x1 h2 y13a7 ff2 fs0 fc1 sc0 ls0 ws0">raportem oraz przeprowadzana w formie dokumentowanej.  </div><div class="t m0 x1 h2 y3a6 ff1 fs0 fc1 sc0 ls0 ws0">Po <span class="_ _8"></span>obsłudze <span class="_ _0"></span>naruszenia <span class="_ _8"></span>ustalane<span class="_ _1"></span> <span class="_ _8"></span>są <span class="_ _8"></span>c<span class="_ _1"></span>zynności <span class="_ _8"></span>mające <span class="_ _8"></span>na celu <span class="_ _8"></span>zapobieganie <span class="_ _8"></span>wystąpieniu <span class="_ _0"></span>takich z<span class="_ _0"></span>darzeń <span class="_ _8"></span>w p<span class="_ _0"></span>rzyszłości. </div><div class="t m0 x1 h2 y13a8 ff1 fs0 fc1 sc0 ls0 ws0">Czynności <span class="_ _e"> </span>te  mogą <span class="_ _e"> </span>obejmować <span class="_ _e"> </span>np.  przeprowadzanie <span class="_ _e"> </span>do<span class="_ _1"></span>datkowych  szkoleń, <span class="_ _e"> </span>zmiany <span class="_ _e"> </span>procesów <span class="_ _e"> </span>przetwarzania, </div><div class="t m0 x1 h2 yad0 ff1 fs0 fc1 sc0 ls0 ws0">modyfikacje <span class="_ _24"> </span>z<span class="_ _1"></span>abezpieczeń <span class="_ _24"> </span>t<span class="_ _1"></span>echnicznych, <span class="_ _1d"> </span>modyfikacje <span class="_ _1d"> </span>działań <span class="_ _24"> </span>o<span class="_ _1"></span>rganizacyjnych, <span class="_ _1d"> </span>zmiany <span class="_ _24"> </span>upr<span class="_ _1"></span>awnień. <span class="_ _1d"> </span>Zakres </div><div class="t m0 x1 h2 yecb ff1 fs0 fc1 sc0 ls0 ws0">podejmowanych działań zawsze jest zależny od <span class="_ _0"></span>skali oraz od okolicznośc<span class="_ _1"></span>i incydentu. <span class="ff2"> </span></div><div class="t m0 x1 h2 y13a9 ff1 fs0 fc5 sc0 ls0 ws0">Ścieżka obsługi naruszenia: <span class="ff2"> </span></div><div class="t m0 xa h11 y8ec ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">stwierdzenie naruszenia lub podejrzenie powstania naruszenia;  </span></span></div><div class="t m0 xa h11 y13aa ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">zabezpieczenie dowodów i ograniczenie ewentualnych negatywnych skutków;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y357 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">poinformowanie bezpośredniego przełożonego, działu IT (jeżeli naruszenie dotyczy systemu </span></span></div><div class="t m0 xc h2 yf66 ff1 fs0 fc1 sc0 ls0 ws0">teleinformatycznego) oraz osoby odpowiedzialnej za <span class="_ _0"></span>ochronę danych osobowych<span class="_ _1"></span><span class="ff2">; </span></div><div class="t m0 xa h11 y358 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">potwierdzenie istnienia naruszenia; </span></span></div><div class="t m0 xa h11 y13ab ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">określenie charakteru naruszenia wraz ze wskaz<span class="_ _0"></span>aniem kategorii i przybliżonej liczby osób, których dane </span></span></div><div class="t m0 xc h2 y4b ff1 fs0 fc1 sc0 ls0 ws0">dotyczą, oraz kategorii i przybliżonej liczby wpisów danych osobowych, których dotyczy<span class="_ _0"></span> naruszenie;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yd04 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">działania mające na celu minimalizację<span class="ff2"> </span>negatywnych skutków naruszenia<span class="ff2">; </span></span></span></div><div class="t m0 xa h11 y38f ff2 fs0 fc5 sc0 ls1 ws0">7.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">ocena skutków naruszenia ochrony danych osobowych;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y8a9 ff2 fs0 fc5 sc0 ls1 ws0">8.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">raport podsumowujący<span class="ff2">; </span></span></span></div></div></div><div class="pi" ></div></div><div id="pfdd" class="pf w0 h0" ><div class="pc pcdd w0 h0"><img class="bi x9 y13ac w9 h20d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">221<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff2 fs0 fc5 sc0 ls1 ws0">9.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">w uzasadnionych przypadkach zg<span class="_ _0"></span>łoszenie do UODO lub do osób objętych naruszeniem;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y118 ff2 fs0 fc5 sc0 ls1 ws0">10.<span class="ff5 ls0"> <span class="_ _71"> </span><span class="ff1 fc1">działania mające na celu ograniczenie wystąpienia podobnego naruszenia w przyszłości. <span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y119 ff2 fs0 fc1 sc0 ls0 ws0">P<span class="ff1">owyższe</span> <span class="_ _1"></span>procedury <span class="_ _1"></span><span class="ff1">dotyczą <span class="_ _1"></span>zarówno<span class="_ _1"></span> <span class="_ _1"></span>pracowników <span class="_ _1"></span>jak i <span class="_ _6"></span>klientów, <span class="_ _1"></span>kontrahentów <span class="_ _1"></span>oraz <span class="_ _1"></span>innych <span class="_ _1"></span>osób <span class="_ _1"></span>których <span class="_ _1"></span>dane <span class="_ _6"></span><span class="ls16">są </span></span></div><div class="t m0 x1 h2 y143 ff2 fs0 fc1 sc0 ls0 ws0">przetwarzane <span class="_ _a"></span>w <span class="_ _a"></span>Grupie <span class="_ _a"></span>UNIM<span class="_ _1"></span>OT<span class="ff1">. <span class="_ _a"></span>Każda <span class="_ _a"></span>osoba, <span class="_ _a"></span>niezależnie <span class="_ _4"></span>od <span class="_ _a"></span>jej <span class="_ _a"></span>statusu <span class="_ _a"></span>czy<span class="_ _1"></span> <span class="_ _a"></span>podstawy <span class="_ _a"></span>nawiązania <span class="_ _a"></span>relacji, <span class="_ _a"></span>której </span></div><div class="t m0 x1 h2 y144 ff2 fs0 fc1 sc0 ls0 ws0">dane <span class="_ _8"></span><span class="ff1">s<span class="_ _1"></span>ą <span class="_ _0"></span>przetwarzane p<span class="_ _8"></span>rze<span class="_ _1"></span>z <span class="_ _0"></span>Grupę UNIMOT<span class="ff2"> <span class="_ _8"></span><span class="ff1">ma określone prawa <span class="_ _8"></span>w zakresie <span class="_ _8"></span>ochro<span class="_ _1"></span>ny <span class="_ _8"></span>danych osobowych, <span class="_ _8"></span>które może<span class="_ _0"></span> </span></span></span></div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">realizować<span class="ff2"> <span class="ls4">i </span></span>o tych prawach jest także skutecznie informowana. <span class="ff2"> </span></div></div><div class="c x1 yfe9 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-5   MDR-T   MDR-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybed ff1 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _10"> </span>c<span class="_ _1"></span>elów <span class="_ _10"> </span>w<span class="_ _1"></span> <span class="_ _10"> </span>omawianym <span class="_ _10"> </span>obszarze <span class="_ _24"> </span>zaliczyć <span class="_ _10"> </span>należy <span class="_ _24"> </span>zapewnienie <span class="_ _24"> </span>odpowiedniego <span class="_ _10"> </span>poziomu <span class="_ _24"> </span>bezpieczeństwa </div><div class="t m0 x1 h2 ybee ff2 fs0 fc1 sc0 ls0 ws0">przetwarzanych <span class="_ _e"> </span>danych <span class="_ _d"> </span>osobowych, <span class="_ _d"> </span>ujednolicenie <span class="_ _e"> </span>procedur, <span class="_ _d"> </span>zapewnienie <span class="_ _d"> </span>odpowiedniej <span class="_ _e"> </span>reakcji <span class="_ _e"> </span>na<span class="_ _1"></span> <span class="_ _e"> </span>incydenty, </div><div class="t m0 x1 h2 ybef ff1 fs0 fc1 sc0 ls0 ws0">zapewnienie <span class="_ _10"> </span>o<span class="_ _1"></span>dpowiedniej <span class="_ _10"> </span>realizacji <span class="_ _24"> </span>praw <span class="_ _10"> </span>osób <span class="_ _24"> </span>których <span class="_ _10"> </span>dan<span class="_ _1"></span>e <span class="_ _24"> </span>dotyczą <span class="_ _10"> </span>oraz <span class="_ _24"> </span>poprawę <span class="_ _24"> </span>świadomości <span class="_ _10"> </span>osób </div><div class="t m0 x1 h2 ybf0 ff1 fs0 fc1 sc0 ls0 ws0">przetwarzających dane osobowe.   <span class="ff2"> </span></div><div class="t m0 x1 h2 yfea ff1 fs0 fc1 sc0 ls0 ws0">2024 rok <span class="_ _8"></span>Gru<span class="_ _1"></span>pa UNIMOT <span class="_ _8"></span>tr<span class="_ _1"></span>aktuje jak<span class="_ _0"></span>o bazowy dla <span class="_ _8"></span>wy<span class="_ _1"></span>znaczenia <span class="_ _0"></span>dalszych celów w <span class="_ _8"></span>odnies<span class="_ _1"></span>ieniu <span class="_ _0"></span>do kwestii p<span class="_ _0"></span>rywatności </div><div class="t m0 x1 h2 y5d ff1 fs0 fc1 sc0 ls0 ws0">pracowników. <span class="_ _a"></span>W <span class="_ _6"></span>poniższej <span class="_ _a"></span>tabeli <span class="_ _6"></span>zaprezentowano <span class="_ _a"></span>dane <span class="_ _6"></span>bazow<span class="_ _1"></span>e <span class="_ _6"></span>dotyczące <span class="_ _a"></span>ochrony <span class="_ _6"></span>prywatnośc<span class="_ _1"></span>i. <span class="_ _6"></span>Na <span class="_ _6"></span>ich <span class="_ _a"></span>podstawie </div><div class="t m0 x1 h2 yfeb ff1 fs0 fc1 sc0 ls0 ws0">zostaną w 2025 roku wyznaczone cele redukcji bądź wzrostu danego wskaźnika.  <span class="ff2"> </span></div></div><div class="c x1 y13ad w12e h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Ujednolicenie procedur w Spółkach zależnych<span class="ff2"> </span></div></div><div class="c x7e y13ad w12f h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">100% Spółek zależnych objętych jednolitym systemem<span class="ff2"> </span></div></div><div class="c x1 ya6c w12e h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Liczba naruszeń ochrony danych<span class="ff2"> </span></div></div><div class="c x7e ya6c w12f h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">3 naruszenia prywatności<span class="ff2"> </span></div></div><div class="c x1 y238 w12e h19"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Czas obsługi naruszenia<span class="ff2"> </span></div></div><div class="c x7e y238 w12f h19"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Wynikający z przepisów prawa, w <span class="ff2">przypadkach gdy </span></div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">skutki mogą być poważne (ocena wyk<span class="_ _0"></span>aże poziom </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">wysoki), nie dłużej niż 72 godziny<span class="ff2"> </span></div></div><div class="c x1 y6d w12e h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Czas realizacji zgłoszeń<span class="ff2"> </span></div></div><div class="c x7e y6d w12f h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Niezwłocznie, w czasie nie dłuższym niż 30 <span class="_ _0"></span>dni<span class="ff2"> </span></div></div><div class="c x1 yd0d w12e h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Liczba szkoleń z zakresu ochrony d<span class="_ _0"></span>anych osobowych<span class="ff2"> </span></div></div><div class="c x7e yd0d w12f h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">8 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y11fd ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ls1f">34</span><span class="ff1">. Dane dotyczące ochrony prywatności pracowników Grupy UNIMOT zaprezentowane na 31.12.2024 r.</span> </div><div class="t m0 x1 h2 ybf9 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>ro<span class="_ _1"></span>ku <span class="_ _6"></span>2024 <span class="_ _a"></span>zostały <span class="_ _6"></span>zgłos<span class="_ _1"></span>zone <span class="_ _6"></span>trzy <span class="_ _a"></span>naruszenia <span class="_ _6"></span>pr<span class="_ _1"></span>ywatności <span class="_ _6"></span>przetwarzanych, <span class="_ _a"></span>w <span class="_ _a"></span>ramach <span class="_ _6"></span>danej <span class="_ _a"></span>Spółki <span class="_ _6"></span>należące<span class="_ _1"></span>j <span class="_ _6"></span>do </div><div class="t m0 x1 h2 ybfa ff1 fs0 fc1 sc0 ls0 ws0">Grupy Kapitałowe<span class="_ _1"></span>j UNIMOT, <span class="_ _1"></span>danych o<span class="_ _1"></span>sobowych.<span class="_ _1"></span><span class="ff2"> </span>Dwa <span class="_ _1"></span>z nic<span class="_ _1"></span>h dotyczyły <span class="_ _1"></span>zarówno <span class="_ _1"></span>kontrahentów <span class="_ _1"></span>jak i <span class="_ _1"></span>pracowników,<span class="_ _1"></span> a </div><div class="t m0 x1 h2 ybfb ff1 fs0 fc1 sc0 ls0 ws0">jedno s<span class="_ _1"></span>amych kontrahentów.<span class="ff2"> </span>Poprzez <span class="_ _1"></span>naruszenie <span class="_ _1"></span>prywatności należy <span class="_ _1"></span>rozumieć utratę <span class="_ _1"></span>poufności <span class="_ _1"></span>danych osobowych. </div><div class="t m0 x1 h2 ybfc ff1 fs0 fc1 sc0 ls0 ws0">Utrata poufności ma miejsce, gdy dostęp d<span class="_ _0"></span>o danych osobowych uzyskują podmioty, które nie są uprawnione lub nie </div><div class="t m0 x1 h2 y725 ff1 fs0 fc1 sc0 ls0 ws0">mają (prawnie) uzasadnionego celu, aby <span class="_ _8"></span>uz<span class="_ _1"></span>yskać do nich dostęp.<span class="ff2">  </span></div><div class="t m0 x1 h2 y18c ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>żadnym <span class="_ _1"></span>z <span class="_ _1"></span>trze<span class="_ _1"></span>ch <span class="_ _1"></span>incydentów <span class="_ _1"></span>Grupa <span class="_ _1"></span>nie <span class="_ _6"></span>miała <span class="_ _1"></span>do <span class="_ _1"></span>czynienia <span class="_ _1"></span>z <span class="_ _6"></span>wysokim <span class="_ _1"></span>ryzykiem <span class="_ _1"></span>narus<span class="_ _1"></span>zenia <span class="_ _1"></span>praw <span class="_ _1"></span>i <span class="_ _1"></span>wolnoś<span class="_ _1"></span>ci <span class="_ _1"></span>osób </div><div class="t m0 x1 h2 y507 ff1 fs0 fc1 sc0 ls0 ws0">których <span class="_ _7"></span>dane <span class="_ _8"></span>zos<span class="_ _1"></span>tały <span class="_ _7"></span>naruszone.<span class="_ _1"></span> <span class="_ _7"></span>Wszystkie <span class="_ _8"></span>zostały <span class="_ _8"></span>obsłużone <span class="_ _8"></span>zgodnie <span class="_ _7"></span>z p<span class="_ _0"></span>rocedurami <span class="_ _8"></span>obowiązującymi <span class="_ _7"></span>w <span class="_ _8"></span>danej <span class="_ _8"></span>Spółce<span class="_ _1"></span>, </div><div class="t m0 x1 h2 y508 ff1 fs0 fc1 sc0 ls0 ws0">oraz zostały poddane ocenie według<span class="ff2"> </span>przyjętej w danej Spółce metodyki. <span class="ff2"> </span></div><div class="t m0 x1 h2 ybfe ff1 fs0 fc1 sc0 ls0 ws0">Przyczyną <span class="_ _a"></span>naruszeń <span class="_ _a"></span>były<span class="_ _1"></span> <span class="_ _a"></span>zdarzenia <span class="_ _a"></span>los<span class="_ _1"></span>owe, <span class="_ _4"></span>błędy <span class="_ _a"></span>ludzkie <span class="_ _a"></span>lub <span class="_ _a"></span>kr<span class="_ _1"></span>adzież. <span class="_ _a"></span>W <span class="_ _a"></span>ża<span class="_ _1"></span>dnym <span class="_ _a"></span>z <span class="_ _a"></span>oma<span class="_ _1"></span>wianych <span class="_ _a"></span>przypadków <span class="_ _a"></span>nie </div><div class="t m0 x1 h2 yf6c ff1 fs0 fc1 sc0 ls0 ws0">wiązało <span class="_ _1"></span>się<span class="_ _1"></span> <span class="_ _1"></span>to <span class="_ _6"></span>z <span class="_ _6"></span>działaniem <span class="_ _1"></span>zamie<span class="_ _1"></span>rzonym <span class="_ _1"></span>skierowanym <span class="_ _6"></span>przeciw <span class="_ _6"></span>osobie, <span class="_ _6"></span>której <span class="_ _6"></span>dane <span class="_ _6"></span>dotyczą. <span class="_ _1"></span>Po <span class="_ _6"></span>każdym <span class="_ _1"></span>inc<span class="_ _1"></span>ydencie </div><div class="t m0 x1 h2 yf6d ff1 fs0 fc1 sc0 ls0 ws0">zostały <span class="_ _1"></span>podjęte <span class="_ _1"></span>adekwatne działania <span class="_ _1"></span>napr<span class="_ _1"></span>awcze, <span class="_ _1"></span>oraz <span class="_ _1"></span>ograniczające możliwość<span class="_ _1"></span> wystąpienia <span class="_ _1"></span>podobnego <span class="_ _1"></span>zdarzenia w </div><div class="t m0 x1 h2 yb5d ff1 fs0 fc1 sc0 ls0 ws0">przyszłości. <span class="_ _a"></span>Do <span class="_ _6"></span>takich <span class="_ _a"></span>działań <span class="_ _a"></span>należy <span class="_ _6"></span>m.in.: <span class="_ _a"></span>blokady <span class="_ _a"></span>kont, <span class="_ _6"></span>zmiany <span class="_ _a"></span>stosowanych <span class="_ _a"></span>systemów <span class="_ _6"></span>bezpieczeńs<span class="_ _1"></span>twa, <span class="_ _6"></span>zmiany </div><div class="t m0 x1 h2 yc01 ff1 fs0 fc1 sc0 ls0 ws0">danych wykorzystywanych do <span class="_ _1"></span>uwie<span class="_ _1"></span>rzytelnienia, dodatkowe przeglądy i <span class="_ _1"></span>kontrole<span class="_ _1"></span>, <span class="_ _1"></span>działanie poszerzające <span class="_ _1"></span>świadomość </div><div class="t m0 x1 h2 yc40 ff1 fs0 fc1 sc0 ls0 ws0">pracowników GK UNIMOT.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf6e ff1 fs0 fc0 sc0 ls0 ws0">Równowaga między życiem zawodowym i p<span class="_ _0"></span>rywatnym<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf6f ff2 fs0 fce sc0 ls0 ws0">Istotne zagadnienia <span class="ff1">wynikające z badania podwójnej istotności </span> </div></div><div class="c x1 y1077 w6c h204"><div class="t m0 xb h2 y661 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y1077 w6d h204"><div class="t m0 x111 h2 y661 ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y13ae w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y13ae w6d h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S1 Własna siła robocza<span class="ff2"> </span></div></div><div class="c x1 y13af w6c h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Temat istotny </div></div><div class="c x7e y13af w6d h5b"><div class="t m0 x111 h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Równowaga między życiem zawodowym i p<span class="_ _0"></span>rywatnym<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Czas pracy </div></div><div class="c x1 ya2d w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y13b0 w6e h64"><div class="t m0 xb h2 y11d6 ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e ya2d w6d h64"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y7ee w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y7ee w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. <span class="ff2">ds. HR </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y13b1 ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnego tematu </div></div></div><div class="pi" ></div></div><div id="pfde" class="pf w0 h0" ><div class="pc pcde w0 h0"><img class="bi x9 y13b2 w9 h20e" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">222<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y86 ff1 fs0 fc1 sc0 ls0 ws0">Tematyka <span class="_ _7"></span>równo<span class="_ _1"></span>wagi <span class="_ _7"></span>mię<span class="_ _1"></span>dzy <span class="_ _7"></span>ż<span class="_ _1"></span>yciem <span class="_ _7"></span>zawodowym <span class="_ _8"></span>i <span class="_ _8"></span>prywatn<span class="_ _1"></span>ym <span class="_ _8"></span>została <span class="_ _8"></span>określona <span class="_ _8"></span>w <span class="_ _8"></span>Strategii <span class="_ _8"></span>Grupy <span class="_ _8"></span>i <span class="_ _8"></span>tym <span class="_ _8"></span>samym <span class="_ _8"></span>s<span class="_ _1"></span>tała </div><div class="t m0 x1 h2 y13b3 ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _4"></span>usys<span class="_ _1"></span>tematyz<span class="_ _0"></span>owanym <span class="_ _4"></span>elemente<span class="_ _1"></span>m <span class="_ _4"></span>jej <span class="_ _4"></span>co<span class="_ _1"></span>dziennych <span class="_ _4"> </span>działań. <span class="_ _5"> </span>Dodatkowo, <span class="_ _4"></span>w<span class="_ _1"></span><span class="ff2"> <span class="_ _4"></span></span>2024 <span class="_ _4"></span>roku <span class="_ _5"> </span>Grupa <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>wdrożyła<span class="ff2"> </span></div><div class="t m0 x1 h2 y13b4 ff2 fs0 fc1 sc0 ls0 ws0">P<span class="ff1">olitykę Równowagi <span class="_ _8"></span>i Reintegracji, której celem <span class="_ _0"></span>jest szerokie <span class="_ _8"></span>wsparcie pracowników w <span class="_ _0"></span>zakresie osiągania<span class="_ _8"></span> równowagi </span></div><div class="t m0 x1 h2 y13b5 ff1 fs0 fc1 sc0 ls0 ws0">między <span class="_ _1"></span>ż<span class="_ _1"></span>yciem <span class="_ _6"></span>zawodowym, <span class="_ _6"></span>a<span class="_ _1"></span> <span class="_ _6"></span>prywatnym <span class="_ _6"></span>i <span class="_ _6"></span>rodzinnym. <span class="_ _a"></span>Promowanie <span class="_ _6"></span>bardziej <span class="_ _a"></span>zrównoważonego <span class="_ _6"></span>podejścia <span class="_ _6"></span>do <span class="_ _a"></span>pracy </div><div class="t m0 x1 h2 y13b6 ff1 fs0 fc1 sc0 ls0 ws0">zwiększa <span class="_ _c"> </span>zaangażowanie <span class="_ _9"> </span>pracowników, <span class="_ _9"> </span>wspiera <span class="_ _c"> </span>też <span class="_ _9"> </span>zapobieganie <span class="_ _c"> </span>takim <span class="_ _9"> </span>zjaw<span class="_ _1"></span><span class="ff2">iskom <span class="_ _c"> </span>jak <span class="_ _9"> </span>pay <span class="_ _9"> </span>gap <span class="_ _c"> </span>czy <span class="_ _9"> </span>wypalenie </span></div><div class="t m0 x1 h2 ye1e ff2 fs0 fc1 sc0 ls0 ws0">zawodowe.  </div><div class="t m0 x1 h2 y13b7 ff1 fs0 fc1 sc0 ls0 ws0">Jedną <span class="_ _6"></span>z <span class="_ _6"></span>istotnych <span class="_ _a"></span>kwestii <span class="_ _6"></span>ściśle <span class="_ _6"></span>związanych <span class="_ _6"></span>z <span class="_ _6"></span>osiąganiem <span class="_ _6"></span>rów<span class="_ _1"></span>nowagi <span class="_ _1"></span>mię<span class="_ _1"></span>dzy <span class="_ _1"></span>życiem <span class="_ _a"></span>zawodowym <span class="_ _6"></span>i <span class="_ _6"></span>prywatnym <span class="_ _6"></span>je<span class="_ _1"></span>st </div><div class="t m0 x1 h2 y13b8 ff1 fs0 fc1 sc0 ls0 ws0">zapewnienie <span class="_ _e"> </span>pracownikom  tr<span class="_ _1"></span>ansparentnych  zasad <span class="_ _e"> </span>dotycząc<span class="_ _1"></span>ych  czasu <span class="_ _e"> </span>pracy. <span class="_ _e"> </span>W <span class="_ _e"> </span>Grupie <span class="_ _e"> </span>UNIMOT  ten<span class="_ _1"></span> <span class="_ _e"> </span>postulat  </div><div class="t m0 x1 h2 y13b9 ff1 fs0 fc1 sc0 ls0 ws0">sankcjonują dokumenty takie, jak: <span class="ff2">Regulamin pracy oraz Regulamin pracy zda<span class="_ _0"></span>lnej. </span></div><div class="t m0 x1 h2 y13ba ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>gwarantuje <span class="_ _6"></span>wszystkim <span class="_ _6"></span>pracownikom <span class="_ _6"></span>określone <span class="_ _6"></span>godziny <span class="_ _6"></span>pracy. <span class="_ _1"></span>Pl<span class="_ _1"></span>anowanie <span class="_ _1"></span>pracy <span class="_ _6"></span>pracowników<span class="_ _1"></span> <span class="_ _1"></span>oraz </div><div class="t m0 x1 h2 y13bb ff1 fs0 fc1 sc0 ls0 ws0">ustalanie <span class="_ _8"></span>harmonogramów <span class="_ _8"></span>czasu <span class="_ _8"></span>pracy <span class="_ _8"></span>odbywa <span class="_ _8"></span>się <span class="_ _8"></span>w <span class="_ _8"></span>oparciu o <span class="_ _7"></span>obowiązujące <span class="_ _8"></span>przepisy <span class="_ _8"></span>prawa <span class="_ _8"></span>pracy <span class="_ _8"></span>z <span class="_ _8"></span>uw<span class="_ _1"></span>zględnieniem </div><div class="t m0 x1 h2 y8f ff2 fs0 fc1 sc0 ls0 ws0">wymiaru <span class="_ _8"></span>cz<span class="_ _1"></span>as <span class="_ _8"></span>pr<span class="_ _1"></span>acy <span class="_ _0"></span> <span class="_ _0"></span>w danym okresie <span class="_ _8"></span>rozli<span class="ff1">c<span class="_ _1"></span>zeniowym. <span class="_ _0"></span>Co <span class="_ _0"></span>oznacza, że <span class="_ _8"></span>pracodawca nie <span class="_ _8"></span>planuje pracownikom <span class="_ _0"></span>pracy <span class="_ _0"></span>w </span></div><div class="t m0 x1 h2 y13bc ff2 fs0 fc1 sc0 ls0 ws0">godzinach nadliczbowych. </div><div class="t m0 x1 h2 y13bd ff1 fs0 fc1 sc0 ls0 ws0">Ustalanie czasu pracy odbywa się wg poniższych z<span class="_ _0"></span>asad:<span class="ff2"> </span></div><div class="t m0 xa h11 y180 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">w ramach przyjętego w danej Spółce systemu czasu pracy, którym objęty jest pracownik,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y13be ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zgodnie z liczbą godzin <span class="_ _0"></span>obliczoną na podstawie przepisów Kodeksu pracy o ustalaniu wymiaru czasu pracy,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y13bf ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zgodnie <span class="_ _6"></span>z <span class="_ _6"></span>liczbą <span class="_ _a"></span>dni <span class="_ _6"></span>pracy <span class="_ _a"></span>wynikającą <span class="_ _6"></span>z <span class="_ _a"></span>wymiaru <span class="_ _6"></span>czasu <span class="_ _6"></span>pr<span class="_ _1"></span>acy; <span class="_ _6"></span>pozostałe <span class="_ _a"></span>dni <span class="_ _6"></span>powinny <span class="_ _6"></span>być<span class="_ _1"></span> <span class="_ _6"></span>dla <span class="_ _6"></span>pracownika </span></span></div><div class="t m0 xc h2 y13c0 ff2 fs0 fc1 sc0 ls0 ws0">dniami wolnymi od pracy, </div><div class="t m0 xa h11 y13c1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">z <span class="_ _1"></span>zapewnie<span class="_ _1"></span>niem <span class="_ _1"></span>pracow<span class="_ _1"></span>nikowi <span class="_ _1"></span>w <span class="_ _6"></span>każdej <span class="_ _1"></span>do<span class="_ _1"></span>bie <span class="_ _1"></span>co<span class="_ _1"></span> <span class="_ _1"></span>najmniej <span class="_ _6"></span>11 <span class="_ _6"></span>godzin <span class="_ _6"></span>nieprzerwanego <span class="_ _6"></span>odpoc<span class="_ _1"></span>zynku <span class="_ _1"></span>oraz <span class="_ _6"></span>w </span></span></div><div class="t m0 xc h2 y13c2 ff1 fs0 fc1 sc0 ls0 ws0">każdym <span class="_ _1"></span>tygodniu <span class="_ _6"></span>–<span class="ff2"> <span class="_ _6"></span>co <span class="_ _6"></span>do <span class="_ _6"></span>zasady <span class="_ _6"></span></span>–<span class="ff2"> <span class="_ _6"></span></span>co <span class="_ _6"></span>najmniej <span class="_ _6"></span>35 <span class="_ _6"></span>godzin <span class="_ _1"></span>nie<span class="_ _1"></span>przerwanego <span class="_ _1"></span>odpoczynku <span class="_ _6"></span>(obejmującego <span class="_ _6"></span>co </div><div class="t m0 xc h2 y13c3 ff2 fs0 fc1 sc0 ls0 ws0">najmniej 11 godzin nieprzerwanego odpoczynku d<span class="_ _0"></span>obowego),<span class="_ _1"></span> </div><div class="t m0 xa h11 ye5b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">z <span class="_ _d"> </span>uw<span class="_ _1"></span>zględnieniem <span class="_ _19"> </span>ograniczeń <span class="_ _d"> </span>w <span class="_ _19"> </span>zakresie <span class="_ _19"> </span>planowania <span class="_ _19"> </span>pracy <span class="_ _19"> </span>w <span class="_ _19"> </span>porze <span class="_ _19"> </span>nocnej <span class="_ _19"> </span>określonych <span class="_ _19"> </span>kategorii </span></span></div><div class="t m0 xc h2 y13c4 ff1 fs0 fc1 sc0 ls0 ws0">pracowników.<span class="ff2"> </span></div><div class="t m0 x1 h2 y13c5 ff1 fs0 fc1 sc0 ls0 ws0">Pracownikom <span class="_ _8"></span>zmianowym <span class="_ _8"></span>(gdzie <span class="_ _8"></span>praca <span class="_ _8"></span>wykonywana <span class="_ _8"></span>jes<span class="_ _1"></span>t <span class="_ _7"></span>pr<span class="_ _1"></span>zez <span class="_ _7"></span>24h/7 dni <span class="_ _7"></span>w <span class="_ _8"></span>tygodniu) <span class="_ _8"></span>ustala się <span class="_ _7"></span>dni <span class="_ _8"></span>dodatkowo <span class="_ _8"></span>wolne </div><div class="t m0 x1 h2 y13c6 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _6"></span>zamian <span class="_ _a"></span>za <span class="_ _a"></span>pracę <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>niedzielę <span class="_ _a"></span>i <span class="_ _a"></span>święta <span class="_ _6"></span>oraz <span class="_ _a"></span>dni <span class="_ _6"></span>wolne<span class="_ _1"></span> <span class="_ _6"></span>od <span class="_ _a"></span>pracy <span class="_ _6"></span>wynikające <span class="_ _a"></span>z <span class="_ _6"></span>ro<span class="_ _1"></span>zkładu <span class="_ _6"></span>c<span class="_ _1"></span>zasu <span class="_ _6"></span>pracy <span class="_ _a"></span>w <span class="_ _a"></span>przeciętnie </div><div class="t m0 x1 h2 y13c7 ff1 fs0 fc1 sc0 ls0 ws0">pięciodniowym tygodniu pracy.<span class="ff2"> </span></div><div class="t m0 x1 h2 y13c8 ff1 fs0 fc1 sc0 ls0 ws0">Wszystkie <span class="_ _22"> </span>s<span class="_ _1"></span>ystemy <span class="_ _22"> </span>czasu <span class="_ _2a"> </span>pracy, <span class="_ _22"> </span>które <span class="_ _2a"> </span>są <span class="_ _22"> </span>stosow<span class="_ _1"></span>ane <span class="_ _22"> </span>u <span class="_ _22"> </span>pracodawcy <span class="_ _2a"> </span>są <span class="_ _22"> </span>ureg<span class="_ _1"></span>ulowane <span class="_ _22"> </span>w<span class="_ _1"></span> <span class="_ _22"> </span>przepisach </div><div class="t m0 x1 h2 y13c9 ff1 fs0 fc1 sc0 ls0 ws0">wewnątrzzakładowych obowiązujących u pracodawcy, tj. w układzie zbiorowym p<span class="_ _8"></span>r<span class="_ _1"></span>acy oraz w regulaminu pracy. <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y1259 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-4   <span class="ls1b">MDR</span>-A<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y13ca ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _5"> </span>c<span class="_ _1"></span>elu <span class="_ _5"> </span>efe<span class="_ _1"></span>ktywnego <span class="_ _5"> </span>zarządzania <span class="_ _5"> </span>c<span class="_ _1"></span>zasem <span class="_ _5"> </span>pracy, <span class="_ _b"> </span>zgodnie <span class="_ _b"> </span>z <span class="_ _b"> </span>oczekiwaniami <span class="_ _c"> </span>pracowników, <span class="_ _b"> </span>tam, <span class="_ _5"> </span>gdzie <span class="_ _b"> </span>to <span class="_ _b"> </span>możliwe, </div><div class="t m0 x1 h2 y123a ff1 fs0 fc1 sc0 ls0 ws0">realizowany <span class="_ _8"></span>jest model <span class="_ _8"></span>pracy hybrydowej. <span class="_ _8"></span>Praca zdalna<span class="_ _0"></span> pozwala <span class="_ _8"></span>pracownikowi na <span class="_ _8"></span>większą elastyczność <span class="_ _8"></span>w organizacji </div><div class="t m0 x1 h2 ycce ff1 fs0 fc1 sc0 ls0 ws0">swojego <span class="_ _1"></span>czasu, <span class="_ _1"></span>zgodnie <span class="_ _1"></span>z ideą <span class="_ _1"></span>w<span class="_ _1"></span>yważonej proporcji <span class="_ _1"></span>pomiędzy <span class="_ _1"></span>życiem <span class="_ _1"></span>zawodowym <span class="_ _1"></span>i <span class="_ _1"></span>prywatnym. <span class="_ _1"></span>Z <span class="_ _1"></span>kolei <span class="_ _1"></span>utrzymanie </div><div class="t m0 x1 h2 y21e ff2 fs0 fc1 sc0 ls0 ws0">tradycyjnej for<span class="ff1">my p<span class="_ _0"></span>racy w siedzibie p<span class="_ _0"></span>racodawcy, zapewnia utrzymanie k<span class="_ _0"></span>ontaktów społecznych i <span class="_ _0"></span>poczucia tożsamości </span></div><div class="t m0 x1 h2 y77b ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _1"></span>firmą.<span class="ff2"> <span class="_ _6"></span></span>Zgodnie <span class="_ _1"></span>z <span class="_ _6"></span>wdrożonym <span class="_ _6"></span>Regulaminem <span class="_ _1"></span>pracy<span class="_ _1"></span> <span class="_ _1"></span>zdalnej, <span class="_ _6"></span>pracownik <span class="_ _1"></span>może <span class="_ _6"></span>świadczyć <span class="_ _1"></span>pr<span class="_ _1"></span>acę <span class="_ _1"></span>zdalną <span class="_ _1"></span>przez<span class="_ _1"></span> <span class="_ _1"></span>2 <span class="_ _6"></span>dni <span class="_ _1"></span>w </div><div class="t m0 x1 h2 y49a ff1 fs0 fc1 sc0 ls0 ws0">tygodniu, <span class="_ _a"></span>w <span class="_ _a"></span>dni, <span class="_ _4"></span>które <span class="_ _a"></span>zostały <span class="_ _a"></span>w<span class="_ _1"></span>ska<span class="ff2">zane <span class="_ _a"></span>w <span class="_ _4"></span>uzgodnieniu <span class="_ _a"></span>wykonywania <span class="_ _a"></span>pracy <span class="_ _4"></span>zdalnej. <span class="_ _a"></span>Prac<span class="_ _1"></span>odawca <span class="_ _a"></span>pokrywa <span class="_ _a"></span>koszty </span></div><div class="t m0 x1 h2 y109d ff1 fs0 fc1 sc0 ls0 ws0">energii <span class="_ _e"> </span>elektrycznej <span class="_ _d"> </span>oraz <span class="_ _e"> </span>usług <span class="_ _e"> </span>tele<span class="_ _1"></span>komunikacyjnych <span class="_ _e"> </span>niezbędnych <span class="_ _e"> </span>do <span class="_ _e"> </span>w<span class="_ _1"></span>ykonywania <span class="_ _e"> </span>pracy <span class="_ _e"> </span>zdalnej. <span class="_ _d"> </span>Koszty <span class="_ _e"> </span>te </div><div class="t m0 x1 h2 y109e ff1 fs0 fc1 sc0 ls0 ws0">pracodawca pokrywa miesięcznie poprzez wypłatę rycza<span class="_ _0"></span>łtu.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yc41 ff1 fs0 fc1 sc0 ls0 ws0">Równie istotne dla Grupy UNIMOT w kontekście równowagi między życiem zawodowym, a prywatnym pracow<span class="_ _1"></span>ników </div><div class="t m0 x1 h2 y11f3 ff2 fs0 fc1 sc0 ls0 ws0">jest <span class="_ _1"></span>ich <span class="_ _6"></span><span class="ff1">w<span class="_ _1"></span>spa<span class="_ _1"></span>rc<span class="_ _1"></span>ie<span class="_ _1"></span> <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _6"></span>p<span class="_ _1"></span>ro<span class="_ _1"></span>ce<span class="_ _1"></span>si<span class="_ _1"></span>e <span class="_ _a"></span>ada<span class="_ _1"></span>pt<span class="_ _1"></span>acj<span class="_ _1"></span>i <span class="_ _a"></span>po<span class="_ _1"></span> <span class="_ _1"></span>n<span class="_ _1"></span>ie<span class="_ _1"></span>ob<span class="_ _1"></span>ec<span class="_ _1"></span>noś<span class="_ _1"></span>c<span class="_ _1"></span>i <span class="_ _6"></span>s<span class="_ _1"></span>po<span class="_ _1"></span>wo<span class="_ _1"></span>dow<span class="_ _1"></span>ane<span class="_ _1"></span>j<span class="_ _1"></span> <span class="_ _1"></span>u<span class="_ _1"></span>rl<span class="_ _1"></span>o<span class="_ _1"></span>pem<span class="_ _1"></span> <span class="_ _6"></span>ro<span class="_ _1"></span>d<span class="_ _1"></span>zic<span class="_ _1"></span>ie<span class="_ _1"></span>ls<span class="_ _1"></span>kim<span class="_ _1"></span>. <span class="_ _6"></span>W<span class="_ _1"></span> <span class="_ _6"></span>o<span class="_ _1"></span>dp<span class="_ _1"></span>owi<span class="_ _1"></span>ed<span class="_ _1"></span>zi<span class="_ _1"></span> <span class="_ _6"></span>na<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y13cb ff1 fs0 fc1 sc0 ls0 ws0">pow<span class="_ _1"></span>yż<span class="_ _1"></span>sze<span class="_ _1"></span> <span class="_ _9"> </span>s<span class="_ _1"></span>to<span class="_ _1"></span>suj<span class="_ _1"></span>e<span class="_ _1"></span> <span class="_ _9"> </span>si<span class="_ _1"></span>ę  mec<span class="_ _1"></span>ha<span class="_ _1"></span>nizm<span class="_ _1"></span>y  uł<span class="_ _1"></span>atw<span class="_ _1"></span>ia<span class="_ _1"></span>jąc<span class="_ _1"></span>e  go<span class="_ _1"></span>dze<span class="_ _1"></span>nie<span class="_ _1"></span>  ról<span class="_ _1"></span> <span class="_ _9"> </span>za<span class="_ _1"></span>wo<span class="_ _1"></span>dow<span class="_ _1"></span>yc<span class="_ _1"></span>h  i <span class="_ _9"> </span>ży<span class="_ _1"></span>ci<span class="_ _1"></span>a  pr<span class="_ _1"></span>ywat<span class="_ _1"></span>n<span class="_ _1"></span>ego<span class="_ _1"></span> <span class="_ _9"> </span>o<span class="_ _1"></span>ra<span class="_ _1"></span>z <span class="_ _9"> </span>e<span class="_ _1"></span>du<span class="_ _1"></span>ku<span class="_ _1"></span>je </div><div class="t m0 x1 h2 y13cc ff1 fs0 fc1 sc0 ls0 ws0">me<span class="_ _1"></span>ne<span class="_ _1"></span>dże<span class="_ _1"></span>rów<span class="_ _1"></span> w<span class="_ _1"></span> z<span class="_ _1"></span>akr<span class="_ _1"></span>es<span class="_ _1"></span>ie<span class="_ _1"></span> z<span class="_ _1"></span>ar<span class="_ _1"></span>zą<span class="_ _1"></span>dz<span class="_ _1"></span>ani<span class="_ _1"></span>a <span class="_ _1"></span>ró<span class="_ _1"></span>żno<span class="_ _1"></span>ro<span class="_ _1"></span>dn<span class="_ _1"></span>ym<span class="_ _1"></span> ze<span class="_ _1"></span>sp<span class="_ _1"></span>oł<span class="_ _1"></span>em.<span class="_ _1"></span> <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y49 ff1 fs0 fc1 sc0 ls0 ws0">Pro<span class="_ _1"></span>wa<span class="_ _1"></span>dz<span class="_ _1"></span>one<span class="_ _1"></span> <span class="_ _a"></span>prz<span class="_ _1"></span>e<span class="_ _1"></span>z <span class="_ _a"></span>Gru<span class="_ _1"></span>pę<span class="_ _1"></span> <span class="_ _6"></span>U<span class="_ _1"></span>NI<span class="_ _1"></span>M<span class="_ _1"></span>OT <span class="_ _a"></span>dz<span class="_ _1"></span>ia<span class="_ _1"></span>łan<span class="_ _1"></span>ia<span class="_ _1"></span> <span class="_ _a"></span>maj<span class="_ _1"></span>ące<span class="_ _1"></span> <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _6"></span>c<span class="_ _1"></span>el<span class="_ _1"></span>u <span class="_ _a"></span>bu<span class="_ _1"></span>do<span class="_ _1"></span>wan<span class="_ _1"></span>ie<span class="_ _1"></span> <span class="_ _a"></span>w <span class="_ _a"></span>or<span class="_ _1"></span>gan<span class="_ _1"></span>iz<span class="_ _1"></span>ac<span class="_ _1"></span>ji<span class="_ _1"></span> <span class="_ _6"></span>k<span class="_ _1"></span>ul<span class="_ _1"></span>tur<span class="_ _1"></span>y <span class="_ _a"></span>wo<span class="_ _1"></span>rk<span class="_ _4"></span><span class="ff2">-<span class="_ _1"></span>lif<span class="_ _1"></span>e <span class="_ _a"></span>ba<span class="_ _1"></span>lan<span class="_ _1"></span>ce<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 yd3c ff1 fs0 fc1 sc0 ls0 ws0">za<span class="_ _1"></span>kła<span class="_ _1"></span>da<span class="_ _1"></span>ją  równ<span class="_ _1"></span>ie<span class="_ _1"></span>ż  term<span class="_ _1"></span>in<span class="_ _1"></span>ow<span class="_ _1"></span>e <span class="_ _9"> </span>wy<span class="_ _1"></span>ko<span class="_ _1"></span>rz<span class="_ _1"></span>yst<span class="_ _1"></span>yw<span class="_ _1"></span>ani<span class="_ _1"></span>e<span class="_ _1"></span> <span class="_ _c"> </span>p<span class="_ _1"></span>rz<span class="_ _1"></span>ys<span class="_ _1"></span>łu<span class="_ _1"></span>gu<span class="_ _1"></span>jąc<span class="_ _1"></span>yc<span class="_ _1"></span>h  prac<span class="_ _1"></span>ow<span class="_ _1"></span>niko<span class="_ _1"></span>m<span class="_ _1"></span> <span class="_ _c"> </span>u<span class="_ _1"></span>r<span class="_ _1"></span>lop<span class="_ _1"></span>ów<span class="_ _1"></span>. <span class="_ _9"> </span>Od<span class="_ _1"></span>po<span class="_ _1"></span>cz<span class="_ _1"></span>yne<span class="_ _1"></span>k  wpły<span class="_ _1"></span>w<span class="_ _1"></span>a </div><div class="t m0 x1 h2 yd3d ff1 fs0 fc1 sc0 ls0 ws0">kor<span class="_ _1"></span>zy<span class="_ _1"></span>st<span class="_ _1"></span>ni<span class="_ _1"></span>e n<span class="_ _1"></span>a <span class="_ _1"></span>ic<span class="_ _1"></span>h <span class="_ _1"></span>do<span class="_ _1"></span>bro<span class="_ _1"></span>st<span class="_ _1"></span>an,<span class="_ _1"></span> r<span class="_ _1"></span>e<span class="_ _1"></span>gen<span class="_ _1"></span>er<span class="_ _1"></span>ac<span class="_ _1"></span>ję<span class="_ _1"></span> i<span class="_ _1"></span> ef<span class="_ _1"></span>ek<span class="_ _1"></span>tyw<span class="_ _1"></span>no<span class="_ _a"></span>ść<span class="_ _1"></span> pr<span class="_ _1"></span>a<span class="_ _1"></span>cy.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y12b9 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-1   S1-<span class="ls1">15<span class="lsc">   <span class="ls1b">MDR</span></span></span>-P  <span class="fc0"> </span></span></div></div></div><div class="pi" ></div></div><div id="pfdf" class="pf w0 h0" ><div class="pc pcdf w0 h0"><img class="bi x9 y13cd w9 h20f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">223<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT rozwija <span class="_ _1"></span>również działania, mające <span class="_ _1"></span>na c<span class="_ _1"></span>elu utrzymanie <span class="_ _1"></span>dobrej kondycji <span class="_ _1"></span>fizycznej i <span class="_ _1"></span>psychicznej <span class="_ _1"></span>pracowników. </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">Szczególny nacisk <span class="_ _1"></span>położony został <span class="_ _1"></span>na promow<span class="_ _1"></span>anie postaw <span class="_ _1"></span>prozdrowotnych i <span class="_ _1"></span>zdrowego stylu <span class="_ _1"></span>życia i <span class="_ _1"></span>jest <span class="_ _1"></span>realizowany </div><div class="t m0 x1 h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">poprzez projekt #UNIMOTwFormie<span class="ls2">. </span> </div><div class="t m0 x1 h2 y143 ff2 fs0 fc1 sc0 ls0 ws0">W  ra<span class="_ _0"></span>mach  tego <span class="_ _9"> </span>programu <span class="_ _9"> </span>we<span class="_ _1"></span>llbeingowego <span class="_ _9"> </span>w  2024 <span class="_ _9"> </span>roku <span class="_ _9"> </span>zorganizowano  trz<span class="_ _0"></span>y  webinary <span class="_ _9"> </span>z  zakresu <span class="_ _9"> </span>wellbeingu, </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">obejmujące <span class="_ _9"> </span>profilaktykę <span class="_ _9"> </span>nowotwo<span class="_ _1"></span>rową, <span class="_ _9"> </span>zdrowe <span class="_ _9"> </span>odżywianie <span class="_ _9"> </span>i <span class="_ _9"> </span>budowanie <span class="_ _9"> </span>zdrowych <span class="_ _9"> </span>naw<span class="_ _1"></span>yków. <span class="_ _9"> </span>Pracownicy <span class="_ _9"> </span>mieli </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">również <span class="_ _8"></span>okazję <span class="_ _0"></span>uczestniczyć <span class="_ _8"></span>w <span class="_ _8"></span>szkoleniu z <span class="_ _7"></span>odporności psychicz<span class="_ _0"></span>nej <span class="_ _8"></span>ws<span class="_ _1"></span>pierającym <span class="_ _7"></span>ich dob<span class="_ _0"></span>rostan <span class="_ _8"></span>i <span class="_ _0"></span>efektywność <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>pracy. </div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>czerw<span class="_ _1"></span>cu <span class="_ _8"></span>we <span class="_ _8"></span>wszystkich <span class="_ _0"></span>lokalizacjach <span class="_ _7"></span>o<span class="_ _1"></span>dbył <span class="_ _8"></span>się <span class="_ _0"></span>Tydzień <span class="_ _8"></span>Zdrowych Prz<span class="_ _0"></span>ekąsek, <span class="_ _8"></span>promujący <span class="_ _8"></span>zb<span class="_ _1"></span>ilansowaną <span class="_ _8"></span>dietę. W <span class="_ _7"></span>tym </div><div class="t m0 x1 h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">samym miesiącu <span class="_ _1"></span>zespoły <span class="_ _1"></span>spółek UNIMOT Paliwa <span class="_ _1"></span>i UNIMOT <span class="_ _1"></span>S.A. <span class="_ _1"></span>wzięły <span class="_ _1"></span>udział w <span class="_ _1"></span>spływie k<span class="_ _1"></span><span class="ff2">aj<span class="_ _1"></span>akowym w <span class="_ _1"></span>Zawadzkiem, </span></div><div class="t m0 x1 h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">a <span class="_ _d"> </span>we <span class="_ _19"> </span>wrześniu <span class="_ _19"> </span>pracownicy <span class="_ _d"> </span>warszawskiego <span class="_ _d"> </span>biura <span class="_ _19"> </span>uczestniczyli <span class="_ _d"> </span>w <span class="_ _19"> </span>plenerowych <span class="_ _19"> </span>zajęciach <span class="_ _d"> </span>jogi. <span class="_ _d"> </span>Do<span class="_ _1"></span>stępna <span class="_ _d"> </span>dla </div><div class="t m0 x1 h2 y149 ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _8"></span>platforma <span class="_ _7"></span>wellbeingowa <span class="_ _8"></span>zapewniała <span class="_ _8"></span>materiały <span class="_ _7"></span>e<span class="_ _1"></span>dukacyjne <span class="_ _8"></span>na <span class="_ _7"></span>te<span class="_ _1"></span>mat <span class="_ _7"></span>Work<span class="_ _1"></span><span class="ff2">-Life-Balance <span class="_ _8"></span>m.in. <span class="_ _8"></span>profilaktyki </span></div><div class="t m0 x1 h2 y14a ff2 fs0 fc1 sc0 ls0 ws0">nowotworowej, <span class="_ _17"> </span>higieny <span class="_ _19"> </span>snu, <span class="_ _19"> </span>ergonomii <span class="_ _17"> </span>pracy <span class="_ _19"> </span>oraz <span class="_ _19"> </span>radzenia <span class="_ _17"> </span>sobie <span class="_ _19"> </span>z <span class="_ _17"> </span>wypaleniem <span class="_ _19"> </span>zawodowym. <span class="_ _19"> </span>Do<span class="_ _1"></span>datkowo </div><div class="t m0 x1 h2 y14b ff1 fs0 fc1 sc0 ls0 ws0">zorganizowano <span class="_ _4"></span>dwa <span class="_ _5"> </span>quizy <span class="_ _4"> </span>dotyczące <span class="_ _5"> </span>zdrowia <span class="_ _4"></span>i <span class="_ _5"> </span>wellbeingu <span class="_ _4"></span>oraz <span class="_ _5"> </span>konkurs <span class="_ _4"> </span>„Le<span class="_ _1"></span>tnie <span class="_ _4"></span>Aktywności <span class="_ _4"> </span>w<span class="_ _1"></span> <span class="_ _4"></span>Obiektywie”, <span class="_ _4"> </span>który </div><div class="t m0 x1 h2 y14c ff1 fs0 fc1 sc0 ls0 ws0">umożliwił <span class="_ _8"></span>pracownikom <span class="_ _8"></span>dzielenie <span class="_ _8"></span>się <span class="_ _8"></span>zdjęciami <span class="_ _8"></span>s<span class="_ _1"></span>woich <span class="_ _8"></span>letnich <span class="_ _8"></span>aktywnoś<span class="_ _1"></span>ci. <span class="_ _8"></span>W <span class="_ _8"></span>listopadzie <span class="_ _8"></span>rusz<span class="_ _1"></span>ył <span class="_ _7"></span>projekt<span class="_ _1"></span> <span class="_ _7"></span>„#<span class="_ _1"></span>NaszePasje”, </div><div class="t m0 x1 h2 y14d ff1 fs0 fc1 sc0 ls0 ws0">w ramach którego publikowane są wywiady z pra<span class="_ _0"></span>cownikami dzielącymi się swoimi zainteresowaniami i pasjami.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf3c ff1 fs0 fc1 sc0 ls0 ws0">Kluczowe <span class="_ _6"></span>jest <span class="_ _6"></span>także <span class="_ _1"></span>wzmacnianie <span class="_ _6"></span>kadry <span class="_ _1"></span>menadżerskiej <span class="_ _6"></span>w <span class="_ _6"></span>oparciu <span class="_ _6"></span>o <span class="_ _6"></span>wewnętrzne <span class="_ _6"></span>szkolenia. <span class="_ _1"></span>W <span class="_ _6"></span>2024 <span class="_ _6"></span>roku <span class="_ _6"></span>w <span class="_ _6"></span>ramach </div><div class="t m0 x1 h2 yf3d ff1 fs0 fc1 sc0 ls0 ws0">wdrażania <span class="_ _7"></span>proces<span class="_ _1"></span>u <span class="_ _8"></span>zarządzania <span class="_ _7"></span>przez <span class="_ _8"></span>cele <span class="_ _8"></span>dla <span class="_ _8"></span>wybranych <span class="_ _7"></span>Spół<span class="_ _1"></span>ek, <span class="_ _7"></span>me<span class="_ _1"></span>nedżerowie <span class="_ _7"></span>uczestniczyli <span class="_ _8"></span>w <span class="_ _8"></span>szkoleniu <span class="_ _8"></span>dotyczącym </div><div class="t m0 x1 h2 ye77 ff1 fs0 fc1 sc0 ls0 ws0">procesu oceny pracownika, następnie <span class="ff2">w warsztatach na temat informacji zwrotnej.  </span></div><div class="t m0 x1 h2 y75c ff1 fs0 fc1 sc0 ls0 ws0">Menedżerowie <span class="_ _1"></span>ze <span class="_ _6"></span>wszystkich <span class="_ _1"></span>Spółek <span class="_ _1"></span>Grupy <span class="_ _6"></span>wzięli <span class="_ _1"></span>udział <span class="_ _1"></span>w <span class="_ _6"></span>szkoleniach <span class="_ _6"></span>na <span class="_ _1"></span>temat <span class="_ _6"></span>roli <span class="_ _1"></span>menadżera <span class="_ _6"></span>w <span class="_ _1"></span>przeciwdziałaniu </div><div class="t m0 x1 h2 yd0a ff1 fs0 fc1 sc0 ls0 ws0">mobbingowi, dyskryminacji i innym nieakceptowalnym zachowaniom w<span class="_ _1"></span> środowisku pracy. Dodatkowo cały 2024 <span class="_ _1"></span>rok </div><div class="t m0 x1 h2 yf2c ff1 fs0 fc1 sc0 ls0 ws0">rozsyłany <span class="_ _a"></span>był <span class="_ _4"></span>co <span class="_ _4"></span>dwa <span class="_ _a"></span>ty<span class="_ _1"></span>godnie <span class="_ _a"></span>news<span class="_ _1"></span>letter <span class="_ _4"></span> <span class="_ _a"></span>Mene<span class="_ _1"></span>dżerskie <span class="_ _a"></span>Espresso, <span class="_ _4"></span>który <span class="_ _a"></span>przyczynia <span class="_ _4"></span>się <span class="_ _4"></span>do <span class="_ _a"></span>kszt<span class="_ _1"></span>ałtowania <span class="_ _a"></span>postaw </div><div class="t m0 x1 h2 y76c ff1 fs0 fc1 sc0 ls0 ws0">liderów otwartych, dbających o swój rozwój i wspierających swoje zespoły.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf2d ff1 fs0 fc1 sc0 ls0 ws0">Rozumiejąc <span class="_ _a"></span>też <span class="_ _4"></span>potrzebę <span class="_ _a"></span>lepszego <span class="_ _a"></span>zarządzania <span class="_ _a"></span>zmianą <span class="_ _4"></span>i <span class="_ _4"></span>zmiennym <span class="_ _a"></span>ś<span class="_ _1"></span>rodowiskiem <span class="_ _a"></span>pracy <span class="_ _a"></span>przeprowadzone <span class="_ _a"></span>zostały <span class="_ _4"></span>z </div><div class="t m0 x1 h2 yf2e ff1 fs0 fc1 sc0 ls0 ws0">zewnętrznym <span class="_ _a"></span>dostawcą <span class="_ _6"></span>szkolenia <span class="_ _6"></span>dla <span class="_ _a"></span>wybranych <span class="_ _6"></span>przeł<span class="_ _1"></span>ożonych: <span class="_ _6"></span>Zarządzanie <span class="_ _a"></span>zmianą. <span class="_ _6"></span>Skupiając <span class="_ _a"></span>się <span class="_ _a"></span>na <span class="_ _6"></span>podnoszeniu </div><div class="t m0 x1 h2 yd0f ff1 fs0 fc1 sc0 ls0 ws0">kompetencji <span class="_ _6"></span>menedżerów <span class="_ _6"></span>i <span class="_ _1"></span>ich <span class="_ _6"></span>ro<span class="_ _1"></span>zwoju, <span class="_ _1"></span>wybrani <span class="_ _6"></span>liderzy <span class="_ _6"></span>uczes<span class="_ _1"></span>tniczyli <span class="_ _1"></span>w <span class="_ _6"></span>szkoleniach <span class="_ _6"></span>zewnętrznych <span class="_ _a"></span>realizujących <span class="_ _6"></span>ich </div><div class="t m0 x1 h2 yf2f ff2 fs0 fc1 sc0 ls0 ws0">indywidualne cele rozwojowe oraz w <span class="_ _0"></span>procesach coachingowych. </div></div><div class="c x1 y13ce w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-5   <span class="ls1b">MDR</span>-T<span class="fce"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y11ee ff2 fs0 fc1 sc0 ls0 ws0">Celem <span class="_ _c"> </span>w <span class="_ _c"> </span>obszarze<span class="_ _1"></span> <span class="_ _c"> </span><span class="ff1">równowagi <span class="_ _c"> </span>między <span class="_ _c"> </span>życiem<span class="_ _1"></span> <span class="_ _c"> </span>prywatnym <span class="_ _9"> </span>i <span class="_ _c"> </span>zawodowym</span> <span class="_ _9"> </span><span class="ff1">jest <span class="_ _c"> </span>realizacja <span class="_ _9"> </span>projektów <span class="_ _c"> </span>promujących </span></div><div class="t m0 x1 h2 ye5f ff1 fs0 fc1 sc0 ls0 ws0">bezpieczne <span class="_ _a"></span>środowisko <span class="_ _a"></span>pracy, <span class="_ _4"></span><span class="ff2">work-life <span class="_ _4"></span>balance <span class="_ _a"></span></span>oraz <span class="_ _a"></span>wdrażanie <span class="_ _4"></span>konkretnych <span class="_ _a"></span>ro<span class="_ _1"></span>związań <span class="_ _a"></span>organizacyjnych <span class="_ _a"></span>mających </div><div class="t m0 x1 h2 y13cf ff1 fs0 fc1 sc0 ls0 ws0">pozytywnie <span class="_ _6"></span>wpływać <span class="_ _a"></span>na <span class="_ _a"></span>pracowników, <span class="_ _6"></span>ich <span class="_ _6"></span>e<span class="_ _1"></span>fektywność, <span class="_ _6"></span>regene<span class="_ _1"></span>rację <span class="_ _1"></span>i <span class="_ _a"></span>dobrostan, <span class="_ _a"></span>a <span class="_ _6"></span>także <span class="_ _a"></span>reintegrację <span class="_ _6"></span>po <span class="_ _6"></span>urlop<span class="_ _1"></span>ach </div><div class="t m0 x1 h2 y13d0 ff1 fs0 fc1 sc0 ls0 ws0">rodzicielskich. Grupa <span class="_ _8"></span>UNIMOT planuje <span class="_ _8"></span>ró<span class="_ _1"></span>wnież kontynuować <span class="_ _8"></span>proje<span class="_ _1"></span>kt <span class="_ _8"></span>mający<span class="_ _1"></span> na<span class="_ _0"></span> celu utrzy<span class="_ _8"></span>m<span class="_ _1"></span>anie obecnego w<span class="_ _8"></span>s<span class="_ _1"></span>kaźnika </div><div class="t m0 x1 h2 y13d1 ff1 fs0 fc1 sc0 ls0 ws0">średniej <span class="_ _8"></span>liczny <span class="_ _8"></span>niewykorzystanych <span class="_ _8"></span>dni <span class="_ _7"></span>urlopow<span class="_ _1"></span>ych <span class="_ _7"></span>na <span class="_ _8"></span>koniec <span class="_ _8"></span>ro<span class="_ _1"></span>ku. <span class="_ _7"></span>Na <span class="_ _8"></span>koniec <span class="_ _8"></span>2024 <span class="_ _8"></span>r.<span class="_ _1"></span> <span class="_ _7"></span>ś<span class="_ _1"></span>rednia <span class="_ _7"></span>liczba <span class="_ _8"></span>niewykorzystanego </div><div class="t m0 x1 h2 y13d2 ff1 fs0 fc1 sc0 ls0 ws0">urlopu na pracownika wynosiła <span class="ff2">5 dni.  </span></div><div class="t m0 x1 h2 y133 ff1 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _a"></span>celów <span class="_ _6"></span>w <span class="_ _a"></span>obszarze <span class="_ _6"></span>Grupa <span class="_ _a"></span>zalicza <span class="_ _6"></span>równie<span class="_ _1"></span>ż <span class="_ _6"></span>syste<span class="_ _1"></span>matyczną, <span class="_ _6"></span>coroczną <span class="_ _a"></span>liczbę <span class="_ _6"></span>projektów <span class="_ _a"></span>mających <span class="_ _a"></span>na <span class="_ _6"></span>celu <span class="_ _a"></span>wsparcie </div><div class="t m0 x1 h2 y13d3 ff2 fs0 fc1 sc0 ls0 ws0">kultury <span class="_ _4"></span>work-life <span class="_ _5"> </span>balance. <span class="_ _4"></span>W <span class="_ _4"></span>2024 <span class="_ _5"> </span>roku <span class="_ _4"></span>w<span class="_ _1"></span> <span class="_ _5"> </span><span class="ff1">ra<span class="_ _1"></span>mac<span class="_ _1"></span>h <span class="_ _b"> </span>Gr<span class="_ _1"></span>upy<span class="_ _1"></span> <span class="_ _b"> </span>odb<span class="_ _1"></span>ył<span class="_ _1"></span>y <span class="_ _5"> </span>s<span class="_ _1"></span>ię<span class="_ _1"></span> <span class="_ _b"> </span></span>tr<span class="_ _1"></span>z<span class="_ _1"></span>y <span class="_ _5"> </span><span class="ff1">s<span class="_ _1"></span>zk<span class="_ _1"></span>ole<span class="_ _1"></span>ni<span class="_ _1"></span>a <span class="_ _5"> </span>m<span class="_ _1"></span>a<span class="_ _1"></span>jąc<span class="_ _1"></span>e <span class="_ _5"> </span>n<span class="_ _1"></span>a <span class="_ _b"> </span>ce<span class="_ _1"></span>lu <span class="_ _b"> </span>ws<span class="_ _1"></span>pi<span class="_ _1"></span>era<span class="_ _1"></span>ni<span class="_ _1"></span>e </span></div><div class="t m0 x1 h2 ye31 ff1 fs0 fc1 sc0 ls0 ws0">odp<span class="_ _1"></span>or<span class="_ _1"></span>no<span class="_ _1"></span>śc<span class="_ _1"></span>i p<span class="_ _1"></span>syc<span class="_ _1"></span>h<span class="_ _1"></span>ic<span class="_ _1"></span>zne<span class="_ _1"></span>j <span class="_ _1"></span>pra<span class="_ _1"></span>co<span class="_ _1"></span>wn<span class="_ _1"></span>ikó<span class="_ _1"></span>w o<span class="_ _1"></span>r<span class="_ _1"></span>az <span class="_ _1"></span>w<span class="_ _1"></span>ars<span class="_ _1"></span>zt<span class="_ _1"></span>at<span class="_ _1"></span>y r<span class="_ _1"></span>oz<span class="_ _1"></span>wij<span class="_ _1"></span>aj<span class="_ _1"></span>ąc<span class="_ _1"></span>e i<span class="_ _1"></span>ch<span class="_ _1"></span> ko<span class="_ _1"></span>m<span class="_ _1"></span>pet<span class="_ _1"></span>en<span class="_ _1"></span>cj<span class="_ _1"></span>e <span class="_ _1"></span>zar<span class="_ _1"></span>zą<span class="_ _1"></span>d<span class="_ _1"></span>zan<span class="_ _1"></span>ia<span class="_ _1"></span> za<span class="_ _1"></span>dan<span class="_ _1"></span>i<span class="_ _1"></span>ami<span class="_ _1"></span>, <span class="_ _1"></span>pr<span class="_ _1"></span>ac<span class="_ _1"></span>ą i<span class="_ _1"></span> </div><div class="t m0 x1 h2 y1209 ff1 fs0 fc1 sc0 ls0 ws0">wzm<span class="_ _1"></span>acn<span class="_ _1"></span>i<span class="_ _1"></span>ają<span class="_ _1"></span>ce<span class="_ _1"></span> o<span class="_ _1"></span>so<span class="_ _1"></span>bis<span class="_ _1"></span>tą<span class="_ _1"></span> p<span class="_ _1"></span>ro<span class="_ _1"></span>du<span class="_ _1"></span>kty<span class="_ _1"></span>wn<span class="_ _1"></span>oś<span class="_ _1"></span>ć.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y801 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _9"> </span>styczniu <span class="_ _9"> </span>2025  roku <span class="_ _c"> </span>Grupa <span class="_ _9"> </span>UNIMOT  p<span class="_ _0"></span>rzeprowadziła <span class="_ _9"> </span>webinar <span class="_ _9"> </span>pn. <span class="_ _9"> </span>Zarządzanie <span class="_ _9"> </span>Stresem  i <span class="_ _c"> </span>Work<span class="_ _1"></span><span class="ff2">-Life  Ba<span class="_ _0"></span>lance, </span></div><div class="t m0 x1 h2 y802 ff2 fs0 fc1 sc0 ls0 ws0">skierowany  do  wszystkich <span class="_ _9"> </span>kobiet  w <span class="_ _9"> </span>ramach  programu <span class="_ _9"> </span>Klub  kobiet  <span class="ff1">–</span>  <span class="ff1">Kobieta  z <span class="_ _9"> </span>Energią,  którego  celem  było<span class="_ _8"></span> </span></div><div class="t m0 x1 h2 y803 ff1 fs0 fc1 sc0 ls0 ws0">dostarczenie <span class="_ _5"> </span>praktycznych <span class="_ _4"></span>narzędzi <span class="_ _5"> </span>i <span class="_ _5"> </span>technik <span class="_ _5"> </span>do <span class="_ _5"> </span>zarządzania <span class="_ _5"> </span>stres<span class="_ _1"></span>em <span class="_ _4"> </span>oraz <span class="_ _5"> </span>budowania <span class="_ _4"> </span>ró<span class="_ _1"></span>wnowagi <span class="_ _4"> </span>mię<span class="_ _1"></span>dzy <span class="_ _4"></span>życiem </div><div class="t m0 x1 h2 yfae ff2 fs0 fc1 sc0 ls0 ws0">zawodowym a osobistym. </div></div><div class="c x1 y136a w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S1<span class="ls0">-15   <span class="ls1b">MDR</span>-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ya8b ff2 fs0 fc1 sc0 ls0 ws0">W  2024 <span class="_ _9"> </span>roku  <span class="ls1">59 <span class="_ _9"> </span></span><span class="ff1">pracowników <span class="_ _9"> </span>Grupy  UNIMOT <span class="_ _9"> </span>było  upoważ<span class="_ _0"></span>nionych  do <span class="_ _9"> </span>skorzystania  z<span class="_ _8"></span>  urlopu <span class="_ _9"> </span>rodzicielskiego. </span></div><div class="t m0 x1 h2 yedc ff2 fs0 fc1 sc0 ls0 ws0">S<span class="ff1">korzystał</span>y z niego 32 osoby, z czego <span class="ff1">11 osób</span> <span class="ff1">stanowiły kobiety, a 21 osób</span> <span class="ff1">mężczyźni. </span> </div><div class="t m0 x1 h2 y131e ff1 fs0 fc1 sc0 ls0 ws0">Odsetek pracowników upoważnionych do urlopu rod<span class="_ _0"></span>zicielskiego oraz odsetek pracowników upoważnionych, którzy </div><div class="t m0 x1 h2 y11b0 ff1 fs0 fc1 sc0 ls0 ws0">skorzystali z urlopu rodzicielskiego w Grupie UN<span class="_ _0"></span>IMOT prezentuje poniższa tabela.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y13d4 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfe0" class="pf w0 h0" ><div class="pc pce0 w0 h0"><img class="bi x9 y141 w7 h25" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">224<span class="ls0"> </span></div></div><div class="c x1 y138c w135 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Płeć<span class="ff2"> </span></div></div><div class="c xe5 y138c w136 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x9d y138c w39 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xd1 y138c w137 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono<span class="ff2"> </span></div></div><div class="c x1 y13d5 w135 h1de"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">L<span class="ff1">iczba pracowników </span></div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">upoważnionych do urlopu </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">rodzicielskiego<span class="ls1">**</span> </div></div><div class="c xe5 y13d5 w136 h1de"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">15 pracowniczek </div></div><div class="c x9d y13d5 w39 h1de"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">44 pracowników<span class="ff2"> </span></div></div><div class="c xd1 y13d5 w137 h1de"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y13d6 w135 h22"><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">% i liczba pracowników </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">upoważnionych, którzy </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">skorzystali z urlopu </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">rodzicielskiego* </div></div><div class="c xe5 y13d6 w136 h22"><div class="t m0 xb h2 y115 ff2 fs0 fc1 sc0 ls0 ws0">73% - 11 pracowniczek </div></div><div class="c x9d y13d6 w39 h22"><div class="t m0 xb h2 y115 ff2 fs0 fc1 sc0 ls0 ws0">48% - <span class="ff1">21 pracowników</span> </div></div><div class="c xd1 y13d6 w137 h22"><div class="t m0 xb h2 y115 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yda6 ff1 fs0 fc1 sc0 ls0 ws0">*Wskaźnik <span class="_ _6"></span>został <span class="_ _6"></span>obliczony <span class="_ _a"></span>przy <span class="_ _6"></span>pomoc<span class="_ _1"></span>y <span class="_ _6"></span>wzoru: <span class="_ _6"></span>[liczba <span class="_ _a"></span>pracowników <span class="_ _a"></span>(w <span class="_ _6"></span>danej <span class="_ _6"></span>grupie), <span class="_ _6"></span>k<span class="_ _1"></span>tórzy <span class="_ _6"></span>skorzystali <span class="_ _a"></span>z <span class="_ _1"></span>urlopu </div><div class="t m0 x1 h2 yda7 ff1 fs0 fc1 sc0 ls0 ws0">rodzicielskiego <span class="_ _8"></span>w <span class="_ _0"></span>danym <span class="_ _8"></span>roku <span class="_ _8"></span>/ <span class="_ _0"></span>całkowita <span class="_ _8"></span>liczba <span class="_ _8"></span>pracowników<span class="_ _1"></span>, <span class="_ _8"></span>uprawnionych <span class="_ _8"></span>do skorzy<span class="_ _0"></span>stania <span class="_ _8"></span>z <span class="_ _0"></span>urlopu <span class="_ _8"></span>rodzicielskiego] </div><div class="t m0 x1 h2 y1c ff2 fs0 fc1 sc0 ls0 ws0">x 100. </div><div class="t m0 x1 h2 y394 ff1 fs0 fc1 sc0 ls0 ws0">** <span class="_ _4"> </span>Kwe<span class="_ _1"></span>stie <span class="_ _5"> </span>prawa <span class="_ _4"> </span>do <span class="_ _5"> </span>urlopu <span class="_ _b"> </span>ze <span class="_ _4"> </span>w<span class="_ _1"></span>zględów <span class="_ _4"></span>rodzinnych, <span class="_ _5"> </span>zależy <span class="_ _5"> </span>od <span class="_ _5"> </span>przepisów<span class="_ _1"></span> <span class="_ _4"></span>krajowych, <span class="_ _5"> </span>gdzie <span class="_ _5"> </span>mogą <span class="_ _5"> </span>występować </div><div class="t m0 x1 h2 y279 ff1 fs0 fc1 sc0 ls0 ws0">określone minimalne okresy zatrudnienia, które należy <span class="_ _0"></span>spełnić, aby nabyć prawo do urlopu.<span class="ff2"> </span></div><div class="t m2 x1 h1d y13d7 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _f"> </span>3<span class="_ _1"></span>-35<span class="ff1">. <span class="_ _10"> </span>Odsetek <span class="_ _24"> </span>pracowników <span class="_ _10"> </span>upow<span class="_ _1"></span>ażnionych <span class="_ _f"> </span>do <span class="_ _24"> </span>urlopu <span class="_ _24"> </span>rodzicielskiego <span class="_ _10"> </span>oraz <span class="_ _10"> </span>odsete<span class="_ _1"></span>k <span class="_ _f"> </span>pracowników<span class="_ _1"></span> </span></div><div class="t m2 x1 h1d y13d8 ff1 fs5 fc1 sc0 ls0 ws0">upoważnionych, którzy skorzystali z urlopu <span class="_ _0"></span>rodzicielskiego w Grupie UNIMOT na dzień 31.12.2024 r.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y1363 ff2 fs0 fc1 sc0 ls4a ws0">W <span class="_ _a"></span><span class="ff1 ls0">pon<span class="_ _1"></span>iżs<span class="_ _1"></span>z<span class="_ _1"></span>ych<span class="_ _1"></span> <span class="_ _a"></span>t<span class="_ _1"></span>a<span class="_ _1"></span>bel<span class="_ _1"></span>ach<span class="_ _1"></span> <span class="_ _a"></span>z<span class="_ _1"></span>a<span class="_ _1"></span>pre<span class="_ _1"></span>ze<span class="_ _1"></span>nt<span class="_ _1"></span>ow<span class="_ _1"></span>ano<span class="_ _1"></span> <span class="_ _5"> </span>ods<span class="_ _1"></span>e<span class="_ _1"></span>tek<span class="_ _1"></span> <span class="_ _a"></span>p<span class="_ _1"></span>ow<span class="_ _1"></span>ro<span class="_ _1"></span>tó<span class="_ _1"></span>w <span class="_ _4"></span>do <span class="_ _4"> </span>p<span class="_ _1"></span>rac<span class="_ _1"></span>y<span class="_ _1"></span> <span class="_ _a"></span>po<span class="_ _1"></span> <span class="_ _a"></span>u<span class="_ _1"></span>rlo<span class="_ _1"></span>pi<span class="_ _1"></span>e <span class="_ _4"></span>ro<span class="_ _1"></span>dz<span class="_ _1"></span>ic<span class="_ _1"></span>ie<span class="_ _1"></span>ls<span class="_ _1"></span>kim<span class="_ _6"></span>,<span class="_ _1"></span> <span class="_ _a"></span>m<span class="_ _1"></span>ac<span class="_ _1"></span>ie<span class="_ _1"></span>rz<span class="_ _1"></span>yńs<span class="_ _1"></span>ki<span class="_ _1"></span>m <span class="_ _4"> </span></span><span class="ls32">i </span></div><div class="t m0 x1 h2 y12c4 ff2 fs0 fc1 sc0 ls0 ws0">ojc<span class="_ _1"></span>ow<span class="_ _1"></span>sk<span class="_ _1"></span>im<span class="_ _1"></span> <span class="ff1">o<span class="_ _1"></span>ra<span class="_ _1"></span>z w<span class="_ _1"></span>sk<span class="_ _1"></span>aźn<span class="_ _1"></span>i<span class="_ _1"></span>k r<span class="_ _1"></span>et<span class="_ _1"></span>en<span class="_ _1"></span>cj<span class="_ _1"></span>i <span class="_ _1"></span></span>w<span class="_ _1"></span> G<span class="_ _1"></span>rup<span class="_ _1"></span>ie<span class="_ _1"></span> U<span class="_ _1"></span>NIM<span class="_ _1"></span>OT<span class="_ _1"></span> w<span class="_ _1"></span> 20<span class="_ _1"></span>24<span class="_ _1"></span> ro<span class="_ _1"></span>ku<span class="_ _1"></span>.<span class="_ _6"></span> </div></div><div class="c x1 ye07 w12e h16"><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x7e ye07 w12f h16"><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls1 ws0">56<span class="ls0">,25%* </span></div><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ycc6 w12e h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x7e ycc6 w12f h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">18<span class="ls0">% </span></div></div><div class="c x1 y13d9 w12e h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x7e y13d9 w12f h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">76<span class="ls0">% </span></div></div><div class="c x1 yb2 w12e h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono<span class="ff2"> </span></div></div><div class="c x7e yb2 w12f h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1069 ff1 fs0 fc1 sc0 ls0 ws0">*Wskaźnik wyliczono zgodnie z wzorem: Liczba pra<span class="_ _8"></span>c<span class="_ _1"></span>owników, którzy wrócili do pracy po zakończeniu urlopu/ Liczba </div><div class="t m0 x1 h2 y13da ff1 fs0 fc1 sc0 ls0 ws0">pracowników, którzy skorzystali z <span class="_ _0"></span>urlopu x 100%. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m2 x1 h1d y13db ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-36<span class="ff1">. Odsetek powrotów do pracy po urlopie rodzicielskim na <span class="_ _0"></span>dzień 31.12.2024 r.<span class="_ _1"></span><span class="ff2"> </span></span></div></div><div class="c x1 y13dc w12e h1a"><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x7e y13dc w12f h1a"><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0">%* </span></div><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1ef w12e h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x7e y1ef w12f h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0">% </span></div></div><div class="c x1 y1258 w12e h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x7e y1258 w12f h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0">% </span></div></div><div class="c x1 y13dd w12e h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono<span class="ff2"> </span></div></div><div class="c x7e y13dd w12f h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybb ff1 fs0 fc1 sc0 ls0 ws0">*Wskaźnik obliczono zgodnie z wzorem: Liczba pracowników, którzy byli nadal zatrudnieni przez 12 <span class="_ _8"></span>mie<span class="_ _1"></span>sięcy od </div><div class="t m0 x1 h2 y3b ff1 fs0 fc1 sc0 ls0 ws0">powrotu/ Liczba pracowników, którzy wrócili do pracy po zakończeniu urlopu<span class="ff2"> w poprzednim, 2023 roku x 100%. </span></div><div class="t m2 x1 h1d ybd ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-37<span class="ff1">. Wskaźnik retencji na dzień 31.12.2024 r.</span> </div><div class="t m0 x1 h2 y7bf ff1 fs0 fc1 sc0 ls0 ws0">Powyższe dane zostały obliczone dla <span class="_ _0"></span>roku bazowego. W 2025 roku Grupa UNIMOT określi wskaźniki procentowe, </div><div class="t m0 x1 h2 y7c0 ff1 fs0 fc1 sc0 ls0 ws0">które stanowić będą cele na kolejne lata w odniesieniu do danych b<span class="_ _0"></span>azowych. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa hf y13de ff2 fs1 fc7 sc0 ls0 ws0">3.2.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Pracownicy w łańcuch<span class="_ _0"></span>u wartości<span class="ff2"> </span></span></span></div></div><div class="c x1 y13df w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">ESRS S-2<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y13e0 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>modelu <span class="_ _0"></span>biznesowym <span class="_ _8"></span>Grupy <span class="ff1">UNIMOT <span class="_ _8"></span>dochodzi <span class="_ _0"></span>do <span class="_ _8"></span>inte<span class="_ _1"></span>rakcji <span class="_ _8"></span>z długimi <span class="_ _8"></span>łańcuchami wartości <span class="_ _8"></span>niezbędnymi <span class="_ _8"></span>do zakupu, </span></div><div class="t m0 x1 h2 y13e1 ff2 fs0 fc1 sc0 ls0 ws0">magazynowania <span class="_ _7"></span>oraz <span class="_ _7"></span>dystrybucji <span class="_ _8"></span>oraz <span class="_ _7"></span><span class="ff1">sprzedaży <span class="_ _7"></span>produktów<span class="_ _1"></span> <span class="_ _7"></span>i <span class="_ _7"></span>us<span class="_ _1"></span>ług. <span class="_ _7"></span>Pracownicy <span class="_ _7"></span>w <span class="_ _7"></span>łańcuchu <span class="_ _7"></span>w<span class="_ _1"></span>artości <span class="_ _7"></span>to <span class="_ _7"></span>szeroka <span class="_ _7"></span>grupa, </span></div><div class="t m0 x1 h2 y1150 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _b"> </span>której <span class="_ _c"> </span>zaliczają <span class="_ _c"> </span>się <span class="_ _b"> </span>w<span class="_ _1"></span>szyscy <span class="_ _b"> </span>pracownic<span class="_ _1"></span>y <span class="_ _b"> </span>podmiotów, <span class="_ _c"> </span>z <span class="_ _c"> </span>którymi <span class="_ _b"> </span>Grupa <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>współpracuje <span class="_ _c"> </span>bezpośrednio <span class="_ _c"> </span>i </div><div class="t m0 x1 h2 y1151 ff1 fs0 fc1 sc0 ls0 ws0">pośrednio w ramach relacji biznesowych w całym łańcuchu wartości. <span class="ff2"> </span></div><div class="t m0 x1 h2 ya2d ff1 fs0 fc1 sc0 ls0 ws0">Wszystkie <span class="_ _7"></span>os<span class="_ _1"></span>oby <span class="_ _7"></span>wykonujące <span class="_ _7"></span>pracę <span class="_ _8"></span>w <span class="_ _7"></span>ł<span class="_ _1"></span>ańcuchu <span class="_ _7"></span>wartości, <span class="_ _8"></span>na <span class="_ _7"></span>które <span class="_ _8"></span>Grupa <span class="_ _7"></span>może <span class="_ _8"></span>wywierać <span class="_ _8"></span>istotny <span class="_ _7"></span>wpływ, <span class="_ _8"></span>zostały <span class="_ _7"></span>objęte<span class="_ _1"></span> </div><div class="t m0 x1 h2 y891 ff1 fs0 fc1 sc0 ls0 ws0">zakresem oceny istotnych rzeczywistych i p<span class="_ _0"></span>otencjalnych negatywnych skutków.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y596 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">SBM-3<span class="fc1"> </span></div></div></div><div class="pi" ></div></div><div id="pfe1" class="pf w0 h0" ><div class="pc pce1 w0 h0"><img class="bi x9 y13e2 w9 h210" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">225<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _b"> </span>UNIMOT <span class="_ _b"> </span>m<span class="_ _1"></span>a <span class="_ _b"> </span>świadomość<span class="_ _1"></span>, <span class="_ _b"> </span>że <span class="_ _c"> </span>w <span class="_ _b"> </span>branży <span class="_ _b"> </span>p<span class="_ _1"></span>aliwowej <span class="_ _b"> </span>występuje <span class="_ _c"> </span>ryzyko <span class="_ _b"> </span>negatywnych <span class="_ _c"> </span>wpływów <span class="_ _b"> </span>w <span class="_ _c"> </span>łańcuchu </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">wartości, <span class="_ _4"> </span>w <span class="_ _5"> </span>tym <span class="_ _4"></span>naruszenia <span class="_ _5"> </span>praw <span class="_ _4"></span>praco<span class="_ _1"></span>wniczych <span class="_ _4"></span>i <span class="_ _5"> </span>praw <span class="_ _4"></span>człowie<span class="_ _1"></span>ka<span class="ff2">. <span class="_ _5"> </span>Materializacji <span class="_ _4"></span>ryzka <span class="_ _5"> </span></span>sprzyjają: <span class="_ _4"></span>ro<span class="_ _1"></span>zproszenie <span class="_ _4"></span>w </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu <span class="_ _4"></span>dostaw, <span class="_ _4"></span>lokalizacja <span class="_ _4"></span>geopolityczna <span class="_ _4"></span>miejsc,<span class="_ _1"></span> <span class="_ _a"></span>z <span class="_ _4"></span>których <span class="_ _4"></span>pozyskiwane <span class="_ _4"> </span>s<span class="_ _1"></span>ą <span class="_ _a"></span>surow<span class="_ _1"></span>ce/ <span class="_ _4"></span>paliwa <span class="_ _a"></span>or<span class="_ _1"></span>az <span class="_ _5"> </span><span class="ff2">rozbudowany </span></div><div class="t m0 x1 h2 y1a2 ff2 fs0 fc1 sc0 ls0 ws0">proces ich prz<span class="_ _0"></span>etwarzania i transportu<span class="ls2">. </span><span class="ff1">Grup<span class="_ _0"></span>a UNIMOT <span class="_ _0"></span>identyfikuje potencjalne ryzyk<span class="_ _0"></span>o występowania pracy dzieci <span class="_ _8"></span>lub<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">pracy <span class="_ _4"> </span>pr<span class="_ _1"></span>zymusowej <span class="_ _5"> </span>głównie <span class="_ _5"> </span>na <span class="_ _5"> </span>wcześnie<span class="_ _1"></span>jszych <span class="_ _4"> </span>e<span class="_ _1"></span>tapach <span class="_ _4"></span>łańcuc<span class="_ _1"></span>ha <span class="_ _5"> </span>dostaw <span class="_ _5"> </span>paliw, <span class="_ _5"> </span>czyli<span class="_ _1"></span><span class="ff2"> <span class="_ _5"> </span></span>w <span class="_ _b"> </span>procesach <span class="_ _5"> </span>związanych <span class="_ _5"> </span>z </div><div class="t m0 x1 h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">wydobyciem <span class="_ _1"></span>i <span class="_ _6"></span>przetwórs<span class="_ _1"></span>twem <span class="_ _1"></span>suro<span class="_ _1"></span>wców <span class="_ _1"></span>energetycznych <span class="_ _6"></span>w <span class="_ _6"></span>krajach <span class="_ _6"></span>spoza <span class="_ _6"></span>Unii <span class="_ _6"></span>Europejskiej. <span class="_ _6"></span>Towary, <span class="_ _6"></span>których <span class="_ _1"></span>mo<span class="_ _1"></span>że </div><div class="t m0 x1 h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">dotyczyć ryzyko to przede wszystkim ropa naftowa i jej p<span class="_ _8"></span>o<span class="_ _1"></span>chodne oraz LPG.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">Rzeczywiste <span class="_ _b"> </span>i <span class="_ _5"> </span>potenc<span class="_ _1"></span>jalne <span class="_ _5"> </span>oddziaływania <span class="_ _5"> </span>Gru<span class="_ _1"></span>py <span class="_ _5"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _5"> </span>na <span class="_ _b"> </span>osoby <span class="_ _b"> </span>wykonujące <span class="_ _b"> </span>pracę <span class="_ _b"> </span>w <span class="_ _5"> </span>łańcuc<span class="_ _1"></span>hu <span class="_ _5"> </span>wartoś<span class="_ _1"></span>ci <span class="_ _5"> </span>był<span class="_ _6"></span><span class="ff2">y </span></div><div class="t m0 x1 h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">przedmiotem <span class="_ _d"> </span>przeprowadzonej <span class="_ _d"> </span>w <span class="_ _d"> </span>2024 <span class="_ _d"> </span>ro<span class="_ _1"></span>ku <span class="_ _d"> </span>analizy <span class="_ _e"> </span>podwójne<span class="_ _1"></span>j <span class="_ _d"> </span>istotności<span class="_ _1"></span><span class="ff2">. <span class="_ _e"> </span>W<span class="_ _1"></span> <span class="_ _d"> </span>trakcie <span class="_ _d"> </span>badania <span class="_ _d"> </span>potwierdzono </span></div><div class="t m0 x1 h2 y149 ff1 fs0 fc1 sc0 ls0 ws0">występowanie wpływu <span class="_ _1"></span>Grupy na <span class="_ _1"></span>pracowników w <span class="_ _1"></span>łańcuchu <span class="_ _1"></span>wartości i w<span class="_ _1"></span>skazano, że <span class="_ _6"></span>wpływ <span class="_ _1"></span>ten występuje w<span class="_ _1"></span> zakresie </div><div class="t m0 x1 h2 y14a ff1 fs0 fc1 sc0 ls0 ws0">szesnaście<span class="ff2"> </span>kwestii zrównoważonego rozwoju. <span class="ff2"> </span></div><div class="t m0 x1 h2 y326 ff2 fs0 fc1 sc0 ls0 ws0">Wnioski <span class="_ _8"></span>z <span class="_ _8"></span><span class="ff1">badania <span class="_ _8"></span>podwójne<span class="_ _1"></span>j <span class="_ _7"></span>istotno<span class="_ _1"></span>ści <span class="_ _8"></span>oddziałują <span class="_ _7"></span>na<span class="_ _1"></span> <span class="_ _7"></span>w<span class="_ _1"></span>ewnętrzne <span class="_ _8"></span>procesy <span class="_ _8"></span>zarzadzania <span class="_ _8"></span>ryzykami <span class="_ _8"></span>or<span class="_ _1"></span>az <span class="_ _8"></span>opracowywanie </span></div><div class="t m0 x1 h2 yf3a ff1 fs0 fc1 sc0 ls0 ws0">planów w zakresie zrównoważonego rozwoju. Wynikiem uwzględniania wpływów Grupy UNIMOT na pracowników w<span class="_ _0"></span> </div><div class="t m0 x1 h2 yf3b ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu w<span class="_ _1"></span>artości są prace <span class="_ _1"></span>w zakresie <span class="_ _1"></span>uregulowania <span class="_ _1"></span>relacji <span class="_ _1"></span>z dostawcami <span class="_ _1"></span>poprzez wdrożenie <span class="_ _1"></span>odpowiednich polityk i </div><div class="t m0 x1 h2 yf3c ff2 fs0 fc1 sc0 ls0 ws0">procedur. </div><div class="t m0 x1 h2 y75a ff2 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT <span class="_ _1"></span><span class="ff1">i<span class="_ _1"></span>dentyfikuje <span class="_ _1"></span>swój <span class="_ _1"></span>wpływ <span class="_ _1"></span>w <span class="_ _1"></span>ramach <span class="_ _1"></span>dwóch <span class="_ _1"></span>grup <span class="_ _1"></span>pracowników <span class="_ _1"></span>w <span class="_ _1"></span>łańcuchu <span class="_ _1"></span>wartości. <span class="_ _1"></span>Pierwszą <span class="_ _1"></span>z grup </span></div><div class="t m0 x1 h2 y75b ff1 fs0 fc1 sc0 ls0 ws0">są pracownicy podwykonawców, którzy wykonują pracę <span class="_ _1"></span><span class="ff2">na rzecz jednost<span class="ls16">ek</span> </span>biznesowych zarządzanych przez Grupę. </div><div class="t m0 x1 h2 y75c ff1 fs0 fc1 sc0 ls0 ws0">Wśród <span class="_ _1"></span>nich <span class="_ _6"></span>znajdują <span class="_ _1"></span>się <span class="_ _6"></span><span class="ff2">np. <span class="_ _6"></span></span>os<span class="_ _1"></span>oby <span class="_ _1"></span>prowadzące <span class="_ _1"></span>staje <span class="_ _6"></span>paliw <span class="_ _6"></span>AVIA <span class="_ _1"></span>należące<span class="_ _1"></span> <span class="_ _1"></span>do <span class="_ _1"></span>Grupy <span class="_ _6"></span>UNIMOT<span class="_ _1"></span><span class="ff2"> <span class="_ _6"></span>oraz <span class="_ _1"></span>pr<span class="_ _1"></span>acownicy <span class="_ _1"></span>tych </span></div><div class="t m0 x1 h2 yd0a ff2 fs0 fc1 sc0 ls0 ws0">stacji<span class="ff1">. <span class="_ _a"></span>Prowadzących <span class="_ _4"></span>stacje <span class="_ _a"></span>p<span class="_ _1"></span>aliw <span class="_ _a"></span>Grupa <span class="_ _4"></span>zalicza <span class="_ _a"></span>do<span class="_ _1"></span> <span class="_ _a"></span>podwykonawc<span class="_ _1"></span>ów <span class="_ _a"></span>ponieważ <span class="_ _a"></span>os<span class="_ _1"></span>oba <span class="_ _a"></span>na <span class="_ _a"></span>tym<span class="_ _1"></span> <span class="_ _a"></span>stanowisku <span class="_ _4"></span>zakłada </span></div><div class="t m0 x1 h2 yf2c ff1 fs0 fc1 sc0 ls0 ws0">działalność <span class="_ _a"></span>gospodarczą <span class="_ _a"></span>na <span class="_ _a"></span>potrzeby <span class="_ _a"></span>obsługi <span class="_ _a"></span>s<span class="_ _1"></span>tacji<span class="ff2"> <span class="_ _a"></span></span>i <span class="_ _a"></span>prowa<span class="_ _1"></span>dzi <span class="_ _a"></span>tę <span class="_ _a"></span>działalność<span class="ff2"> <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _a"></span>podstawie <span class="_ _a"></span>umowy <span class="_ _a"></span>o <span class="_ _a"></span>prowadzenie </span></div><div class="t m0 x1 h2 y76c ff2 fs0 fc1 sc0 ls0 ws0">stacji. <span class="_ _4"></span><span class="ff1">Prowadzący <span class="_ _4"> </span>stację<span class="_ _1"></span> <span class="_ _4"></span>zatrudnia <span class="_ _4"></span>równie<span class="_ _1"></span>ż <span class="_ _4"></span>pracowników.<span class="_ _1"></span></span> <span class="_ _4"></span><span class="ff1">Na <span class="_ _5"> </span>każdą <span class="_ _4"></span>stację <span class="_ _5"> </span>zawierana <span class="_ _4"></span>je<span class="_ _1"></span>st <span class="_ _4"></span>odrębna <span class="_ _4"></span>umowa<span class="_ _1"></span> <span class="_ _4"></span>o <span class="_ _4"></span>jej </span></div><div class="t m0 x1 h2 y76d ff1 fs0 fc1 sc0 ls0 ws0">prowadzenie, w której zawarte są szczegółowe warunki.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf2e ff1 fs0 fc1 sc0 ls0 ws0">Drugą <span class="_ _a"></span>grupą <span class="_ _6"></span>pracowników<span class="_ _1"></span><span class="ff2"> <span class="_ _6"></span></span>obj<span class="_ _1"></span>ętych <span class="_ _6"></span>zakrese<span class="_ _1"></span>m <span class="_ _6"></span>ujawnień <span class="_ _a"></span>ESRS2 <span class="_ _a"></span>SBM<span class="_ _1"></span><span class="ff2">-</span>3 <span class="_ _6"></span>są<span class="_ _1"></span><span class="ff2"> <span class="_ _a"></span>pracownicy <span class="_ _6"></span></span>zatr<span class="_ _1"></span>udnieni <span class="_ _6"></span>u <span class="_ _a"></span>producentów<span class="_ _1"></span> <span class="_ _6"></span>i </div><div class="t m0 x1 h2 yd0f ff1 fs0 fc1 sc0 ls0 ws0">dostawców <span class="_ _5"> </span>towarów, <span class="_ _5"> </span>a <span class="_ _4"></span>także <span class="_ _5"> </span>podmiotów, <span class="_ _5"> </span>z <span class="_ _5"> </span>którymi <span class="_ _4"></span>Grupa <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>bezpośrednio <span class="_ _5"> </span>nie <span class="_ _5"> </span>współpracuje, <span class="_ _5"> </span>a <span class="_ _4"> </span>którzy <span class="_ _5"> </span>są </div><div class="t m0 x1 h2 yf2f ff1 fs0 fc1 sc0 ls0 ws0">odpowiedzialni za w<span class="_ _1"></span>ydobycie surow<span class="_ _1"></span>ców, wytworzenie <span class="_ _1"></span>materiałów czy nie<span class="_ _1"></span>zbędnych komponentów, <span class="_ _1"></span>a także <span class="_ _1"></span>podmioty </div><div class="t m0 x1 h2 yf30 ff1 fs0 fc1 sc0 ls0 ws0">odpowiadające za transport i logistykę. <span class="ff2"> </span></div><div class="t m0 x1 h2 y7f9 ff1 fs0 fc1 sc0 ls0 ws0">Wpływy na <span class="_ _8"></span>pracowników<span class="_ _1"></span> w <span class="_ _8"></span>łańcuchu wartości oraz<span class="_ _0"></span> ryzyka<span class="_ _0"></span> i sza<span class="_ _0"></span>nse wynikające <span class="_ _8"></span>z tych wpływów zostały <span class="_ _8"></span>powiązane ze </div><div class="t m0 x1 h2 y7fa ff2 fs0 fc1 sc0 ls0 ws0">S<span class="ff1">trategią <span class="_ _6"></span></span>Grup<span class="_ _1"></span>y <span class="_ _a"></span>UNIMOT<span class="ff1">, <span class="_ _a"></span>w <span class="_ _a"></span>której <span class="_ _a"></span>kierunek <span class="_ _a"></span>nr <span class="_ _a"></span>3 <span class="_ _a"></span>z <span class="_ _a"></span>zakresu <span class="_ _a"></span>ładu <span class="_ _a"></span>korporacyjnego <span class="_ _a"></span>został <span class="_ _a"></span>zdefiniowany <span class="_ _a"></span>jako <span class="_ _a"></span>Kultura </span></div><div class="t m0 x1 h2 y7fb ff1 fs0 fc1 sc0 ls0 ws0">etyczna i <span class="_ _8"></span>poszanowanie praw człowieka <span class="_ _0"></span>w całym <span class="_ _8"></span>ł<span class="_ _1"></span>ańcuchu wartości. <span class="_ _0"></span>Kierunkowi <span class="_ _0"></span>został przy<span class="_ _0"></span>porządkowany nadrzędny </div><div class="t m0 x1 h2 y1020 ff2 fs0 fc1 sc0 ls0 ws0">cel: <span class="fc5"> </span></div><div class="t m0 x1 h2 y18e ff1 fs0 fc5 sc0 ls0 ws0">Kształtujemy  kulturę <span class="_ _e"> </span>etyczną  stosując <span class="_ _e"> </span>Kodeks  Odpowiedzialności  Grupy  UNIMOT,  Kodeks <span class="_ _e"> </span>Etyki  oraz  Politykę </div><div class="t m0 x1 h2 y18f ff1 fs0 fc5 sc0 ls0 ws0">Poszanowania Praw Człowieka w całym łańcuchu wartości;<span class="ff2"> </span></div><div class="t m0 x1 h2 y50a ff1 fs0 fc1 sc0 ls0 ws0">a także miernik jego realizacji:<span class="ff2"> </span></div><div class="t m0 x1 h2 y7d0 ff1 fs0 fc5 sc0 ls0 ws0">Liczba skarg podmiotów zewnętrznych dotyczących naruszeń w obszarze etyk<span class="_ _0"></span>i i praw człowieka. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y10a4 ff1 fs0 fc1 sc0 ls0 ws0">Wynikiem uwzględniania wpływów Grupy UNIMOT na pracowników w łańcuchu wartości są <span class="_ _0"></span>również<span class="_ _1"></span><span class="ff2">: </span></div><div class="t m0 x70 h11 y3aa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prace <span class="_ _a"></span>w <span class="_ _a"></span>zakresie <span class="_ _a"></span>uregulowania <span class="_ _a"></span>relacji <span class="_ _a"></span>z <span class="_ _a"></span>dostawcami <span class="_ _a"></span>poprzez <span class="_ _a"></span>wdrożenie <span class="_ _a"></span>odpowiednich <span class="_ _a"></span>polityk <span class="_ _a"></span>i <span class="_ _a"></span>procedur </span></span></div><div class="t m0 x55 h2 yf16 ff1 fs0 fc1 sc0 ls0 ws0">oraz aktualizacje bieżących dokumentów;<span class="ff2"> </span></div><div class="t m0 x70 h11 y6c2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">objęcie <span class="_ _a"></span>pracowników <span class="_ _6"></span>firm <span class="_ _a"></span>zewnętrznych <span class="_ _a"></span>wykonujących <span class="_ _a"></span>prace <span class="_ _a"></span>w <span class="_ _6"></span>jednostkach <span class="_ _a"></span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>politykami <span class="_ _6"></span>i </span></span></div><div class="t m0 x55 h2 y804 ff1 fs0 fc1 sc0 ls0 ws0">procedurami z zakresu bezpieczeństwa i higieny pracy. <span class="ff2"> </span></div><div class="t m0 x1 h2 y10c5 ff1 fs0 fc1 sc0 ls0 ws0">Powyższe <span class="_ _b"> </span>działania <span class="_ _c"> </span>dotyczą <span class="_ _b"> </span>be<span class="_ _1"></span>zpośrednich <span class="_ _b"> </span>partnerów <span class="_ _c"> </span>biznesowych. <span class="_ _b"> </span>W <span class="_ _c"> </span>2024 <span class="_ _b"> </span>roku <span class="_ _c"> </span>Grupa <span class="_ _b"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _b"> </span>nie <span class="_ _c"> </span>wdrożyła </div><div class="t m0 x1 h2 y102a ff1 fs0 fc1 sc0 ls0 ws0">procedur i nie prowadziła działań, które obejmowałyby kolejne podmioty<span class="_ _0"></span> w łańcuchu wartości. <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y13e3 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S2<span class="ls0">-4<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y80a ff1 fs0 fc0 sc0 ls0 ws0">Wykorzystanie dźwigni finansowej w zarządz<span class="_ _0"></span>aniu wpływem na pracowników łańcucha wartości<span class="ff2"> </span></div><div class="t m0 x1 h2 y1213 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _5"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _b"> </span>stosuje <span class="_ _b"> </span>dźwignię <span class="_ _b"> </span>finansow<span class="_ _1"></span>ą <span class="_ _5"> </span>w <span class="_ _b"> </span>re<span class="_ _1"></span>lacjach <span class="_ _b"> </span>biznesowych, <span class="_ _b"> </span>aby <span class="_ _5"> </span>minimalizować<span class="_ _1"></span> <span class="_ _b"> </span>negatywne <span class="_ _b"> </span>skutki <span class="_ _b"> </span>dla </div><div class="t m0 x1 h2 y13e4 ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>sw<span class="_ _1"></span>oim <span class="_ _6"></span>łańcuchu <span class="_ _a"></span>wartości. <span class="_ _a"></span>Poprzez <span class="_ _6"></span>odpowiedzialne <span class="_ _6"></span>z<span class="_ _1"></span>arządzanie <span class="_ _6"></span>relacjami <span class="_ _a"></span>z <span class="_ _a"></span>dostawcami, <span class="_ _6"></span>dbałoś<span class="_ _1"></span>ć <span class="_ _6"></span>o </div></div></div><div class="pi" ></div></div><div id="pfe2" class="pf w0 h0" ><div class="pc pce2 w0 h0"><img class="bi x9 y13e5 w9 h211" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">226<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">standardy  pracy  oraz  promowanie  etycznych  praktyk,  Grupa  UNIMOT  chc<span class="_ _1"></span>e  wpływać  na  poprawę  warunków </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">zatrudnienia i przestrzeganie praw pracowniczych w całym ekosystemie biznesowym. <span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc0 sc0 ls0 ws0">Polityki związane z pracownikami w łańcuchu wartości<span class="ff2"> </span></div></div><div class="c x1 y126f w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S2<span class="ls0">-1<span class="lsc">   <span class="ls1b">MDR</span></span>-P </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">Wpływ <span class="_ _c"> </span>Grupy <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>na <span class="_ _c"> </span>pr<span class="_ _1"></span>acowników <span class="_ _c"> </span>w <span class="_ _c"> </span>łańcuchu <span class="_ _c"> </span>w<span class="_ _1"></span>artości <span class="_ _c"> </span>obejmuje <span class="_ _c"> </span>aspekty <span class="_ _c"> </span>związane <span class="_ _c"> </span>z <span class="_ _c"> </span>warunkami <span class="_ _c"> </span>pracy, </div><div class="t m0 x1 h2 ybec ff1 fs0 fc1 sc0 ls0 ws0">przestrzeganiem <span class="_ _9"> </span>praw <span class="_ _9"> </span>pracowniczych,  a <span class="_ _c"> </span>także <span class="_ _9"> </span>wspieraniem <span class="_ _9"> </span>rozwoju  i <span class="_ _c"> </span>dobrostanu  pracowników <span class="_ _9"> </span>pracujących <span class="_ _c"> </span>u </div><div class="t m0 x1 h2 ya92 ff1 fs0 fc1 sc0 ls0 ws0">dostawców <span class="_ _1"></span>czy podwykonawców. <span class="_ _1"></span>Wpływ ten <span class="_ _1"></span>ma znaczenie<span class="_ _1"></span> ni<span class="_ _1"></span>e tylko <span class="_ _1"></span>dla reputacji <span class="_ _1"></span>i s<span class="_ _1"></span>tabilności biznesowej <span class="_ _1"></span>firmy, ale </div><div class="t m0 x1 h2 ybed ff1 fs0 fc1 sc0 ls0 ws0">także dla rozwoju społecznego i <span class="_ _0"></span>gospodarczego regionów<span class="_ _1"></span><span class="ff2 ls2">, </span>w których d<span class="_ _0"></span>ziałają jej kontrahenci.<span class="ff2">  </span></div><div class="t m0 x1 h2 y1270 ff1 fs0 fc1 sc0 ls0 ws0">W raportowanym okresie Grupa UNIMOT nie prowadziła formalnych ana<span class="_ _0"></span>liz na temat tego, w jaki sposób pracownicy </div><div class="t m0 x1 h2 y1089 ff1 fs0 fc1 sc0 ls0 ws0">o <span class="_ _8"></span>określonych <span class="_ _8"></span>cechach, <span class="_ _8"></span>osoby <span class="_ _8"></span>pracujące <span class="_ _8"></span>w <span class="_ _8"></span>określonych <span class="_ _0"></span>kontekstach <span class="_ _7"></span>lub <span class="_ _8"></span>osoby <span class="_ _0"></span>podejmujące <span class="_ _8"></span>określone <span class="_ _8"></span>działania <span class="_ _7"></span>mogą </div><div class="t m0 x1 h2 y1241 ff1 fs0 fc1 sc0 ls0 ws0">być narażeni na większe ryzyko krzy<span class="ff2">wdy. </span></div><div class="t m0 x1 h2 y27a ff2 fs0 fc1 sc0 ls0 ws0">Niemniej, <span class="_ _d"> </span><span class="ff1">Grupa <span class="_ _d"> </span>UNIMOT <span class="_ _19"> </span>prowadzi <span class="_ _d"> </span>działania <span class="_ _d"> </span>ma<span class="_ _1"></span>jące <span class="_ _d"> </span>na <span class="_ _d"> </span>ce<span class="_ _1"></span>lu <span class="_ _d"> </span>wywieranie <span class="_ _19"> </span>pozytywnego <span class="_ _d"> </span>wpływu <span class="_ _d"> </span>na <span class="_ _d"> </span>s<span class="_ _1"></span>woich </span></div><div class="t m0 x1 h2 yf96 ff1 fs0 fc1 sc0 ls0 ws0">bezpośrednich <span class="_ _4"></span>partnerów <span class="_ _4"> </span>biznes<span class="_ _1"></span>owych <span class="_ _4"></span>w <span class="_ _4"></span>kwestiach <span class="_ _4"></span>dotyczących <span class="_ _4"> </span>e<span class="_ _1"></span>tyki <span class="_ _a"></span>i <span class="_ _4"> </span>pos<span class="_ _1"></span>zanowania <span class="_ _a"></span>pr<span class="_ _1"></span>aw <span class="_ _4"></span>człowieka. <span class="_ _b"> </span>Powyższe </div><div class="t m0 x1 h2 y13e6 ff1 fs0 fc1 sc0 ls0 ws0">zostało z<span class="_ _0"></span>awarte <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>Polityce Poszanowania <span class="_ _8"></span>Praw Człowieka <span class="_ _8"></span>Grupy UNIMOT <span class="_ _8"></span>oraz Kodeksie <span class="_ _8"></span>Postępowania dla<span class="_ _0"></span> <span class="_ _8"></span>P<span class="_ _1"></span>artnerów </div><div class="t m0 x1 h2 y1205 ff2 fs0 fc1 sc0 ls0 ws0">Biznesowych Grupy UNIMOT.<span class="_ _1"></span> <span class="ff1">Polityka Grupy w stosunku do osób w<span class="_ _1"></span>ykonujących pracę w ramach łańcucha wartości, </span></div><div class="t m0 x1 h2 y1e5 ff1 fs0 fc1 sc0 ls0 ws0">zarówno <span class="_ _8"></span>zatrudnionych <span class="_ _8"></span>bezpośrednio, <span class="_ _8"></span>jak <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _7"></span>poś<span class="_ _1"></span>rednio <span class="_ _7"></span>(np. przez <span class="_ _7"></span>dostawców <span class="_ _8"></span>lub <span class="_ _0"></span>podwykonawców), <span class="_ _8"></span>wyraźnie <span class="_ _8"></span>z<span class="_ _1"></span><span class="ff2">abrania </span></div><div class="t m0 x1 h2 yfee ff1 fs0 fc1 sc0 ls0 ws0">jakiejkolwiek <span class="_ _a"></span>formy <span class="_ _4"></span>wykorzystywania <span class="_ _a"></span>pracy <span class="_ _4"></span>przymusowej, <span class="_ _4"></span>handlu <span class="_ _a"></span>ludźmi <span class="_ _4"></span>oraz <span class="_ _a"></span>z<span class="_ _1"></span>atrudniania <span class="_ _a"></span>osób <span class="_ _a"></span>nie<span class="_ _1"></span>pełnoletnich <span class="_ _a"></span>z </div><div class="t m0 x1 h2 y1b2 ff1 fs0 fc1 sc0 ls0 ws0">naruszeniem <span class="_ _7"></span>obowiązujących <span class="_ _7"></span>przepisów <span class="_ _7"></span>prawa <span class="_ _8"></span>i <span class="_ _7"></span>standardów <span class="_ _8"></span>międzynarodowych, <span class="_ _7"></span>w <span class="_ _7"></span>tym <span class="_ _7"></span>wytycznych <span class="_ _7"></span>Mię<span class="_ _1"></span>dzynarodowej </div><div class="t m0 x1 h2 ybd5 ff2 fs0 fc1 sc0 ls0 ws0">Organizacji Pracy (ILO). </div><div class="t m0 x1 h2 y5fd ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _a"></span>wymaga <span class="_ _4"></span>od <span class="_ _4"></span>swoich <span class="_ _4"> </span>partne<span class="_ _1"></span>rów <span class="_ _4"></span>biznesowych <span class="_ _a"></span>s<span class="_ _1"></span>tosowania <span class="_ _a"></span>się <span class="_ _4"></span>do <span class="_ _4"></span>ww. <span class="_ _4"></span>zasad, <span class="_ _a"></span>c<span class="_ _1"></span>o <span class="_ _a"></span>znajduje <span class="_ _4"> </span>odzwiercie<span class="_ _1"></span>dlenie <span class="_ _a"></span>w </div><div class="t m0 x1 h2 y1208 ff1 fs0 fc1 sc0 ls0 ws0">procedurach weryfikacji dostawców. <span class="ff2"> </span></div><div class="t m0 x1 h2 ye42 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>raportowanym <span class="_ _b"> </span>okres<span class="_ _1"></span>ie <span class="_ _b"> </span>nie <span class="_ _c"> </span>odnotowano <span class="_ _b"> </span>żadnych <span class="_ _b"> </span>pr<span class="_ _1"></span>zypadków <span class="_ _b"> </span>nieprzestrzegania <span class="_ _b"> </span>przez<span class="_ _1"></span> <span class="_ _b"> </span>Grupę <span class="_ _b"> </span>UNIMOT <span class="_ _c"> </span>ani <span class="_ _b"> </span>jej </div><div class="t m0 x1 h2 ye43 ff1 fs0 fc1 sc0 ls0 ws0">partnerów w <span class="_ _8"></span>ł<span class="_ _1"></span>ańcuchu wartości <span class="_ _8"></span>W<span class="_ _1"></span>ytycznych <span class="_ _0"></span>ONZ dotyczących biznesu i <span class="_ _8"></span>praw człowieka, Deklaracji <span class="_ _8"></span>Międ<span class="_ _1"></span>zynarodowej </div><div class="t m0 x1 h2 y707 ff1 fs0 fc1 sc0 ls0 ws0">Organizacji Pracy (MOP) dotyczącej podstawowych zasad i praw w pracy, ani Wytycznych OECD dla przedsiębiorstw </div><div class="t m0 x1 h2 y723 ff2 fs0 fc1 sc0 ls0 ws0">wielonarodowych. </div><div class="t m0 x1 h2 y725 ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienia wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y13e7 w6c h63"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y13e7 w6d h63"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 yb3d w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e yb3d w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S2 Pracownicy w łańcuchu wartości <span class="ff2"> </span></div></div><div class="c x1 y1c6 w6c h109"><div class="t m0 xb h2 y8fb ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e y1c6 w6d h109"><div class="t m0 x111 h2 y8fb ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo zatrudnienia<span class="ff2"> </span></div><div class="t m0 x111 h2 y463 ff2 fs0 fc1 sc0 ls0 ws0">Praca dzieci </div><div class="t m0 x111 h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Praca przymusowa </div><div class="t m0 x111 h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">Różnorodność<span class="ff2"> </span></div><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Równouprawnienie płci<span class="ff2"> </span></div><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Dialog społeczny<span class="ff2"> i rokowania zbiorowe </span></div><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Prywatność<span class="ff2"> </span></div></div><div class="c x1 y220 w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Ocena <span class="ff1">wpływu</span> </div></div><div class="c x7e y13e8 w6e h64"><div class="t m0 xb h2 ybc6 ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y220 w6d h64"><div class="t m0 x7f h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> rzeczywisty </div></div><div class="c x1 y12b6 w6c h19"><div class="t m0 xb h2 y5d5 ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y12b6 w6d h19"><div class="t m0 x111 h2 y5d5 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu ds. HR w UNIMOT S.A.<span class="ff2"> </span></div><div class="t m0 x111 h2 y5d6 ff2 fs0 fc1 sc0 ls0 ws0">Dyrektor ds. Relacji Inwestorskich i ESG <span class="_ _0"></span>w UNIMOT </div><div class="t m0 x111 h2 y9e ff2 fs0 fc1 sc0 ls0 ws0">S.A. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yd6c ff2 fs0 fca sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y426 ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnych temat<span class="ff1 ls2">ów</span> </div><div class="t m0 x1 h2 y13e9 ff1 fs0 fc5 sc0 ls0 ws0">Prawa człowieka w łańcuchu wartości<span class="ff2"> </span></div><div class="t m0 x1 h2 y809 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>ramach <span class="_ _b"> </span><span class="ff1">dbałości <span class="_ _b"> </span>o <span class="_ _b"> </span>przestrzeganie <span class="_ _b"> </span>praw <span class="_ _5"> </span>czł<span class="_ _1"></span>owieka <span class="_ _b"> </span>w <span class="_ _b"> </span>łańcuchu <span class="_ _b"> </span>wartości, <span class="_ _b"> </span>Grupa <span class="_ _b"> </span>UNIMOT <span class="_ _b"> </span>oczekuje <span class="_ _5"> </span>o<span class="_ _1"></span>d <span class="_ _5"> </span>s<span class="_ _1"></span>woich </span></div><div class="t m0 x1 h2 y80a ff1 fs0 fc1 sc0 ls0 ws0">partnerów biznesowych działań, opartych na najwyższych standardach etyki biznesowej oraz zgodnych z przepisami </div><div class="t m0 x1 h2 y80b ff1 fs0 fc1 sc0 ls0 ws0">prawa <span class="_ _6"></span>i <span class="_ _6"></span>obowiązującymi<span class="_ _1"></span> <span class="_ _6"></span>normami <span class="_ _6"></span>międzynarodowymi<span class="_ _1"></span><span class="ff2"> <span class="_ _6"></span></span>(Międzynarodowej <span class="_ _6"></span>Karcie <span class="_ _a"></span>Praw <span class="_ _6"></span>Czło<span class="_ _1"></span>wieka, <span class="_ _6"></span>na <span class="_ _6"></span>którą <span class="_ _6"></span>s<span class="_ _1"></span>kładają </div><div class="t m0 x1 h2 y80c ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _b"> </span>Powszechna <span class="_ _5"> </span>Deklaracja <span class="_ _b"> </span>Praw <span class="_ _b"> </span>Człowieka <span class="_ _5"> </span>ONZ, <span class="_ _b"> </span>Międzynaro<span class="_ _1"></span>dowy <span class="_ _5"> </span>Pakt <span class="_ _b"> </span>Praw <span class="_ _5"> </span>O<span class="_ _1"></span>bywatelskich <span class="_ _5"> </span>i <span class="_ _b"> </span>Politycznych <span class="_ _5"> </span>o<span class="_ _1"></span>raz </div><div class="t m0 x1 h2 y80d ff1 fs0 fc1 sc0 ls0 ws0">Międzynarodowy <span class="_ _5"> </span>P<span class="_ _1"></span>akt <span class="_ _5"> </span>Praw <span class="_ _b"> </span>G<span class="_ _1"></span>ospodarczych, <span class="_ _b"> </span>Społecznych <span class="_ _b"> </span>i <span class="_ _b"> </span>Kulturalnych, <span class="_ _b"> </span>Deklaracji <span class="_ _b"> </span>Międzynarodow<span class="_ _1"></span><span class="ff2">ej <span class="_ _b"> </span>Organizacji </span></div></div></div><div class="pi" ></div></div><div id="pfe3" class="pf w0 h0" ><div class="pc pce3 w0 h0"><img class="bi x9 y13ea w9 h212" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">227<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Pracy <span class="_ _8"></span>dotyczące<span class="_ _1"></span>j <span class="_ _8"></span>Podstawowych Zasad <span class="_ _8"></span>i <span class="_ _0"></span>Praw w <span class="_ _8"></span>Pracy <span class="_ _8"></span>odnos<span class="_ _1"></span>zącej się <span class="_ _8"></span>do 8 <span class="_ _8"></span>konwencji <span class="_ _0"></span>podstawowych <span class="_ _0"></span>MOP: <span class="_ _0"></span>nr <span class="_ _0"></span>29, <span class="_ _8"></span>87, </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">98, <span class="_ _4"></span>100, <span class="_ _4"></span>105, <span class="_ _4"></span>111, <span class="_ _4"></span>138<span class="_ _1"></span> <span class="_ _a"></span>i<span class="_ _1"></span> <span class="_ _a"></span>182<span class="_ _1"></span>, <span class="_ _4"></span>Wytycznymi <span class="_ _a"></span>ONZ<span class="_ _1"></span> <span class="_ _4"></span>dotyczącymi <span class="_ _4"> </span>biznesu <span class="_ _4"> </span>i<span class="_ _1"></span> <span class="_ _a"></span>praw<span class="_ _1"></span> <span class="_ _a"></span>czło<span class="_ _1"></span>wieka <span class="_ _4"></span>oraz <span class="_ _a"></span>Wyt<span class="_ _1"></span>ycznymi <span class="_ _a"></span>OECD)<span class="_ _6"></span><span class="ff2 ls2">. </span></div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">Starania <span class="_ _1"></span>te <span class="_ _1"></span>mają <span class="_ _1"></span>o<span class="_ _1"></span>dzwierciedlenie <span class="_ _1"></span>we <span class="_ _1"></span>wdrożonym <span class="_ _6"></span>w <span class="_ _1"></span>2022 <span class="_ _6"></span>roku <span class="_ _1"></span>Kodeksie <span class="_ _1"></span>Postępowania <span class="_ _1"></span>dla <span class="_ _1"></span>Partnerów <span class="_ _6"></span>Biznesowych </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _e"> </span>UNIMOT. <span class="_ _d"> </span>Kodeks <span class="_ _d"> </span>ma <span class="_ _d"> </span>na <span class="_ _e"> </span>c<span class="_ _1"></span>elu <span class="_ _d"> </span>rozwijanie <span class="_ _e"> </span>odpowiedzialnych <span class="_ _d"> </span>praktyk <span class="_ _e"> </span>bi<span class="_ _1"></span>znesowych <span class="_ _e"> </span>w<span class="_ _1"></span>śród <span class="_ _e"> </span>dostawców <span class="_ _d"> </span>i </div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">kontrahentów, <span class="_ _8"></span>a <span class="_ _7"></span>także <span class="_ _8"></span>postępowanie <span class="_ _7"></span>zgodne <span class="_ _8"></span>z <span class="_ _7"></span>w<span class="_ _1"></span>artościami <span class="_ _8"></span>Grupy <span class="_ _7"></span>UNIMOT, <span class="_ _8"></span>będąc <span class="_ _8"></span>jednym <span class="_ _7"></span>z <span class="_ _8"></span>filarów <span class="_ _8"></span>odpowiedzialnego </div><div class="t m0 x1 h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">biznesu  <span class="_ _1"></span>i <span class="_ _1"></span>zrównoważonego <span class="_ _1"></span>rozwoju w <span class="_ _1"></span>procesach <span class="_ _1"></span>zakupowych. <span class="_ _1"></span> Wytycza <span class="_ _1"></span>on <span class="_ _1"></span>standardy <span class="_ _1"></span>postępowania w <span class="_ _1"></span>odniesieniu </div><div class="t m0 x1 h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _4"></span>kwestii <span class="_ _4"> </span>związanych <span class="_ _5"> </span>z <span class="_ _4"></span>prawami <span class="_ _5"> </span>człowieka, <span class="_ _4"></span>prawami <span class="_ _4"> </span>prac<span class="_ _1"></span>owniczymi, <span class="_ _4"></span>kwestiami <span class="_ _4"></span>bezpieczeńs<span class="_ _1"></span>t<span class="_ _1"></span><span class="ff2">wa <span class="_ _4"></span>i <span class="_ _4"></span>higieny <span class="_ _4"></span>pracy, </span></div><div class="t m0 x1 h2 y763 ff1 fs0 fc1 sc0 ls0 ws0">zagadnieniami ochro<span class="_ _1"></span>ny ś<span class="_ _1"></span>rodowiska i <span class="_ _1"></span>zasadami <span class="_ _1"></span>uczciwoś<span class="_ _1"></span>ci <span class="_ _1"></span>w biznesie, <span class="_ _1"></span>w<span class="_ _1"></span> tym <span class="_ _1"></span>przeciwdziałania <span class="_ _1"></span>korupcji i <span class="_ _1"></span>na<span class="_ _1"></span>dużyciom </div><div class="t m0 x1 h2 y764 ff1 fs0 fc1 sc0 ls0 ws0">oraz przestrzegania międzynarodowych sankcji. <span class="ff2"> </span></div><div class="t m0 x1 h2 y149 ff1 fs0 fc1 sc0 ls0 ws0">Szczegółowe <span class="_ _6"></span>wymagania <span class="_ _1"></span>i <span class="_ _6"></span>oc<span class="_ _1"></span>zekiwania <span class="_ _1"></span>w <span class="_ _6"></span>sto<span class="_ _1"></span>sunku <span class="_ _1"></span>do<span class="_ _1"></span> <span class="_ _1"></span>dosta<span class="_ _1"></span>wców <span class="_ _6"></span>są <span class="_ _6"></span>zapisane <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _6"></span>Kodeksie, <span class="_ _6"></span>który <span class="_ _6"></span>dostępny <span class="_ _6"></span>jest <span class="_ _6"></span>na </div><div class="t m0 x1 h2 y14a ff2 fs0 fc1 sc0 ls0 ws0">stronie internetowej: <span class="fc9">https://www.unimot.pl/zrownowazony-rozwoj/licza-sie-ludzie/partnerzy-biznesowi</span><span class="ls2">. </span> </div><div class="t m0 x1 h2 y326 ff2 fs0 fc1 sc0 ls0 ws0">Zawarte <span class="_ _5"> </span>w <span class="_ _5"> </span>Kodeksie<span class="_ _1"></span> <span class="_ _5"> </span><span class="ff1">wytyczne <span class="_ _b"> </span>stanowią <span class="_ _5"> </span>podstawę <span class="_ _5"> </span>dla <span class="_ _b"> </span>etycznego <span class="_ _5"> </span>postę<span class="_ _1"></span>powania <span class="_ _4"> </span>w<span class="_ _1"></span>e <span class="_ _5"> </span>własnych <span class="_ _5"> </span>o<span class="_ _1"></span>peracjach <span class="_ _5"> </span>Grupy. </span></div><div class="t m0 x1 h2 yf3a ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _b"> </span>oczekuje <span class="_ _c"> </span>od <span class="_ _b"> </span>podmiotów, <span class="_ _b"> </span>z <span class="_ _c"> </span>którymi <span class="_ _b"> </span>łączy <span class="_ _b"> </span>firmę <span class="_ _c"> </span>relacja <span class="_ _b"> </span>biznesowa, <span class="_ _c"> </span>że <span class="_ _b"> </span>będą <span class="_ _b"> </span>kierować <span class="_ _c"> </span>się <span class="_ _b"> </span>tymi <span class="_ _c"> </span>samymi<span class="_ _8"></span> </div><div class="t m0 x1 h2 yf3b ff1 fs0 fc1 sc0 ls0 ws0">wartościami i tym samym przestrzegać postanowień Kodeksu.  <span class="ff2"> </span></div></div><div class="c x1 y1052 w3a h11d"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">S2-4   MDR-A<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yfed ff1 fs0 fc1 sc0 ls0 ws0">Proces <span class="_ _8"></span>wdrożenia <span class="_ _8"></span>Kodeksu <span class="_ _8"></span>partneró<span class="_ _1"></span>w <span class="_ _7"></span>bizneso<span class="_ _1"></span>wych <span class="_ _7"></span>spółe<span class="_ _1"></span>k <span class="_ _7"></span>z <span class="_ _8"></span>Grupy <span class="_ _0"></span>UNIMOT <span class="_ _8"></span>rozpoczął <span class="_ _8"></span>się <span class="_ _8"></span>pod k<span class="_ _0"></span>oniec <span class="_ _8"></span>2022 <span class="_ _8"></span>roku <span class="_ _8"></span>i <span class="_ _8"></span>trwa<span class="_ _1"></span> </div><div class="t m0 x1 h2 y10c1 ff2 fs0 fc1 sc0 ls0 ws0">dotychczas. W ramach procesu w 2024 roku: </div><div class="t m0 xa h11 y1b2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">do <span class="_ _e"> </span>umó<span class="_ _1"></span>w <span class="_ _e"> </span>zawieranych <span class="_ _d"> </span>z <span class="_ _d"> </span>dostawcami <span class="_ _e"> </span>zagranicznymi <span class="_ _d"> </span>w <span class="_ _d"> </span>ramach <span class="_ _d"> </span>procedury <span class="_ _d"> </span>weryfikacji <span class="_ _d"> </span>kontrahentów<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 ybd5 ff1 fs0 fc1 sc0 ls0 ws0">zmieniono <span class="_ _6"></span>zapisy <span class="_ _1"></span>Formularza <span class="_ _6"></span>RFI. <span class="_ _6"></span>W <span class="_ _6"></span>Formularzu <span class="_ _6"></span>dodano <span class="_ _1"></span>deklarację <span class="_ _6"></span>o <span class="_ _6"></span>zapoznaniu <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>z <span class="_ _6"></span>obowiązującymi <span class="_ _1"></span>w<span class="_ _1"></span> </div><div class="t m0 xc h2 y13eb ff1 fs0 fc1 sc0 ls0 ws0">Grupie  UNIMOT  wymogami  i  s<span class="_ _1"></span>tandardami  wyznaczonymi  przez  Kodeks  Pos<span class="_ _1"></span>tępowania  dla  Partnerów </div><div class="t m0 xc h2 y39c ff2 fs0 fc1 sc0 ls0 ws0">Biznesowych <span class="_ _17"> </span>Grupy <span class="_ _f"> </span>UNIMOT. <span class="_ _17"> </span><span class="ff1">Formularze <span class="_ _17"> </span>s<span class="_ _1"></span>ą <span class="_ _17"> </span>pozyskiwane <span class="_ _17"> </span>(w<span class="_ _1"></span>raz <span class="_ _17"> </span>z <span class="_ _17"> </span>dodatkową <span class="_ _17"> </span>doku<span class="_ _1"></span>mentacją) <span class="_ _17"> </span>od </span></div><div class="t m0 xc h2 y13ec ff1 fs0 fc1 sc0 ls0 ws0">kontrahentów <span class="_ _5"> </span>spoza <span class="_ _4"> </span>Polski, <span class="_ _5"> </span>z <span class="_ _5"> </span>którymi <span class="_ _4"></span>Gru<span class="_ _1"></span>pa <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>nawiązuje <span class="_ _5"> </span>współpracę, <span class="_ _5"> </span>z <span class="_ _5"> </span>wykluczeniem <span class="_ _5"> </span>transakcji </div><div class="t m0 xc h2 yb36 ff1 fs0 fc1 sc0 ls0 ws0">zawartych <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>k<span class="_ _1"></span>atalogu <span class="_ _1"></span>„zakup <span class="_ _a"></span>na <span class="_ _1"></span>potr<span class="_ _1"></span>zeby <span class="_ _1"></span>wł<span class="_ _1"></span>asne <span class="_ _6"></span>Unimot”. <span class="_ _1"></span>Każdy <span class="_ _6"></span>nowy<span class="_ _1"></span> <span class="_ _1"></span>kontrahent <span class="_ _6"></span>speł<span class="_ _1"></span>niający <span class="_ _1"></span>powyższ<span class="_ _6"></span><span class="ff2 ls16">e </span></div><div class="t m0 xc h2 y11eb ff2 fs0 fc1 sc0 ls0 ws0">war<span class="ff1">unki <span class="_ _b"> </span>dostarcza <span class="_ _c"> </span>formularz, <span class="_ _c"> </span>a <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>przypadku <span class="_ _c"> </span>kontrahentów <span class="_ _b"> </span>z<span class="_ _1"></span> <span class="_ _b"> </span>którymi <span class="_ _b"> </span>G<span class="_ _1"></span>rupa <span class="_ _b"> </span>ws<span class="_ _1"></span>półpracowała <span class="_ _b"> </span>przed <span class="_ _c"> </span>1. </span></div><div class="t m0 xc h2 y11ec ff2 fs0 fc1 sc0 ls0 ws0">s<span class="ff1">ierpnia <span class="_ _8"></span>2024 r. <span class="_ _8"></span>s<span class="_ _1"></span>ą <span class="_ _8"></span>one system<span class="_ _8"></span>atycznie pobierane. <span class="_ _8"></span>Z formularza <span class="_ _8"></span>korzystają <span class="ff2">zagraniczni <span class="_ _8"></span><span class="ff1">dosta<span class="_ _1"></span>wcy <span class="_ _8"></span>dla Spółek: </span></span></span></div><div class="t m0 xc h2 y11ed ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A., UNIMOT Paliwa oraz <span class="_ _0"></span>UNIMOT Commodities. <span class="_ _1"></span> </div><div class="t m0 xa h11 y7ce ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dla kontrahentów<span class="ff2"> </span>spółe<span class="_ _1"></span>k UNIMOT S.A. i UNIMOT Paliwa zarejestrowanych do portalu <span class="_ _1"></span><span class="ff2 ls16">eZ</span>amówień i <span class="ff2 ls16">eF<span class="ls0">aktur </span></span></span></span></div><div class="t m0 xc h2 y13ed ff1 fs0 fc1 sc0 ls0 ws0">dodano informację o koniec<span class="_ _1"></span>zności zapoznania się z Kodekse<span class="_ _1"></span>m wraz z odnośnikiem <span class="_ _1"></span>do Dokumentu. <span class="_ _1"></span>Każdy z </div><div class="t m0 xc h2 y1256 ff1 fs0 fc1 sc0 ls0 ws0">kontrahentów <span class="_ _8"></span>jest <span class="_ _8"></span>zobowiązany <span class="_ _7"></span>do p<span class="_ _0"></span>otwierdzenia <span class="_ _8"></span>zapoznania <span class="_ _8"></span>się <span class="_ _8"></span>z <span class="_ _8"></span>Kodeksem<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span><span class="ff1">pod <span class="_ _7"></span>ry<span class="_ _1"></span>gorem <span class="_ _8"></span>braku <span class="_ _7"></span>mo<span class="_ _1"></span>żliwości </span></span></div><div class="t m0 xc h2 y13ee ff1 fs0 fc1 sc0 ls0 ws0">pobrania faktury lub zamówienia z systemu.<span class="ff2"> </span></div><div class="t m0 x1 h2 y13d1 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>2024 <span class="_ _b"> </span>roku <span class="_ _c"> </span>dokonano <span class="_ _c"> </span>aktu<span class="_ _1"></span>alizacji <span class="_ _b"> </span>Polityki <span class="_ _c"> </span>Poszanowania <span class="_ _c"> </span>Praw <span class="_ _c"> </span>Człowieka <span class="_ _c"> </span>Grupy <span class="_ _c"> </span>UNIMOT. <span class="_ _c"> </span>Dokument <span class="_ _c"> </span>stanowi </div><div class="t m0 x1 h2 y13d2 ff1 fs0 fc1 sc0 ls0 ws0">zobowiązanie <span class="_ _4"> </span>i <span class="_ _b"> </span>określa<span class="ff2"> <span class="_ _5"> </span></span>kierunki <span class="_ _5"> </span>działania <span class="_ _5"> </span>Gru<span class="_ _1"></span>py, <span class="_ _4"> </span>z <span class="_ _5"> </span>uw<span class="_ _1"></span>zględnieniem <span class="_ _5"> </span>aspektów<span class="_ _1"></span> <span class="_ _4"></span>etycznych <span class="_ _b"> </span>i <span class="_ _4"></span>biznesowych,<span class="_ _1"></span> <span class="_ _4"></span>w <span class="_ _b"> </span>całym </div><div class="t m0 x1 h2 y13ef ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu <span class="_ _4"></span>wartości <span class="_ _5"> </span>w <span class="_ _4"></span>zakresie <span class="_ _4"></span>poszanowania <span class="_ _4"></span>praw <span class="_ _5"> </span>człowieka. <span class="_ _4"></span>Od <span class="_ _4"> </span>partnerów<span class="_ _1"></span> <span class="_ _4"></span>biznesowych <span class="_ _4"></span>Grupy <span class="_ _4"></span>UNIMOT, <span class="_ _5"> </span>w <span class="_ _4"></span>tym </div><div class="t m0 x1 h2 yf9e ff1 fs0 fc1 sc0 ls0 ws0">dostawców <span class="_ _6"></span>i <span class="_ _a"></span>podwykonawców, <span class="_ _1"></span>oc<span class="_ _1"></span>zekuje <span class="_ _1"></span>się<span class="_ _1"></span>, <span class="_ _6"></span>że <span class="_ _6"></span>swoją <span class="_ _6"></span>działalność <span class="_ _a"></span>będą <span class="_ _a"></span>prowadzić <span class="_ _1"></span>zgodnie <span class="_ _a"></span>z <span class="_ _6"></span>zapisami <span class="_ _6"></span>Polityki <span class="_ _6"></span>oraz </div><div class="t m0 x1 h2 yf9f ff1 fs0 fc1 sc0 ls0 ws0">zapewnią <span class="_ _1"></span>poszanowanie <span class="_ _6"></span>uznanych <span class="_ _1"></span>międzynarodowych <span class="_ _1"></span>s<span class="_ _1"></span>tandardów <span class="_ _1"></span>ochrony <span class="_ _1"></span>p<span class="_ _1"></span>raw <span class="_ _1"></span>człowieka. <span class="_ _6"></span>Polity<span class="_ _1"></span><span class="ff2">ka <span class="_ _6"></span>Poszanowania </span></div><div class="t m0 x1 h2 yfa0 ff1 fs0 fc1 sc0 ls0 ws0">Praw <span class="_ _e"> </span>Człowieka <span class="_ _e"> </span>dostępna <span class="_ _e"> </span>jest <span class="_ _e"> </span>na <span class="_ _e"> </span>stro<span class="_ _1"></span>nie <span class="_ _e"> </span>internetowej: <span class="_ _d"> </span><span class="ff2 fc9">https://www.unimot.pl/zrownowazony-rozwoj/polityka-</span></div><div class="t m0 x1 h2 yfa1 ff2 fs0 fc9 sc0 ls0 ws0">esg/prawa-czlowieka<span class="fc1 ls2">. <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y1200 ff1 fs0 fc5 sc0 ls0 ws0">Dialog społeczny i rokowania zbiorowe<span class="ff2"> </span></div><div class="t m0 x1 h2 y803 ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _a"></span>mocy <span class="_ _a"></span>Kodeksu <span class="_ _a"></span>Postępowania <span class="_ _6"></span>dla <span class="_ _a"></span>Partnerów<span class="_ _1"></span> <span class="_ _a"></span>Biznesowych, <span class="_ _a"></span>Grupa <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>oc<span class="_ _1"></span>zekuje <span class="_ _a"></span>od <span class="_ _a"></span>partnerów <span class="_ _a"></span>uznawania <span class="_ _a"></span>i </div><div class="t m0 x1 h2 yfae ff1 fs0 fc1 sc0 ls0 ws0">szanowania <span class="_ _e"> </span>pr<span class="_ _1"></span>awa <span class="_ _d"> </span>pracowników <span class="_ _e"> </span>do <span class="_ _d"> </span>swobodnego <span class="_ _d"> </span>zrzeszania <span class="_ _d"> </span>się, <span class="_ _d"> </span>organizowana <span class="_ _d"> </span>oraz <span class="_ _d"> </span>prowadzenia <span class="_ _d"> </span>negocjacji </div><div class="t m0 x1 h2 yfa3 ff1 fs0 fc1 sc0 ls0 ws0">zbiorowych w sposób zgodny z obowiązującym pra<span class="_ _8"></span>w<span class="_ _1"></span>em.<span class="ff2"> </span></div><div class="t m0 x1 h2 yd01 ff1 fs0 fc1 sc0 ls0 ws0">W raportowanym okres<span class="_ _1"></span>ie Grupa UNIMOT <span class="_ _1"></span>nie weryfikowała w<span class="_ _1"></span>śród swoich <span class="_ _1"></span>partnerów biznesowych s<span class="_ _1"></span>topnia spełnienia </div><div class="t m0 x1 h2 y19c ff1 fs0 fc1 sc0 ls0 ws0">powyższych oczekiwań. W 2025 <span class="_ _1"></span>roku Grupa opracuje p<span class="_ _1"></span>lan audytu wśród partnerów<span class="_ _1"></span> biznesowych, w którym zostaną </div><div class="t m0 x1 h2 y450 ff2 fs0 fc1 sc0 ls0 ws0">zaadresowane ww. kwestie.  </div><div class="t m0 x1 h2 yfa5 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y7db ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><span class="d m1" style="border-style:none;position:absolute;left:294.000000px;bottom:1227.200000px;width:329.300000px;height:22.490000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:606.320000px;bottom:532.820000px;width:223.490000px;height:12.500000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:487.840000px;width:87.060000px;height:22.490000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pfe4" class="pf w0 h0" ><div class="pc pce4 w0 h0"><img class="bi x9 y4c w138 h213" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">228<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc5 sc0 ls0 ws0">Prywatność<span class="ff2"> </span></div><div class="t m0 x1 h2 y7 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _6"></span>z<span class="_ _1"></span> <span class="_ _6"></span>Kodeksem <span class="_ _a"></span>Partnerów <span class="_ _a"></span>Biznesow<span class="_ _1"></span>ych, <span class="_ _6"></span>Grupa <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>oczekuje <span class="_ _a"></span>od <span class="_ _6"></span>partnerów<span class="_ _1"></span> <span class="_ _6"></span>biznes<span class="_ _1"></span>owych <span class="_ _6"></span>przestrzegania </div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">wszystkich <span class="_ _8"></span>obowiązujących <span class="_ _8"></span>zasad <span class="_ _8"></span>ochrony <span class="_ _8"></span>danych <span class="_ _8"></span>os<span class="_ _1"></span>obowych <span class="_ _7"></span>i <span class="_ _8"></span>w<span class="_ _1"></span>ykorzystywania <span class="_ _7"></span>d<span class="_ _1"></span>anych <span class="_ _7"></span>os<span class="_ _1"></span>obowych <span class="_ _8"></span>tylko <span class="_ _8"></span>wtedy, <span class="_ _8"></span>gdy </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">jest to zgodne z prawem i niezbędne do reali<span class="_ _0"></span>zacji uzasadnionych celów bi<span class="ff2">zne<span class="_ _1"></span>sowych. </span></div><div class="t m0 x1 h2 y11b ff1 fs0 fc1 sc0 ls0 ws0">Więcej <span class="_ _b"> </span>informacji <span class="_ _b"> </span>na <span class="_ _b"> </span>temat<span class="_ _1"></span> <span class="_ _b"> </span>ochrony <span class="_ _b"> </span>prywatności <span class="_ _b"> </span>praco<span class="_ _1"></span>wników <span class="_ _b"> </span>w <span class="_ _b"> </span>łańcuchu <span class="_ _b"> </span>w<span class="_ _1"></span>artości <span class="_ _b"> </span>zaprezentowano <span class="_ _b"> </span>w <span class="_ _b"> </span>ramach </div><div class="t m0 x1 h2 y794 ff2 fs0 fc1 sc0 ls0 ws0">ujawnienia <span class="_ _b"> </span>S<span class="_ _1"></span>1-<span class="ff1">3 <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>części <span class="_ _c"> </span>3.1.6. <span class="_ _c"> </span>Bezpieczne <span class="_ _c"> </span>i <span class="_ _b"> </span>ergonomiczne<span class="_ _1"></span> <span class="_ _b"> </span>ś<span class="_ _1"></span>rodowisko <span class="_ _b"> </span>pracy  </span>- <span class="_ _b"> </span><span class="ff1">Prywatność<span class="_ _1"></span> <span class="_ _c"> </span></span>- <span class="_ _b"> </span>ochro<span class="_ _1"></span>na <span class="_ _b"> </span>danych </div><div class="t m0 x1 h2 y795 ff2 fs0 fc1 sc0 ls0 ws0">osobowych. </div></div><div class="c x1 yd93 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">S2-5   MDR-T   <span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1270 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>2025 <span class="_ _c"> </span>roku <span class="_ _b"> </span>planowana <span class="_ _b"> </span>je<span class="_ _1"></span>st <span class="_ _b"> </span>aktualizacja <span class="_ _b"> </span>Kodeksu <span class="_ _c"> </span>Postępowania <span class="_ _c"> </span>dla <span class="_ _b"> </span>Partnerów <span class="_ _c"> </span>Biznesowych <span class="_ _c"> </span>Grupy <span class="_ _5"> </span>UNIMOT <span class="_ _c"> </span>i </div><div class="t m0 x1 h2 y1089 ff1 fs0 fc1 sc0 ls0 ws0">włączenie w ten proces przedstawicieli pra<span class="_ _0"></span>cowników z łańcucha wartości. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y1241 ff1 fs0 fc1 sc0 ls0 ws0">Po aktualizacji od bezpośrednich partnerów biznesowych Grup<span class="_ _0"></span>a UNIMOT będzie wymagała:<span class="ff2"> </span></div><div class="t m0 xa h11 yfea ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrożenia standardów zawartych w Kodeksie we własną dz<span class="_ _0"></span>iałalność biznesową oraz w działalność swoich </span></span></div><div class="t m0 xc h2 y5d ff1 fs0 fc1 sc0 ls0 ws0">poddostawców oraz wykazanie tych działań; <span class="ff2"> </span></div><div class="t m0 xa h11 yfeb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zgłaszania zdarzeń powodujących naruszenie Kodeksu;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yfec ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">podejmowania stosownych działań naprawczych<span class="ff2"> i prewencyjnych. </span></span></span></div><div class="t m0 x1 h2 yfed ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y10c1 ff1 fs0 fc1 sc0 ls0 ws0">Powyższe <span class="_ _4"></span>pozwoli <span class="_ _a"></span>Grupie <span class="_ _4"></span>UNIMOT <span class="_ _4"> </span>na <span class="_ _4"></span>peł<span class="_ _1"></span><span class="ff2">niejsze <span class="_ _4"></span></span>zarządzanie <span class="_ _4"></span>swoim <span class="_ _4"></span>wpływem <span class="_ _4"></span>w <span class="_ _4"></span>łańcuchu <span class="_ _4"></span>wartości, <span class="_ _4"></span>wyznaczanie </div><div class="t m0 x1 h2 yc4f ff1 fs0 fc1 sc0 ls0 ws0">celów w stosunku do ka<span class="_ _0"></span>żdej z istotnych kwestii zrównoważonego rozwoju i mierników ich r<span class="_ _8"></span>ealizacji. Działanie będzie </div><div class="t m0 x1 h2 y13f0 ff1 fs0 fc1 sc0 ls0 ws0">miało również na celu przejęcie większej kontroli nad op<span class="_ _0"></span>eracjami Grupy w jej łańc<span class="_ _1"></span>uchu wartości. <span class="ff2"> </span></div><div class="t m0 x1 h2 y13f1 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y184 ff2 fs0 fc1 sc0 ls0 ws0">Celem <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>UNIMOT <span class="_ _c"> </span><span class="ff1">jest <span class="_ _c"> </span>również</span> <span class="_ _c"> </span><span class="ff1">opracowanie <span class="_ _b"> </span>planu <span class="_ _b"> </span>a<span class="_ _1"></span>udytu <span class="_ _b"> </span>wśród <span class="_ _c"> </span>bezpośrednich <span class="_ _b"> </span>p<span class="_ _1"></span>artnerów <span class="_ _b"> </span>biznesow<span class="_ _1"></span>ych</span> <span class="_ _b"> </span><span class="ls13">w </span></div><div class="t m0 x1 h2 y11a1 ff1 fs0 fc1 sc0 ls0 ws0">zakresie <span class="_ _4"></span>kwestii <span class="_ _4"></span>istotnych <span class="_ _a"></span>związanych <span class="_ _4"></span>ze <span class="_ _4"></span>zrównoważonym <span class="_ _4"></span>rozwojem<span class="_ _1"></span><span class="ff2 ls2">. <span class="_ _4"></span></span>Plany <span class="_ _a"></span>audytowe <span class="_ _4"></span>zostaną <span class="_ _4"></span>zaprezentowane <span class="_ _4"></span>w </div><div class="t m0 x1 h2 y11a2 ff1 fs0 fc1 sc0 ls0 ws0">kolejnym <span class="_ _10"> </span>Sprawozdaniu <span class="_ _10"> </span>Zrówno<span class="_ _1"></span>ważonego <span class="_ _10"> </span>Rozwoju <span class="_ _10"> </span>Grupy, <span class="_ _10"> </span>a <span class="_ _10"> </span>wyni<span class="_ _1"></span>ki <span class="_ _10"> </span>pierwszych <span class="_ _10"> </span>a<span class="_ _1"></span>udytów <span class="_ _f"> </span>w<span class="_ _1"></span> <span class="_ _10"> </span>dokumencie </div><div class="t m0 x1 h2 y11a3 ff1 fs0 fc1 sc0 ls0 ws0">prezentującym ujawnienia za 2026 rok.<span class="ff2"> </span></div><div class="t m0 x1 h2 y11ec ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _0"></span>roku 52,18% <span class="_ _8"></span>wszystkic<span class="_ _1"></span>h <span class="_ _8"></span>krajowych <span class="ff1">partnerów biznesowych <span class="_ _8"></span>spół<span class="_ _1"></span><span class="ff2 ls5">ki<span class="ls0"> UN<span class="_ _0"></span>IMOT Pali<span class="_ _0"></span>wa oraz <span class="_ _0"></span>5,24% UN<span class="_ _0"></span>IMOT S.A. </span></span></span></div><div class="t m0 x1 h2 y11ed ff1 fs0 fc1 sc0 ls0 ws0">potwierdziło <span class="_ _d"> </span>zapoznanie <span class="_ _d"> </span>się <span class="_ _19"> </span>z <span class="_ _d"> </span>Kodeksem <span class="_ _d"> </span>Postępowania <span class="_ _19"> </span>dla <span class="_ _d"> </span>Partnerów <span class="_ _d"> </span>Biznes<span class="_ _1"></span>owych <span class="_ _d"> </span>Grupy <span class="_ _d"> </span>UNIMOT. <span class="_ _d"> </span>Celem </div><div class="t m0 x1 h2 y7ce ff1 fs0 fc1 sc0 ls0 ws0">wyznaczonym <span class="_ _8"></span>przez <span class="_ _8"></span>Grupę do <span class="_ _8"></span>osiągnięcia <span class="_ _8"></span>w p<span class="_ _8"></span>e<span class="_ _1"></span>rspektywie <span class="_ _8"></span>5 <span class="_ _8"></span>lat jest <span class="_ _7"></span>100% p<span class="_ _0"></span>artnerów <span class="_ _8"></span>bizneso<span class="_ _1"></span>wych, <span class="_ _8"></span>którzy <span class="_ _8"></span>potwierdzili </div><div class="t m0 x1 h2 y13ed ff1 fs0 fc1 sc0 ls0 ws0">zapoznanie się z Kodeksem.<span class="ff2">  </span></div><div class="t m0 x1 h2 y13cf ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>poniższych <span class="_ _6"></span>tabelach <span class="_ _6"></span>zes<span class="_ _1"></span>tawiono <span class="_ _6"></span>dane <span class="_ _6"></span>liczbowe <span class="_ _a"></span>klientów, <span class="_ _1"></span>którzy <span class="_ _a"></span>potwierdzili <span class="_ _1"></span>z<span class="_ _1"></span>apoznanie <span class="_ _6"></span>się <span class="_ _a"></span>z <span class="_ _1"></span>Kode<span class="_ _1"></span>ksem <span class="_ _6"></span>w <span class="_ _6"></span>2024 </div><div class="t m0 x1 h2 y13d0 ff2 fs0 fc1 sc0 ls0 ws0">roku.  </div></div><div class="c x1 ybfe w139 h214"><div class="t m0 xd h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">Liczba klientów UNIMOT Paliwa<span class="ff2"> </span></div></div><div class="c x13b ybfe w13a h214"><div class="t m0 xd h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0">Liczba klientów akceptujących <span class="ff2"> </span></div></div><div class="c x13c ybfe w13b h214"><div class="t m0 xd h2 y1d8 ff2 fs0 fc1 sc0 ls0 ws0">% akceptacji </div></div><div class="c x1 y106c w139 h31"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">2085<span class="ls0"> </span></div></div><div class="c x13b y106c w13a h31"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">1088<span class="ls0"> </span></div></div><div class="c x13c y106c w13b h31"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">52,18% </div></div><div class="c x1 yc9c w139 h31"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">64<span class="ls0"> </span></div></div><div class="c x13b yc9c w13a h31"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">27<span class="ls0"> </span></div></div><div class="c x13c yc9c w13b h31"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">42,19% </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y423 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _5"> </span>3-<span class="ls1f">38</span><span class="ff1">. <span class="_ _5"> </span>Dane<span class="_ _1"></span> <span class="_ _5"> </span>liczbowe <span class="_ _b"> </span>klientów <span class="_ _5"> </span>Spółki <span class="_ _b"> </span>UNIMOT <span class="_ _5"> </span>Paliwa <span class="_ _5"> </span>akceptujących <span class="_ _b"> </span>Kodeks <span class="_ _c"> </span>Postępowania <span class="_ _4"></span>dla <span class="_ _b"> </span>Partnerów </span></div><div class="t m2 x1 h1d y3f ff2 fs5 fc1 sc0 ls0 ws0">Biznesowych Grupy UNIMOT. </div></div><div class="c x1 ybc9 w139 h6f"><div class="t m0 xd h2 y1d3 ff1 fs0 fc1 sc0 ls0 ws0">Liczba klientów UNIMOT S.A.<span class="ff2 fc18"> </span></div></div><div class="c x13b ybc9 w13a h6f"><div class="t m0 xd h2 y1d3 ff1 fs0 fc1 sc0 ls0 ws0">Liczba klientów akceptujących<span class="ff2 fc18"> </span></div></div><div class="c x13c ybc9 w13b h6f"><div class="t m0 xd h2 y1d3 ff2 fs0 fc1 sc0 ls0 ws0">% akceptacji<span class="fc18"> </span></div></div><div class="c x1 y13f2 w139 h31"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">2156<span class="ls0"> </span></div></div><div class="c x13b y13f2 w13a h31"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls1 ws0">113<span class="ls0"> </span></div></div><div class="c x13c y13f2 w13b h31"><div class="t m0 xd h2 y9 ff2 fs0 fc1 sc0 ls0 ws0">5,24% </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y131b ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _c"> </span>3-39<span class="ff1">.<span class="_ _1"></span> <span class="_ _9"> </span>Dane <span class="_ _c"> </span>liczbowe<span class="_ _1"></span> <span class="_ _9"> </span>klientów <span class="_ _9"> </span>Spółki <span class="_ _c"> </span>UNIMOT <span class="_ _9"> </span>S.A. <span class="_ _9"> </span>akceptujących <span class="_ _9"> </span>Kodeks <span class="_ _9"> </span>Postępowania <span class="_ _9"> </span>dla <span class="_ _9"> </span>Partnerów </span></div><div class="t m2 x1 h1d ye48 ff2 fs5 fc1 sc0 ls0 ws0">Biznesowych Grupy UNIMOT. </div><div class="t m0 x1 h2 y488 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>2025 <span class="_ _6"></span>roku, <span class="_ _1"></span>Grupa <span class="_ _1"></span>w<span class="_ _1"></span>droży <span class="_ _1"></span>i <span class="_ _6"></span>będzie <span class="_ _1"></span>monitorować <span class="_ _6"></span>system <span class="_ _1"></span>zapoznawania <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _1"></span>Kodeksem <span class="_ _6"></span>wśród <span class="_ _1"></span>Spółek, <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>których <span class="_ _1"></span>nie </div><div class="t m0 x1 h2 y537 ff1 fs0 fc1 sc0 ls0 ws0">funkcjonują portale eZamówień i eFak<span class="_ _0"></span>tur.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 ye33 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1b ws0">MDR<span class="ls0">-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y13f3 ff1 fs0 fc1 sc0 ls0 ws0">Celem <span class="_ _a"></span>wyznaczonym <span class="_ _4"></span>przez <span class="_ _a"></span>Grupę <span class="_ _4"></span>do <span class="_ _a"></span>osiągnięcia <span class="_ _a"></span>w <span class="_ _4"></span>perspektywie <span class="_ _a"></span>5 <span class="_ _4"></span>lat <span class="_ _a"></span>jest <span class="_ _5"> </span>100% <span class="_ _a"></span>partne<span class="_ _1"></span>rów <span class="_ _a"></span>biznesowych, <span class="_ _4"></span>którzy </div><div class="t m0 x1 h2 yaab ff1 fs0 fc1 sc0 ls0 ws0">potwierdzili zapoznanie się z Kodeksem<span class="ff2"> i zadeklarowali stosowanie zawarty<span class="_ _0"></span>ch w nim zasad. </span></div></div></div><div class="pi" ></div></div><div id="pfe5" class="pf w0 h0" ><div class="pc pce5 w0 h0"><img class="bi x9 y13f4 w9 h215" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">229<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _17"> </span>nie <span class="_ _17"> </span>wdrożyła <span class="_ _17"> </span>systemowego <span class="_ _17"> </span>mechanizmu <span class="_ _17"> </span>weryfikacji <span class="_ _17"> </span>oświadczeń <span class="_ _17"> </span>wykonawców <span class="_ _17"> </span>i <span class="_ _17"> </span>podwykonawców <span class="_ _17"> </span>o </div><div class="t m0 x1 h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">przestrzeganiu <span class="_ _d"> </span>Kodeks<span class="_ _1"></span>u <span class="_ _19"> </span><span class="ff1">Postępowania</span> <span class="_ _19"> </span><span class="ff1">oraz <span class="_ _19"> </span>Polityki <span class="_ _19"> </span>Poszanowania <span class="_ _19"> </span>Praw <span class="_ _19"> </span>Człowieka</span><span class="ls2">. <span class="_ _17"> </span></span><span class="ff1">Miernikiem <span class="_ _d"> </span>skutec<span class="_ _1"></span>zności<span class="_ _8"></span> </span></div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">prowadzonych <span class="_ _a"></span>w <span class="_ _a"></span>2024 <span class="_ _a"></span>roku <span class="_ _a"></span>działań <span class="_ _a"></span>była <span class="_ _a"></span>liczba <span class="_ _a"></span>skarg <span class="_ _a"></span>podmiotów <span class="_ _a"></span>zewnętrznych <span class="_ _a"></span>dotyczących <span class="_ _a"></span>naruszeń <span class="_ _a"></span>w <span class="_ _a"></span>obszarze </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">etyki <span class="_ _5"> </span>i <span class="_ _b"> </span>praw <span class="_ _b"> </span>czło<span class="_ _1"></span>wieka<span class="ff2"> <span class="_ _b"> </span></span>skierowanych <span class="_ _b"> </span>bezpośrednio <span class="_ _b"> </span>do <span class="_ _b"> </span>Grupy <span class="_ _5"> </span>UNIMOT<span class="_ _1"></span>. <span class="_ _b"> </span>W <span class="_ _b"> </span>2024 <span class="_ _b"> </span>r. <span class="_ _b"> </span>nie<span class="_ _1"></span> <span class="_ _5"> </span>odnotowano <span class="_ _b"> </span>przypadków<span class="ff2"> </span></div><div class="t m0 x1 h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">naruszeń <span class="_ _b"> </span>związanych <span class="_ _5"> </span>z <span class="_ _b"> </span>prawami <span class="_ _b"> </span>człowieka <span class="_ _b"> </span>w <span class="_ _b"> </span>łańcuchu <span class="_ _b"> </span>wartości <span class="_ _b"> </span>niższego <span class="_ _b"> </span>i <span class="_ _5"> </span>w<span class="_ _1"></span>yższego <span class="_ _5"> </span>szc<span class="_ _1"></span>zebla, <span class="_ _5"> </span>nie <span class="_ _b"> </span>odnotowano </div><div class="t m0 x1 h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">również<span class="ff2 ls4e">  </span>skarg <span class="_ _6"></span>dotyczących <span class="_ _a"></span>naruszeń <span class="_ _a"></span>w <span class="_ _6"></span>kwestiach <span class="_ _a"></span>bezpieczeństwa <span class="_ _a"></span>zatrudnienia, <span class="_ _6"></span>pracy <span class="_ _a"></span>dzieci, <span class="_ _6"></span>pracy <span class="_ _a"></span>przymusowej, </div><div class="t m0 x1 h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">równouprawnienia płci, dialogu społecznego i rokowań zb<span class="_ _0"></span>iorowych. <span class="ff2"> </span></div><div class="t m0 x1 h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">W przypadku ujawnienia przyp<span class="_ _1"></span>adku łamania praw człowieka, <span class="_ _1"></span>Grupa ma prawo wykorzystać <span class="_ _1"></span>powszechnie stosowane </div><div class="t m0 x1 h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">narzędzia służące do naprawy sytuacji, poprzez zgłoszenie<span class="_ _1"></span> do Państwowej Inspekcji Pracy, do organów śc<span class="_ _1"></span>igania itp<span class="_ _0"></span>. </div><div class="t m0 x1 h2 y149 ff1 fs0 fc1 sc0 ls0 ws0">Grupa może również wykluczyć taki podmiot z przyszłych przetargów. <span class="ff2 fc5"> </span></div></div><div class="c x1 y13f5 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S2<span class="ls0">-1   MDR-P </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y588 ff1 fs0 fc5 sc0 ls0 ws0">Bezpieczeństwo i higiena pracy w łańcuchu wartości<span class="ff2"> </span></div><div class="t m0 x1 h2 y5d ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienie wynikające z bada<span class="_ _0"></span>nia podwójnej istotności<span class="ff2 fc5"> </span></div></div><div class="c x1 y13f6 w6c h63"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y13f6 w6d h63"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 yb5a w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e yb5a w6d h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S2 Pracownicy w łańcuchu wartości <span class="ff2"> </span></div></div><div class="c x1 y13f7 w6c h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Temat istotny </div></div><div class="c x7e y13f7 w6d h5b"><div class="t m0 x111 h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo i higiena pracy<span class="ff2"> </span></div><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Szkolenia i rozwój umiejętności<span class="ff2"> </span></div></div><div class="c x1 yc16 w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y13f8 w6e hf4"><div class="t m0 xb h2 y122f ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e yc16 w6d hf4"><div class="t m0 x7f h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> rzeczywisty </div></div><div class="c x1 yfdc w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e yfdc w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu ds. HR w UNIMOT S.A.<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y415 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y13f9 ff1 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnych tematów<span class="ff2"> </span></div><div class="t m0 x1 h2 yc69 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _a"></span>z <span class="_ _4"></span>badaniem <span class="_ _a"></span>podwójn<span class="_ _1"></span>ej <span class="_ _a"></span>istotności <span class="_ _4"></span>Grupa <span class="_ _a"></span>identyfikuje,<span class="_ _1"></span> <span class="_ _a"></span>że <span class="_ _a"></span>jej <span class="_ _4"></span>istotnym <span class="_ _a"></span>od<span class="_ _1"></span>działywaniem <span class="_ _a"></span>na <span class="_ _4"></span>pracowników <span class="_ _4"></span>w </div><div class="t m0 x1 h2 ydd1 ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu <span class="_ _a"></span>wartośc<span class="_ _1"></span>i <span class="_ _a"></span>jest <span class="_ _a"></span>zapewnienie <span class="_ _4"></span>bezpieczeństwa <span class="_ _a"></span>i <span class="_ _a"></span>higieny <span class="_ _4"></span>pracy<span class="ff2">.<span class="_ _1"></span> <span class="_ _a"></span>W <span class="_ _4"></span>celu <span class="_ _a"></span>zapewnienia <span class="_ _4"></span>odpowiedniego <span class="_ _a"></span>poziomu </span></div><div class="t m0 x1 h2 yd10 ff1 fs0 fc1 sc0 ls0 ws0">prewencji <span class="_ _4"></span>niepożądanych <span class="_ _a"></span>zdar<span class="_ _1"></span>zeń <span class="_ _a"></span>Grupa <span class="_ _4"></span>UNIMOT <span class="_ _4"> </span>posiada <span class="_ _4"> </span>w<span class="_ _1"></span>drożone <span class="_ _a"></span>i <span class="_ _4"></span>sto<span class="_ _1"></span>sowane <span class="_ _a"></span>polityki <span class="_ _4"></span>i <span class="_ _4"></span>procedury <span class="_ _4"></span>(opisane <span class="_ _4"></span>w </div><div class="t m0 x1 h2 y34b ff2 fs0 fc1 sc0 ls0 ws0">ujawnieniu <span class="_ _6"></span>S2-<span class="ff1">1), <span class="_ _a"></span>a <span class="_ _6"></span>także <span class="_ _a"></span>rozwija <span class="_ _6"></span>polityki <span class="_ _a"></span>i <span class="_ _6"></span>programy<span class="_ _1"></span> <span class="_ _6"></span>wspierające <span class="_ _6"></span>z<span class="_ _1"></span>arządzanie <span class="_ _6"></span>obszarem <span class="_ _a"></span>pracowników <span class="_ _6"></span>w <span class="_ _6"></span>łańcuc<span class="_ _1"></span>hu<span class="_ _1"></span></span> </div><div class="t m0 x1 h2 y13fa ff1 fs0 fc1 sc0 ls0 ws0">wartości. <span class="ff2"> </span></div><div class="t m0 x1 h2 ye60 ff1 fs0 fc1 sc0 ls0 ws0">Polityka dotycząca BHP<span class="_ _1"></span> pracowników w <span class="_ _1"></span>łańcuchu wartośc<span class="_ _1"></span>i jest tożsama z <span class="_ _1"></span>polityką opisaną w<span class="_ _1"></span>e wskaźniku ESRS <span class="_ _1"></span>S2<span class="_ _1"></span><span class="ff2">-<span class="lsd">1 </span></span></div><div class="t m0 x1 h2 y106b ff1 fs0 fc1 sc0 ls0 ws0">powyżej. <span class="_ _7"></span>Jej <span class="_ _8"></span>celem <span class="_ _8"></span>jest <span class="_ _7"></span>zminim<span class="_ _1"></span>alizowanie <span class="_ _7"></span>wypadków <span class="_ _8"></span>przy <span class="_ _7"></span>pr<span class="_ _1"></span>acy<span class="_ _1"></span><span class="ff2">, <span class="_ _7"></span>poprzez <span class="_ _8"></span>budowanie <span class="_ _7"></span>kultur<span class="_ _1"></span>y <span class="_ _7"></span>BHP <span class="_ _8"></span>i <span class="_ _8"></span>systemu <span class="_ _8"></span>prewencji. </span></div><div class="t m0 x1 h2 y13fb ff1 fs0 fc1 sc0 ls0 ws0">Pracownicy <span class="_ _c"> </span>firm <span class="_ _9"> </span>zewnętrznych <span class="_ _c"> </span>w<span class="_ _1"></span>ykonujących <span class="_ _c"> </span>pracę <span class="_ _9"> </span>na <span class="_ _c"> </span>rz<span class="_ _1"></span>ecz <span class="_ _c"> </span>Spółek <span class="_ _9"> </span>z <span class="_ _c"> </span>Grupy <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span>objęci <span class="_ _c"> </span>są <span class="_ _9"> </span>procedurami, </div><div class="t m0 x1 h2 y13fc ff1 fs0 fc1 sc0 ls0 ws0">zarządzeniami <span class="_ _a"></span>i <span class="_ _a"></span>proces<span class="_ _1"></span>ami <span class="_ _a"></span>wynikającymi <span class="_ _a"></span>ze <span class="_ _a"></span>s<span class="_ _1"></span>pecyfiki <span class="_ _a"></span>pracy <span class="_ _a"></span>w <span class="_ _4"></span>danej <span class="_ _a"></span>Spółce <span class="_ _a"></span>i <span class="_ _4"></span>na <span class="_ _a"></span>danym <span class="_ _a"></span>stanowis<span class="_ _1"></span>ku. <span class="_ _a"></span>W <span class="_ _5"> </span><span class="ff2">jedynej <span class="_ _a"></span>w </span></div><div class="t m0 x1 h2 y13fd ff2 fs0 fc1 sc0 ls0 ws0">Grupie <span class="_ _1"></span>UNIMOT <span class="_ _1"></span><span class="ff1">Spół<span class="_ _1"></span>ce <span class="_ _1"></span>produkcyjnej, <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>Bitumen, <span class="_ _1"></span>pracownic<span class="_ _1"></span>y <span class="_ _1"></span>podmiotów <span class="_ _1"></span>zewnętrznych <span class="_ _1"></span>wykonujący <span class="_ _1"></span>zadania </span></div><div class="t m0 x1 h2 y13fe ff1 fs0 fc1 sc0 ls0 ws0">na terenie zakładów produkcyjnych są zobowiąza<span class="_ _0"></span>ni postępować zgodnie z:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y13ff ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zasadami postępowania przy wykonywaniu p<span class="_ _0"></span>rac w oparciu o pisemne zezwolenia,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1400 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Kartą <span class="_ _7"></span>Oceny <span class="_ _8"></span>Ryzyka <span class="_ _8"></span>Zawodow<span class="_ _1"></span>ego <span class="_ _8"></span>dla <span class="_ _7"></span>pracowników<span class="_ _1"></span> <span class="_ _7"></span>firm <span class="_ _8"></span>zewnętrznych <span class="_ _8"></span>uczestniczących <span class="_ _8"></span>w <span class="_ _8"></span>wykonywaniu <span class="_ _8"></span>prac  </span></span></div><div class="t m0 xc h2 y44a ff2 fs0 fc1 sc0 ls0 ws0">z zakresu utrzymania ruchu, remontowych i inwestycyjnych na terenie <span class="ff1">Spółki</span>, </div><div class="t m0 xa h11 y94e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Instrukcjami, np. napełniania, rozładunku i <span class="_ _0"></span>innymi, które stanowią załączniki do umów.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf08 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Instrukcjami awaryjnymi. </span></span></div></div><div class="c x1 yc42 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">S2-4   MDR-A<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y7c2 ff1 fs0 fc5 sc0 ls0 ws0">Zapewnienie środków naprawczych w zakresie bezpieczeństwa i <span class="_ _8"></span>hi<span class="_ _1"></span>gieny pracy<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yc5 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>ramach <span class="_ _1"></span>realizacji <span class="_ _6"></span>obowiązków <span class="_ _6"></span>wynikających <span class="_ _6"></span>z <span class="_ _1"></span>n<span class="_ _1"></span>ależytej <span class="_ _1"></span>s<span class="_ _1"></span>taranności <span class="_ _1"></span>w <span class="_ _6"></span>obszarze <span class="_ _6"></span>praw <span class="_ _6"></span>człow<span class="_ _1"></span>ieka, <span class="_ _1"></span>Grupa <span class="_ _6"></span>UNIMOT </div><div class="t m0 x1 h2 y33d ff1 fs0 fc1 sc0 ls0 ws0">traktuje kwestię bezpieczeństwa i higieny pracy (BHP) jako jeden z k<span class="_ _0"></span>luczowych aspektów wpływu społecznego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y516 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _0"></span>prowadzi <span class="_ _8"></span>s<span class="_ _1"></span>ystematyczną <span class="_ _8"></span>identyfikację i <span class="_ _8"></span>ocenę ryzyk <span class="_ _8"></span>związanych z <span class="_ _8"></span>warunkami p<span class="_ _0"></span>racy, zarówno <span class="_ _8"></span>w odniesieniu <span class="_ _8"></span>do </div><div class="t m0 x1 h2 yc8 ff1 fs0 fc1 sc0 ls0 ws0">własnych pracowników, <span class="_ _1"></span>jak i osób pracujących w<span class="_ _1"></span> ramach łańc<span class="_ _1"></span>ucha wartości, na które<span class="_ _1"></span> Grupa może wywie<span class="_ _1"></span>rać istotny </div><div class="t m0 x1 h2 yc9 ff1 fs0 fc1 sc0 ls0 ws0">wpływ. <span class="_ _8"></span>W <span class="_ _8"></span>przypadku <span class="_ _7"></span>w<span class="_ _1"></span>ystąpienia <span class="_ _7"></span>inc<span class="_ _1"></span>ydentów <span class="_ _8"></span>lub <span class="_ _8"></span>potencjalnych <span class="_ _8"></span>zagrożeń <span class="_ _8"></span>w <span class="_ _8"></span>obszarze <span class="_ _8"></span>BHP, <span class="_ _8"></span>po<span class="_ _1"></span>dejmowane <span class="_ _8"></span>są <span class="_ _8"></span>działania </div><div class="t m0 x1 h2 yca ff1 fs0 fc1 sc0 ls0 ws0">naprawcze, mające na celu eliminację źródła zagrożenia <span class="_ _0"></span>oraz zapewnie<span class="_ _1"></span>nie bezpieczeństwa za<span class="_ _0"></span>trudnionych osób.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfe6" class="pf w0 h0" ><div class="pc pce6 w0 h0"><img class="bi x9 y1401 w9 h216" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">230<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Środki naprawcze obejmują m.in.:<span class="ff2"> </span></div><div class="t m0 xa h193 y1402 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">aktualizację i wdrażanie procedur BHP,<span class="ff2"> </span></span></span></div><div class="t m0 xa h193 y717 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">przeprowadzanie szkoleń i instruktaży dla pracowników i k<span class="_ _0"></span>ontrahentów<span class="_ _1"></span>,<span class="ff2"> </span></span></span></div><div class="t m0 xa h193 y1403 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">inwestycje w poprawę ergonomii i warunków technicznych na stanowiskach pracy,<span class="ff2"> </span></span></span></div><div class="t m0 xa h193 y1404 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">analizę przyczyn wypadków i incydentów oraz wdrażanie działań z<span class="_ _0"></span>apobiegawczych,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h193 y1405 ff4 fs9 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _3a"> </span><span class="ff1 fs0 fc1">kontrolę <span class="_ _1"></span>w<span class="_ _1"></span>arunków <span class="_ _1"></span>pracy <span class="_ _1"></span>u <span class="_ _6"></span>wybranych <span class="_ _6"></span>dostawców <span class="_ _1"></span>o<span class="_ _1"></span>raz <span class="_ _1"></span>możliwość <span class="_ _6"></span>zastosowania <span class="_ _1"></span>sankcji <span class="_ _1"></span>k<span class="_ _1"></span>ontraktowych <span class="_ _1"></span>w </span></span></div><div class="t m0 xc h2 y1406 ff1 fs0 fc1 sc0 ls0 ws0">przypadku rażących niezgodności.<span class="ff2"> </span></div><div class="t m0 xc h2 y19 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yb96 ff1 fs0 fc1 sc0 ls0 ws0">Spółki z Grupy <span class="_ _1"></span>UNIMOT <span class="ff2">reali<span class="_ _1"></span>zuj</span>ą następujące działania <span class="_ _1"></span>w <span class="_ _1"></span>kontekście bezpieczeństw<span class="_ _1"></span>a i higieny pracy <span class="_ _1"></span>osób będących </div><div class="t m0 x1 h2 y1407 ff1 fs0 fc1 sc0 ls0 ws0">pracownikami podwykonawców:<span class="ff2"> </span></div><div class="t m0 xa h11 y71b ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Każda <span class="_ _e"> </span>S<span class="_ _1"></span>półka <span class="_ _d"> </span>określa <span class="_ _e"> </span>z<span class="_ _1"></span>asady <span class="_ _d"> </span>bezpieczeństwa <span class="_ _d"> </span>oraz <span class="_ _e"> </span>spos<span class="_ _1"></span>ób <span class="_ _d"> </span>egzekwowania <span class="_ _d"> </span>ich <span class="_ _e"> </span>na<span class="_ _1"></span> <span class="_ _e"> </span>te<span class="_ _1"></span>renie <span class="_ _d"> </span>zakładów </span></span></div><div class="t m0 xc h2 y1408 ff1 fs0 fc1 sc0 ls0 ws0">produkcyjnych. W tym celu tworzone są <span class="ff2">np. </span>załączniki do umów;<span class="ff2"> </span></div><div class="t m0 xa h11 y1409 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Informacje <span class="_ _5"> </span>o <span class="_ _5"> </span>zdarzeniach/<span class="_ _1"></span>wypadkach <span class="_ _4"> </span>z<span class="_ _1"></span> <span class="_ _5"> </span>udziałem <span class="_ _b"> </span>pracowników <span class="_ _5"> </span>firm <span class="_ _b"> </span>zewnętrznych, <span class="_ _5"> </span>przekazywane <span class="_ _5"> </span>są <span class="_ _b"> </span>do </span></span></div><div class="t m0 xc h2 y140a ff1 fs0 fc1 sc0 ls0 ws0">kontrahentów <span class="_ _1"></span>w ce<span class="_ _1"></span>lu poinformowania <span class="_ _1"></span>ich o<span class="_ _1"></span> ewe<span class="_ _1"></span>ntualnych zagrożeniach <span class="_ _1"></span>oraz <span class="_ _1"></span>zwróceniu <span class="_ _1"></span>uwagi na <span class="_ _1"></span>podobne </div><div class="t m0 xc h2 y140b ff1 fs0 fc1 sc0 ls0 ws0">zagrożenia;<span class="ff2"> </span></div><div class="t m0 xa h11 y140c ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Przed <span class="_ _e"> </span>ro<span class="_ _1"></span>zpoczęciem <span class="_ _d"> </span>przez <span class="_ _d"> </span>zewnętrzną <span class="_ _e"> </span>firmę<span class="_ _1"></span> <span class="_ _e"> </span>ś<span class="_ _1"></span>wiadczenia <span class="_ _e"> </span>us<span class="_ _1"></span>ług <span class="_ _d"> </span>na <span class="_ _d"> </span>rzecz <span class="_ _e"> </span>S<span class="_ _1"></span>półki <span class="_ _d"> </span>z <span class="_ _d"> </span>Grupy <span class="_ _d"> </span>UNIMOT, </span></span></div><div class="t m0 xc h2 y140d ff1 fs0 fc1 sc0 ls0 ws0">przeprowadzane <span class="_ _8"></span>jest szk<span class="_ _0"></span>olenie <span class="_ _8"></span>bhp <span class="_ _8"></span>dla <span class="_ _8"></span>pracow<span class="_ _1"></span>ników <span class="_ _8"></span>tego <span class="_ _8"></span>podmiotu. W <span class="_ _7"></span>trakcie szk<span class="_ _0"></span>olenia <span class="_ _8"></span>są <span class="_ _8"></span>oni z<span class="_ _0"></span>apoznawani </div><div class="t m0 xc h2 y140e ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _4"></span>przepisami <span class="_ _5"> </span>BHP <span class="_ _5"> </span>obowiązującymi <span class="_ _5"> </span>na <span class="_ _4"> </span>te<span class="_ _1"></span>renie <span class="_ _5"> </span>Spółki, <span class="_ _4"> </span>zagro<span class="_ _1"></span>żeniami <span class="_ _5"> </span>wypadkowymi <span class="_ _5"> </span>oraz <span class="_ _5"> </span>zagrożeniami <span class="_ _5"> </span>dla </div><div class="t m0 xc h2 y130f ff1 fs0 fc1 sc0 ls0 ws0">zdrowia <span class="_ _a"></span>występującymi <span class="_ _a"></span>na <span class="_ _4"></span>terenie <span class="_ _4"></span>instalacji <span class="_ _a"></span>produkcyjnych, <span class="_ _a"></span>zasadami <span class="_ _a"></span>P<span class="_ _1"></span>poż., <span class="_ _a"></span>zasadami <span class="_ _a"></span>porus<span class="_ _1"></span>zania <span class="_ _a"></span>się <span class="_ _a"></span>po </div><div class="t m0 xc h2 y140f ff1 fs0 fc1 sc0 ls0 ws0">terenie <span class="_ _6"></span>Spółki, <span class="_ _1"></span>a <span class="_ _1"></span>także <span class="_ _6"></span>Kartą <span class="_ _1"></span>o<span class="_ _1"></span>ceny <span class="_ _1"></span>ryzyka <span class="_ _6"></span>zawodowego <span class="_ _1"></span>opracow<span class="_ _1"></span>anej <span class="_ _1"></span>dla <span class="_ _1"></span>pracowników <span class="_ _6"></span>firm <span class="_ _1"></span>ze<span class="_ _1"></span>wnętrznych </div><div class="t m0 xc h2 y1410 ff1 fs0 fc1 sc0 ls0 ws0">uczestniczących w wykonywaniu prac na terenie Spółki;<span class="ff2"> </span></div><div class="t m0 xa h11 y12c7 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Pracownicy <span class="_ _4"></span>służby <span class="_ _a"></span>BHP<span class="_ _1"></span> <span class="_ _a"></span>przepro<span class="_ _1"></span>wadzają <span class="_ _a"></span>bieżące <span class="_ _4"></span>kontrole <span class="_ _4"></span>miejsc<span class="_ _1"></span>, <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>których <span class="_ _4"></span>wykonywane <span class="_ _4"></span>są <span class="_ _4"></span>prace <span class="_ _4"></span>przez </span></span></div><div class="t m0 xc h2 y1411 ff1 fs0 fc1 sc0 ls0 ws0">pracowników firm zewnętrznych. <span class="ff2"> </span></div><div class="t m0 xa h11 y10d5 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Zadania <span class="_ _7"></span>niebezpieczne <span class="_ _7"></span>(z <span class="_ _7"></span>uż<span class="_ _1"></span>yciem <span class="_ _7"></span>ognia, <span class="_ _7"></span>narzędzi <span class="_ _7"></span>iskrzących, <span class="_ _8"></span>praca <span class="_ _7"></span>na <span class="_ _7"></span>wyso<span class="_ _1"></span>kości, <span class="_ _7"></span>prace <span class="_ _7"></span>wewnątrz <span class="_ _8"></span>zbiornika) </span></span></div><div class="t m0 xc h2 y13a0 ff1 fs0 fc1 sc0 ls0 ws0">wykonywane są na podstawie <span class="ff2">p</span>isemnych zezwoleń. W trakcie realizacji takich prac prowadzący jest nadzór </div><div class="t m0 xc h2 y13a1 ff2 fs0 fc1 sc0 ls0 ws0">i kontrola przez wskazane osoby w zezwoleniu. </div></div><div class="c x1 y1027 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1b ws0">MDR<span class="ls0">-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y13c7 ff1 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT <span class="_ _1"></span>prowadzi statystyki <span class="_ _1"></span>dotyczące liczby w<span class="_ _1"></span>ypadków wś<span class="_ _1"></span>ród pracowników podwykonawców. <span class="_ _1"></span>W 2024 <span class="_ _1"></span>roku </div><div class="t m0 x1 h2 y1412 ff2 fs0 fc1 sc0 ls0 ws0">nie <span class="ff1">odnotowano wyp<span class="_ _8"></span>a<span class="_ _1"></span>dków wśród pracowników podwykonawców<span class="ff2 ls2">. </span>Statystyk<span class="_ _0"></span>i wypadkowości zostały <span class="_ _0"></span>zaprezentowane </span></div><div class="t m0 x1 h2 yade ff1 fs0 fc1 sc0 ls0 ws0">w poniższej tabeli.<span class="ff2"> </span></div></div><div class="c x1 yb9 w131 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x14 yb9 w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c xb9 yb9 w133 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x71 yb9 w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Nie ujawniono </div></div><div class="c x1 y1413 w131 h15"><div class="t m0 xb h2 ye1 ff1 fs0 fc5 sc0 ls0 ws0">Zgłoszone wypadki wśród pracowników podwykonawców </div><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">pracujących na terenie spółek<span class="ff2"> </span></div></div><div class="c x14 y1413 w132 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y1413 w133 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y1413 w75 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y1414 w131 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Wypadki lekkie przy pracy </div></div><div class="c x14 y1414 w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y1414 w133 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y1414 w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 yc3d w131 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Wypadki ciężkie przy pracy<span class="ff2"> </span></div></div><div class="c x14 yc3d w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 yc3d w133 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 yc3d w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y1362 w131 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Wypadki śmiertelne przy pracy<span class="ff2"> </span></div></div><div class="c x14 y1362 w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y1362 w133 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y1362 w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y1276 w131 h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Liczba wypadków zbiorowych<span class="ff2"> </span></div></div><div class="c x14 y1276 w132 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y1276 w133 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y1276 w75 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y1415 w131 h15"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik wypadkowości (liczba wypadk<span class="_ _0"></span>ów na 1 mln </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">przepracowanych roboczogodzin )* </div></div><div class="c x14 y1415 w132 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y1415 w133 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y1415 w75 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yd54 ff1 fs5 fc1 sc0 ls0 ws0">*Wskaźnik wypadków prz<span class="_ _1"></span>y pracy <span class="_ _1"></span>policzono zgodnie <span class="_ _1"></span>ze <span class="_ _1"></span><span class="ff2">standardem ESRS<span class="_ _1"></span> S1-</span>14:<span class="_ _1"></span> Liczba wypadków <span class="_ _1"></span>podzielona przez </div><div class="t m2 x1 h1d yb5f ff1 fs5 fc1 sc0 ls0 ws0">liczbę <span class="_ _4"></span>godzin <span class="_ _4"></span>przepracowanych <span class="_ _4"></span>przez <span class="_ _4"></span>pracowników <span class="_ _4"></span>pomnożona <span class="_ _4"></span>przez <span class="_ _4"></span>1 <span class="_ _4"></span>000 <span class="_ _4"></span>000. <span class="_ _4"></span>Liczba <span class="_ _5"> </span>przepracowanych <span class="_ _4"></span>godzin </div><div class="t m2 x1 h1d yb05 ff1 fs5 fc1 sc0 ls0 ws0">wśród pracowników została określona na podstawie z<span class="_ _0"></span>ałożenia, że 1 pracownik przepracował tygodni<span class="ff2">owo 40h.<span class="_ _1"></span> </span></div><div class="t m2 x1 h1d y37d ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _19"> </span>3-<span class="ls1f">40<span class="ls1d">. <span class="_ _19"> </span></span></span><span class="ff1">Statystyka <span class="_ _19"> </span>wypadków <span class="_ _19"> </span>przy <span class="_ _19"> </span>pracy <span class="_ _19"> </span>wr<span class="_ _1"></span>az <span class="_ _19"> </span>z <span class="_ _19"> </span>liczbą <span class="_ _19"> </span>poszko<span class="_ _1"></span>dowanych <span class="_ _19"> </span>w <span class="_ _19"> </span>podziale <span class="_ _19"> </span>na <span class="_ _17"> </span>płeć <span class="_ _19"> </span>wśród<span class="_ _0"></span> </span></div><div class="t m2 x1 h1d yaa0 ff1 fs5 fc1 sc0 ls0 ws0">podwykonawców spółek w Grupie UNIMOT na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1416 ff1 fs0 fc1 sc0 ls0 ws0">Jednocześnie, <span class="_ _17"> </span>przeprowadzono <span class="_ _17"> </span><span class="ff2">specjalistyczne <span class="_ _17"> </span></span>szkolenia <span class="_ _17"> </span>z <span class="_ _17"> </span>obszaru <span class="_ _17"> </span>BHP <span class="_ _17"> </span>dla <span class="_ _17"> </span>pracowników <span class="_ _17"> </span>podwykonawców<span class="ff2"> </span></div><div class="t m0 x1 h2 y1417 ff1 fs0 fc1 sc0 ls0 ws0">wykonujących <span class="_ _1"></span>pracę <span class="_ _1"></span>na <span class="_ _6"></span>rzecz <span class="_ _6"></span>stacji <span class="_ _1"></span>paliw <span class="_ _1"></span>na<span class="_ _1"></span>leżących <span class="_ _1"></span>do<span class="ff2"> <span class="_ _6"></span>Grupy <span class="_ _1"></span>UNIMOT<span class="ls2">. <span class="_ _6"></span></span></span>Prowadzone <span class="_ _1"></span>s<span class="_ _1"></span>zkolenia <span class="_ _1"></span>przyczyniają <span class="_ _1"></span>się <span class="_ _1"></span>do </div><div class="t m0 x1 h2 y1418 ff1 fs0 fc1 sc0 ls0 ws0">ograniczenia <span class="_ _c"> </span>ryzyk <span class="_ _c"> </span>zdarzeń <span class="_ _c"> </span>niebezpiecznych, <span class="_ _c"> </span>budują <span class="_ _c"> </span>świadomoś<span class="_ _1"></span>ć <span class="_ _c"> </span>pracowników <span class="_ _c"> </span>na <span class="_ _c"> </span>temat <span class="_ _c"> </span>bezpieczeństwa <span class="_ _c"> </span>pracy </div><div class="t m0 x1 h2 y1419 ff1 fs0 fc1 sc0 ls0 ws0">obiektu <span class="_ _e"> </span>i <span class="_ _e"> </span>zapew<span class="_ _1"></span>niają <span class="_ _e"> </span>Prowadzącym <span class="_ _e"> </span>Stacje <span class="_ _d"> </span>wsparcie <span class="_ _e"> </span>me<span class="_ _1"></span>rytoryczne <span class="_ _e"> </span>przy <span class="_ _e"> </span>zatrudnianiu <span class="_ _d"> </span>pracowników. <span class="_ _e"> </span>Szkolenia </div></div></div><div class="pi" ></div></div><div id="pfe7" class="pf w0 h0" ><div class="pc pce7 w0 h0"><img class="bi x9 y11e9 w9 h1dd" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">231<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">realizowane <span class="_ _6"></span>są <span class="_ _6"></span>w <span class="_ _a"></span>trybie <span class="_ _6"></span>stacjonarnym <span class="_ _6"></span>na <span class="_ _6"></span>stacjach <span class="_ _6"></span>na <span class="_ _a"></span>otwarciu <span class="_ _6"></span>stacji <span class="_ _6"></span>oraz <span class="_ _6"></span>w <span class="_ _a"></span>trakcie <span class="_ _6"></span>corocznych <span class="_ _6"></span>audytów <span class="_ _6"></span>s<span class="_ _1"></span>tacji. <span class="_ _6"></span>Za </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">realizację <span class="_ _7"></span>podstawowych <span class="_ _8"></span>obowiązków <span class="_ _7"></span>w<span class="_ _1"></span>obec <span class="_ _8"></span>pracowników <span class="_ _7"></span>stacji <span class="_ _8"></span>paliw <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>zakresie<span class="_ _1"></span> <span class="_ _7"></span>BHP <span class="_ _7"></span>od<span class="_ _1"></span>powiada <span class="_ _7"></span>Prowadzący <span class="_ _8"></span>Stacje. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>raportowanym <span class="_ _a"></span>okresie <span class="_ _a"></span>w <span class="_ _a"></span>szkoleniach <span class="_ _a"></span>w<span class="_ _1"></span><span class="ff1">zięło <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>nich <span class="_ _a"></span>udział <span class="_ _a"></span></span><span class="ls1">236</span> <span class="_ _4"></span><span class="ff1">podwykonawców</span> <span class="_ _a"></span><span class="ff1">będących <span class="_ _a"></span>pracownikami <span class="_ _a"></span>s<span class="_ _1"></span>tacji </span></div><div class="t m0 x1 h2 y143 ff2 fs0 fc1 sc0 ls0 ws0">paliw AVIA. </div><div class="t m0 x1 h2 y11b ff1 fs0 fc1 sc0 ls0 ws0">Specjalistyczne <span class="_ _1"></span>szkolenia <span class="_ _1"></span>prowadziła <span class="_ _1"></span>w <span class="_ _1"></span>2024 <span class="_ _1"></span>roku <span class="_ _1"></span>również <span class="_ _1"></span>S<span class="_ _1"></span>półka UNIMOT<span class="_ _1"></span> <span class="_ _1"></span>Bitumen. <span class="_ _1"></span>Zostali <span class="_ _1"></span>nimi <span class="_ _1"></span>objęci <span class="_ _1"></span>pracownicy </div><div class="t m0 x1 h2 y794 ff1 fs0 fc1 sc0 ls0 ws0">firm <span class="_ _1"></span>zew<span class="_ _1"></span>nętrznych <span class="_ _1"></span>ś<span class="_ _1"></span>wiadczących <span class="_ _1"></span>us<span class="_ _1"></span>ługi <span class="_ _1"></span>na <span class="_ _6"></span>tere<span class="_ _1"></span>nach <span class="_ _1"></span>instalacji <span class="_ _6"></span>Spółki <span class="_ _6"></span>w <span class="_ _6"></span>Jaśle <span class="_ _6"></span>i <span class="_ _6"></span>Czecho<span class="_ _1"></span>wicach. <span class="_ _6"></span>Podmioty <span class="_ _1"></span>te <span class="_ _6"></span>real<span class="_ _1"></span>izują </div><div class="t m0 x1 h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">dla Spółki usługi w zakresie utrzymania ruchu, remontu i inwestycji). Wzięło w nich udział 114 osób.<span class="ff2"> </span></div></div><div class="c x1 y1153 w41 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x54 y1153 wa7 h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. <span class="ff1">–</span> stacje paliw AVIA </div></div><div class="c xb9 y1153 w13c h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Bitumen </div></div><div class="c x1 yd79 w41 h22"><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">Odsetek pracowników </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">zatrudnionych przez wykonawców i </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">podwykonawców, którzy przeszli </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">dodatkowe szkolenia BHP </div></div><div class="c x54 yd79 wa7 h22"><div class="t m0 xb h2 y115 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls1 ws0">72%<span class="ls0"> </span></div></div><div class="c xb9 yd79 w13c h22"><div class="t m0 xb h2 y115 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls1 ws0">72%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y141a ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-41<span class="ff1">. Odsetek pracowników zatrudnionych przez <span class="_ _0"></span>wykonaw<span class="_ _1"></span>ców i podwykonawców, którzy przeszli szkolenia </span></div><div class="t m2 x1 h1d yb49 ff1 fs5 fc1 sc0 ls0 ws0">BHP na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 x1 h2 y141b ff1 fs0 fc0 sc0 ls0 ws0">Interesy i opinie zainteresowanych stron. Procesy współpracy <span class="_ _0"></span>z osobami wykonującym pracę w łańcuchu wartości </div><div class="t m0 x1 h2 y108b ff1 fs0 fc0 sc0 ls0 ws0">w zakresie wpływów<span class="ff2"> </span></div></div><div class="c x1 y260 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">SBM-2   S2-2   <span class="ls7">S2</span>-4<span class="fc0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y238 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>raportowanym <span class="_ _8"></span>okresie <span class="_ _8"></span>Grupa <span class="_ _0"></span><span class="ff1">UNIMOT <span class="_ _8"></span>nie p<span class="_ _8"></span>rzy<span class="_ _1"></span>jęła <span class="_ _7"></span>s<span class="_ _1"></span>formalizowanej <span class="_ _8"></span>procedury <span class="_ _8"></span>mającej <span class="_ _8"></span>na celu <span class="_ _7"></span>usyste<span class="_ _1"></span>matyzowani<span class="_ _0"></span>e </span></div><div class="t m0 x1 h2 y415 ff1 fs0 fc1 sc0 ls0 ws0">procesu <span class="_ _6"></span>angażowania <span class="_ _6"></span>pracowników <span class="_ _a"></span>w <span class="_ _6"></span>łańcuchu <span class="_ _6"></span>wartości.<span class="_ _1"></span><span class="ff2"> <span class="_ _6"></span></span>Nie <span class="_ _6"></span>badano <span class="_ _6"></span>również <span class="_ _a"></span>efektywności <span class="_ _6"></span>współpracy <span class="_ _6"></span>z <span class="_ _6"></span>tą <span class="_ _a"></span>grupą </div><div class="t m0 x1 h2 y141c ff1 fs0 fc1 sc0 ls0 ws0">pracowników.<span class="ff2">  </span></div><div class="t m0 x1 h2 y141d ff2 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _19"> </span><span class="ff1">UNIMOT <span class="_ _17"> </span>nie <span class="_ _19"> </span>prowadzi <span class="_ _17"> </span>ustrukturyzowanego <span class="_ _19"> </span>dialogu <span class="_ _19"> </span>z <span class="_ _17"> </span>pracownikami <span class="_ _19"> </span>w <span class="_ _17"> </span>łańcuchu <span class="_ _17"> </span>warto<span class="_ _0"></span>ści. <span class="_ _17"> </span>Niemnie<span class="_ _8"></span>j </span></div><div class="t m0 x1 h2 y141e ff1 fs0 fc1 sc0 ls0 ws0">przedstawiciele <span class="_ _1"></span>tej <span class="_ _1"></span>grupy, w<span class="_ _1"></span> ty<span class="_ _1"></span>m <span class="_ _1"></span>reprezentanci <span class="_ _1"></span>dostawców <span class="_ _1"></span>i <span class="_ _1"></span>klientów, <span class="_ _1"></span>zostali w<span class="_ _1"></span>łączeni <span class="_ _1"></span>w <span class="_ _1"></span>proces badania <span class="_ _1"></span>podwójnej </div><div class="t m0 x1 h2 y440 ff1 fs0 fc1 sc0 ls0 ws0">istotności <span class="_ _1"></span>realizowany <span class="_ _1"></span>w <span class="_ _6"></span>Grupie <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>III <span class="_ _1"></span>i <span class="_ _6"></span>IV <span class="_ _1"></span>k<span class="_ _1"></span>wartale <span class="_ _1"></span>2024 <span class="_ _1"></span>roku. <span class="_ _6"></span>Partnerzy <span class="_ _1"></span>biznesowi <span class="_ _1"></span>wzięli <span class="_ _6"></span>udział <span class="_ _1"></span>w <span class="_ _1"></span>panelu </div><div class="t m0 x1 h2 y1314 ff1 fs0 fc1 sc0 ls0 ws0">interesariuszy oraz<span class="_ _0"></span> badaniu <span class="_ _8"></span>an<span class="_ _1"></span>kietowym, w <span class="_ _8"></span>trakcie którego mieli <span class="_ _8"></span>możliwoś<span class="_ _1"></span>ć wyra<span class="_ _0"></span>żenia opinii<span class="_ _0"></span> w za<span class="_ _0"></span>kresie współpracy z<span class="_ _0"></span> </div><div class="t m0 x1 h2 y141f ff1 fs0 fc1 sc0 ls0 ws0">Grupą <span class="_ _a"></span>UNIMOT <span class="_ _4"></span>w <span class="_ _4"></span>kontekście <span class="_ _a"></span>zrównoważone<span class="_ _1"></span>go <span class="_ _a"></span>rozwoju. <span class="_ _a"></span>Ich <span class="_ _4"></span>opinie <span class="_ _a"></span>zostały <span class="_ _4"></span>włąc<span class="_ _1"></span>zone <span class="_ _a"></span>do <span class="_ _4"></span>badania <span class="_ _4"></span>istotności <span class="_ _4"></span>i <span class="_ _a"></span>były </div><div class="t m0 x1 h2 y3bb ff1 fs0 fc1 sc0 ls0 ws0">uwzględnione w jego wynikach.<span class="ff2"> </span></div><div class="t m0 x1 h2 ya7a ff1 fs0 fc1 sc0 ls0 ws0">Interesy <span class="_ _0"></span>i <span class="_ _8"></span>o<span class="_ _1"></span>pinie <span class="_ _8"></span>pracow<span class="_ _1"></span>ników <span class="_ _8"></span>podwykonawców świadczących <span class="_ _8"></span>pracę na <span class="_ _8"></span>rzecz jednostek <span class="_ _8"></span>Grupy <span class="_ _0"></span>UNIMOT <span class="_ _8"></span>s<span class="_ _1"></span>ą <span class="_ _0"></span>brane pod<span class="_ _0"></span> </div><div class="t m0 x1 h2 yc6e ff1 fs0 fc1 sc0 ls0 ws0">uwagę  przy  projektowaniu  przepisów  BHP <span class="_ _9"> </span>w  Spółkach. <span class="_ _e"> </span>Spółki  prowadzą  szkolenia  (instruktaże)  BHP  w <span class="_ _9"> </span>celu </div><div class="t m0 x1 h2 yc6f ff1 fs0 fc1 sc0 ls0 ws0">zapoznania wykonawców zewnętrznych z warunkami bezp<span class="_ _0"></span>iecznego poruszania się, przebywania i wykonywania prac </div><div class="t m0 x1 h2 yc70 ff1 fs0 fc1 sc0 ls0 ws0">na terenie swoich zakład<span class="_ _8"></span>ó<span class="_ _1"></span>w. Na bieżąco, w tra<span class="_ _0"></span>kcie prowadzonych prac, przeprowadzane są k<span class="_ _0"></span>ontrole be<span class="_ _1"></span>zpieczeństwa </div><div class="t m0 x1 h2 y1420 ff2 fs0 fc1 sc0 ls0 ws0">- <span class="_ _4"></span><span class="ff1">kontrole <span class="_ _b"> </span>zezwoleń <span class="_ _5"> </span>na <span class="_ _4"> </span>w<span class="_ _1"></span>ykonanie <span class="_ _4"> </span>pracy<span class="_ _1"></span> <span class="_ _4"></span>i <span class="_ _b"> </span>pouczenie <span class="_ _5"> </span>osób <span class="_ _4"> </span>na<span class="_ _1"></span>dzorujących <span class="_ _4"> </span>prace <span class="_ _5"> </span>lub <span class="_ _b"> </span>kier<span class="_ _1"></span>ujących <span class="_ _5"> </span>pracownikami <span class="_ _4"> </span>o<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y1421 ff1 fs0 fc1 sc0 ls0 ws0">konieczności <span class="_ _6"></span>stosowania <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>d<span class="_ _1"></span>o <span class="_ _1"></span>okreś<span class="_ _1"></span>lonych <span class="_ _1"></span>w <span class="_ _6"></span>zezwo<span class="_ _1"></span>leniu <span class="_ _1"></span>warunków <span class="_ _6"></span>bezpie<span class="_ _1"></span>cznego <span class="_ _1"></span>w<span class="_ _1"></span>ykonywania <span class="_ _1"></span>pracy <span class="_ _6"></span>z <span class="_ _6"></span>n<span class="_ _1"></span>akazem </div><div class="t m0 x1 h2 y1422 ff1 fs0 fc1 sc0 ls0 ws0">natychmiastowego <span class="_ _a"></span>usunięcia <span class="_ _6"></span>stwierdzonych <span class="_ _a"></span>na <span class="_ _6"></span>miejs<span class="_ _1"></span>cu <span class="_ _6"></span>nie<span class="_ _1"></span>pra<span class="_ _0"></span>widłowości<span class="_ _1"></span><span class="ff2">. <span class="_ _a"></span>Od <span class="_ _6"></span></span>osób <span class="_ _a"></span>koordynujących <span class="_ _a"></span>prace <span class="_ _a"></span><span class="ff2">wymaga </span></div><div class="t m0 x1 h2 y1423 ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _6"></span><span class="ff2">wnikliwej <span class="_ _a"></span>kontroli <span class="_ _6"></span>prac <span class="_ _6"></span>oraz <span class="_ _6"></span>omawiania <span class="_ _a"></span></span>z <span class="_ _6"></span>pracownikami <span class="_ _a"></span>zagrożeń <span class="_ _1"></span>i <span class="_ _a"></span>ryzyk <span class="_ _6"></span>wynikających <span class="_ _6"></span>z <span class="_ _a"></span>wykonywania <span class="_ _6"></span>pracy <span class="_ _6"></span>w </div><div class="t m0 x1 h2 y1424 ff1 fs0 fc1 sc0 ls0 ws0">sposób nie zgodny z przepisami i zasadami <span class="_ _0"></span>BHP i ppoż.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y8e5 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>2025 <span class="_ _a"></span>roku <span class="_ _a"></span>planowana <span class="_ _6"></span>jest <span class="_ _a"></span>aktualizacja <span class="_ _6"></span>Kodeksu <span class="_ _a"></span>Postępowania <span class="_ _6"></span>dla <span class="_ _a"></span>Partnerów <span class="_ _a"></span>Biznesowych <span class="_ _6"></span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _6"></span>oraz </div><div class="t m0 x1 h2 y318 ff1 fs0 fc1 sc0 ls0 ws0">włączenie partnerów w ten proces poprzez k<span class="_ _0"></span>onsultacje definicji, wymagań i zrozumienia zapisów Dokumentu. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yfe4 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>raportowanym <span class="_ _8"></span>okres<span class="_ _1"></span>ie <span class="_ _8"></span>żadna <span class="_ _8"></span>ze Sp<span class="_ _0"></span>ółek <span class="_ _8"></span>Grupy <span class="_ _8"></span>UNIMOT nie <span class="_ _8"></span>była <span class="_ _8"></span>stroną g<span class="_ _8"></span>lo<span class="_ _1"></span>balnych <span class="_ _8"></span>umów w <span class="_ _7"></span>zakresie p<span class="_ _8"></span>o<span class="_ _1"></span>szanowania </div><div class="t m0 x1 h2 y3ad ff1 fs0 fc1 sc0 ls0 ws0">praw <span class="_ _7"></span>czło<span class="_ _1"></span>wieka. <span class="_ _8"></span>Grupa <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>nie <span class="_ _8"></span>była <span class="_ _8"></span>równie<span class="_ _1"></span>ż <span class="_ _7"></span>czł<span class="_ _1"></span>onkiem <span class="_ _7"></span>o<span class="_ _1"></span>rganizacji <span class="_ _8"></span>branżowych, <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>któr<span class="_ _1"></span>ych <span class="_ _8"></span>poruszane <span class="_ _8"></span>byłyby <span class="_ _8"></span>ww. </div><div class="t m0 x1 h2 y487 ff2 fs0 fc1 sc0 ls0 ws0">kwestie.  </div><div class="t m0 x1 h2 y1425 ff1 fs0 fc0 sc0 ls0 ws0">Procesy niwelowania negatywnych wpływów i kanały zgłaszania problemów prz<span class="_ _0"></span>ez pracowników w łańcuchu </div><div class="t m0 x1 h2 y1426 ff1 fs0 fc0 sc0 ls0 ws0">wartości <span class="ff2"> </span></div></div><div class="c x1 y904 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S2<span class="ls0">-3<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y548 ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienia wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfe8" class="pf w0 h0" ><div class="pc pce8 w0 h0"><img class="bi x9 yfd8 w9 h1b6" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">232<span class="ls0"> </span></div></div><div class="c x1 y1427 w6c h147"><div class="t m0 xb h2 y939 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y1427 w6d h147"><div class="t m0 x111 h2 y939 ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y1428 w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y1428 w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S2 Pracownicy w łańcuchu wartości <span class="ff2"> </span></div></div><div class="c x1 y9d w6c h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e y9d w6d h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Środki zapobiegania przemocy i <span class="_ _0"></span>nękaniu w miejscu </div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">pracy </div></div><div class="c x1 y1429 w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y142a w6e hf4"><div class="t m0 xb h2 y142b ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y1429 w6d hf4"><div class="t m0 x7f h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> rzeczywisty </div></div><div class="c x1 y142c w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y142c w6d h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Dyrektor Biura Prawnego w UNIMOT S.A. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y142d ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnego tematu </div></div><div class="c x1 y110e w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S2<span class="ls0">-1   </span>S2<span class="ls0">-<span class="_ _0"></span>3   <span class="ls1b">MDR</span>-P<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y142e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>2024 <span class="_ _6"></span>roku <span class="_ _1"></span>w <span class="_ _1"></span>Grupie <span class="_ _6"></span>UNIMOT <span class="_ _1"></span>zaktualizowano <span class="_ _1"></span>Proce<span class="_ _1"></span>durę <span class="_ _1"></span>dokonywania <span class="_ _1"></span>zgłoszeń <span class="_ _6"></span>naruszeń <span class="_ _1"></span>prawa <span class="_ _1"></span>i <span class="_ _1"></span>po<span class="_ _1"></span>dejmowania </div><div class="t m0 x1 h2 y142f ff1 fs0 fc1 sc0 ls0 ws0">działań <span class="_ _1"></span>następczych <span class="_ _1"></span>w <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>S.A.<span class="_ _1"></span><span class="ff2">. <span class="_ _1"></span></span>Zasięgiem <span class="_ _1"></span>dokumentu, <span class="_ _1"></span>który <span class="_ _1"></span>kompleksowo <span class="_ _1"></span>o<span class="_ _1"></span>pisano w<span class="_ _1"></span> <span class="_ _1"></span>ujawnieniu <span class="_ _1"></span>G<span class="_ _1"></span><span class="ff2">-1, <span class="_ _6"></span></span>objęto </div><div class="t m0 x1 h2 y1430 ff1 fs0 fc1 sc0 ls0 ws0">pracowników w łańcuchu wartości. Tym samym <span class="_ _0"></span>przysługują im prawa do <span class="_ _0"></span>zgłaszania naruszenia<span class="_ _1"></span><span class="ff2"> </span>(również za p<span class="_ _0"></span>omocą </div><div class="t m0 x1 h2 y1431 ff2 fs0 fc1 sc0 ls0 ws0">formularza <span class="_ _b"> </span>zamieszczonego <span class="_ _b"> </span>na <span class="_ _b"> </span>stronie <span class="_ _b"> </span>inte<span class="_ _1"></span>rnetowej)<span class="ff1">, <span class="_ _b"> </span>ochrony <span class="_ _b"> </span>przed <span class="_ _b"> </span>działami <span class="_ _b"> </span>odwe<span class="_ _1"></span>towymi <span class="_ _5"> </span>oraz <span class="_ _b"> </span>żądania <span class="_ _c"> </span>działań </span></div><div class="t m0 x1 h2 y1110 ff2 fs0 fc1 sc0 ls0 ws0">naprawczych.  </div><div class="t m0 x1 h2 y1051 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>raportowanym <span class="_ _8"></span>okres<span class="_ _1"></span>ie <span class="_ _8"></span>Grup<span class="_ _1"></span>a <span class="_ _8"></span>nie promowała <span class="_ _8"></span>tych kanałów <span class="_ _8"></span>wś<span class="_ _1"></span>ród <span class="_ _8"></span>pracowników w <span class="_ _8"></span>łańcuchu wartości. <span class="ff2">W 2024 <span class="_ _8"></span>roku </span></div><div class="t m0 x1 h2 y91 ff1 fs0 fc1 sc0 ls0 ws0">nie zarejestrowano zgłoszenia pochodzącego od pracownika <span class="_ _1"></span>w łańcuchu wartości. <span class="_ _1"></span>Powyższe <span class="_ _1"></span>może świadczyć o tym, </div><div class="t m0 x1 h2 y1432 ff1 fs0 fc1 sc0 ls0 ws0">że <span class="_ _c"> </span>pracownicy <span class="_ _9"> </span>w <span class="_ _c"> </span>łańcuc<span class="_ _1"></span>hu <span class="_ _c"> </span>wartości <span class="_ _c"> </span>nie<span class="_ _1"></span> <span class="_ _c"> </span>mają <span class="_ _c"> </span>wystarczają<span class="_ _1"></span>cej <span class="_ _c"> </span>wiedzy <span class="_ _9"> </span>na <span class="_ _c"> </span>temat <span class="_ _c"> </span>istnie<span class="_ _1"></span>nia <span class="_ _c"> </span>kanałów <span class="_ _9"> </span>dokonywania </div><div class="t m0 x1 h2 y1433 ff1 fs0 fc1 sc0 ls0 ws0">zgłoszeń. Zarząd UNIMOT S.A. p<span class="_ _0"></span>rzeanalizuje możliwości komunikowania o kanałach wśród pracowników w łańcuchu<span class="_ _0"></span> </div><div class="t m0 x1 h2 y1434 ff1 fs0 fc1 sc0 ls0 ws0">wartości. <span class="ff2"> </span></div><div class="t m0 x1 h2 y101f ff1 fs0 fc0 sc0 ls0 ws0">Podejmowanie działań dotyczących istotnych wpływów na osoby <span class="_ _0"></span>wykonujące pracę w łańcuchu wartości<span class="_ _1"></span><span class="ff2 fc1"> </span></div></div><div class="c x1 y797 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S2<span class="ls0">-4   MDR-A<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y102b ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _7"></span>ce<span class="_ _1"></span>lu <span class="_ _7"></span>eliminowania <span class="_ _7"></span>lub <span class="_ _8"></span>łagodzenia <span class="_ _8"></span>negatywnych <span class="_ _7"></span>wpływów <span class="_ _8"></span>oraz <span class="_ _7"></span>monitorow<span class="_ _1"></span>ania <span class="_ _7"></span>skuteczności <span class="_ _7"></span>w<span class="_ _1"></span>prowadzonych <span class="_ _7"></span>działań </div><div class="t m0 x1 h2 yf3f ff2 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT:  </div><div class="t m0 xa h11 y7cc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">aktywnie  za<span class="_ _0"></span>rządza  ryzykiem  i  prz<span class="_ _0"></span>eprowadza  regularne  oceny  ryzyka<span class="ff2">  </span>w  ramach  systemu  za<span class="_ _0"></span>rządzania </span></span></div><div class="t m0 xc h2 y7cd ff2 fs0 fc1 sc0 ls0 ws0">ryzykiem<span class="lsf">; </span> </div><div class="t m0 xa h11 y7ce ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dostosowuje <span class="_ _c"> </span>swoje <span class="_ _c"> </span>działania<span class="_ _0"></span> <span class="_ _c"> </span>w <span class="_ _c"> </span>zakresie <span class="_ _c"> </span>pozyskiwania<span class="_ _0"></span> <span class="_ _c"> </span>surowców <span class="_ _c"> </span>z <span class="_ _c"> </span>uwzględnieniem <span class="_ _b"> </span>międzynarodowych </span></span></div><div class="t m0 xc h2 y13ed ff2 fs0 fc1 sc0 ls0 ws0">s<span class="ff1">tandardów</span><span class="lsf">; </span> </div><div class="t m0 xa h11 y10a3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">analizuje <span class="_ _0"></span>polityki <span class="_ _0"></span>i procedury <span class="_ _8"></span>i na <span class="_ _8"></span>tej podstawie <span class="_ _0"></span>dokonuje <span class="_ _0"></span>oceny istniejących <span class="_ _8"></span>mechanizmów oraz <span class="_ _8"></span>wprowadza </span></span></div><div class="t m0 xc h2 yccc ff2 fs0 fc1 sc0 ls0 ws0">potrzebne zmiany;  </div><div class="t m0 xa h11 yf32 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">udostępnia <span class="_ _1"></span>dla pracow<span class="_ _1"></span>ników <span class="_ _1"></span>firm w <span class="_ _1"></span>swo<span class="_ _1"></span>im łańcuchu <span class="_ _1"></span>wartości <span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>możliwość<span class="_ _1"></span> <span class="_ _1"></span>zgłoszenia naruszenia<span class="_ _1"></span><span class="ff2">, <span class="_ _1"></span>zgodnie z </span></span></span></div><div class="t m0 xc h2 yf33 ff1 fs0 fc1 sc0 ls0 ws0">aktualizowaną <span class="_ _5"> </span>w <span class="_ _c"> </span>2024 <span class="_ _5"> </span>ro<span class="_ _1"></span>ku <span class="_ _b"> </span>Procedurą <span class="_ _b"> </span>dokonywania <span class="_ _b"> </span>zgłoszeń <span class="_ _b"> </span>naruszeń <span class="_ _b"> </span>prawa <span class="_ _b"> </span>i <span class="_ _c"> </span>podejmowania <span class="_ _b"> </span>działań </div><div class="t m0 xc h2 yf34 ff1 fs0 fc1 sc0 ls0 ws0">następczych w UNIMOT S.A., która została zaprezentowana w części 4.1. niniejszego Sprawozdania<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2 lsc">  <span class="ls0"> </span></span></div><div class="t m0 x1 h2 yf9e ff1 fs0 fc1 sc0 ls0 ws0">Dodatkowo <span class="_ _a"></span>na <span class="_ _a"></span>s<span class="_ _1"></span>tronie <span class="_ _a"></span>internetowej <span class="_ _a"></span>jest <span class="_ _4"></span>zamieszczony <span class="_ _a"></span>formularz <span class="_ _a"></span>kontaktowy, <span class="_ _a"></span>z <span class="_ _4"></span>którego <span class="_ _a"></span>może<span class="_ _1"></span> <span class="_ _a"></span>skorzystać <span class="_ _a"></span>dowolna </div><div class="t m0 x1 h2 yf9f ff1 fs0 fc1 sc0 ls0 ws0">osoba, <span class="_ _1"></span>niezależnie <span class="_ _1"></span>od <span class="_ _1"></span>charakteru <span class="_ _1"></span>relacji <span class="_ _1"></span>z Grupą <span class="_ _1"></span>UNIMOT <span class="_ _6"></span><span class="ff2 fc9">https://www.unimot.pl/zrownowazony-rozwoj/zglaszanie-</span></div><div class="t m0 x1 h2 y7d0 ff2 fs0 fc9 sc0 ls0 ws0">naduzyc<span class="fc1 ls2">. <span class="_ _a"></span><span class="ff1 ls0">Grup<span class="_ _1"></span>a <span class="_ _4"></span>UNIMOT <span class="_ _4"> </span>zob<span class="_ _1"></span>owiązuje <span class="_ _4"></span>się <span class="_ _4"> </span>do <span class="_ _5"> </span>monitorowania <span class="_ _4"></span>i <span class="_ _5"> </span>podejmowania <span class="_ _4"></span>stosownych <span class="_ _4"> </span>działań <span class="_ _5"> </span>w <span class="_ _4"></span>stos<span class="_ _1"></span>unku <span class="_ _4"></span>do </span></span></div><div class="t m0 x1 h2 y7d1 ff1 fs0 fc1 sc0 ls0 ws0">wszelkich <span class="_ _5"> </span>dostarczonych <span class="_ _5"> </span>jej <span class="_ _5"> </span>zgłoszeń. <span class="_ _5"> </span>W <span class="_ _b"> </span>raportowanym <span class="_ _4"> </span>okres<span class="_ _1"></span>ie <span class="_ _4"> </span>nie<span class="_ _1"></span> <span class="_ _5"> </span>zarejestrowano <span class="_ _5"> </span>zgłoszeń <span class="_ _5"> </span>od <span class="_ _5"> </span>pracowników <span class="_ _5"> </span>w </div><div class="t m0 x1 h2 y7d2 ff1 fs0 fc1 sc0 ls0 ws0">łańcuchu wartości. <span class="ff2"> </span></div><div class="t m0 x1 h2 y8e6 ff1 fs0 fc0 sc0 ls0 ws0">Cele w obszarze pracowników w łańcuchu wartości<span class="ff2"> </span></div></div><div class="c x1 y1435 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S2<span class="ls0">-5<span class="lsc">   <span class="ls1b">MDR</span></span>-T<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yca3 ff1 fs0 fc1 sc0 ls0 ws0">Cele dotyczące zarządzania <span class="_ _1"></span>istotnymi wpływami, ryz<span class="_ _1"></span>ykami i s<span class="_ _1"></span>zansami w obszarze <span class="_ _1"></span>pracowników w <span class="_ _1"></span>łańcuchu wartości </div><div class="t m0 x1 h2 yca4 ff1 fs0 fc1 sc0 ls0 ws0">obejmują następujące zagadnienia: <span class="ff2"> </span></div><div class="t m0 x1 h2 y496 ff1 fs0 fc5 sc0 ls0 ws0">W perspektywie krótkoterminowej:<span class="ff2"> </span></div><div class="t m0 xa h11 y131e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">aktualizację <span class="_ _10"> </span>Kodeksu <span class="_ _24"> </span>dla <span class="_ _10"> </span>P<span class="_ _1"></span>artnerów <span class="_ _24"> </span>Biznesowych <span class="_ _10"> </span>Grupy <span class="_ _10"> </span>UNIMOT <span class="_ _24"> </span>oraz <span class="_ _10"> </span>wł<span class="_ _1"></span>ączenie <span class="_ _10"> </span>przedstawicieli </span></span></div><div class="t m0 xc h2 y11b0 ff1 fs0 fc1 sc0 ls0 ws0">pracowników w łańcuchu wartości do procesu aktualiza<span class="_ _0"></span>cji;<span class="ff2"> </span></div><div class="t m0 xa h11 y80b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">100% przeanalizowanych zgłoszeń o naruszeniach;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1351 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie <span class="_ _c"> </span>kampanii <span class="_ _9"> </span>informacyjnych <span class="_ _9"> </span>związanych <span class="_ _9"> </span>z <span class="_ _c"> </span>Polit<span class="_ _1"></span>yką <span class="_ _c"> </span>Pos<span class="_ _1"></span>zanowania <span class="_ _c"> </span>Praw <span class="_ _9"> </span>Czło<span class="_ _1"></span>wieka <span class="_ _c"> </span>w <span class="_ _9"> </span>Grupie </span></span></div><div class="t m0 xc h2 y9b7 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT skierowaną do partnerów biznesowych;<span class="ff2"> </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:587.040000px;bottom:557.620000px;width:233.130000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:532.640000px;width:36.870000px;height:12.490000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pfe9" class="pf w0 h0" ><div class="pc pce9 w0 h0"><img class="bi x9 y1436 w9 h217" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">233<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">poprawa  bezpieczeństwa  i <span class="_ _9"> </span>higieny  pracy  poprzez  szkolenia <span class="_ _9"> </span>BHP  przeprowadzane  u  podwykonawców </span></span></div><div class="t m0 xc h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">wykonujących pracę w jednostkach biznesowych Grupy UN<span class="_ _0"></span>IMOT<span class="_ _1"></span><span class="ff2">; </span></div><div class="t m0 xa h11 y142 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">opracowanie <span class="_ _d"> </span>programu <span class="_ _d"> </span>przeprowadzania <span class="_ _d"> </span>audytów <span class="_ _19"> </span>dla <span class="_ _d"> </span>partnerów <span class="_ _d"> </span>biznesowych <span class="_ _19"> </span>obejmującego <span class="_ _e"> </span>o<span class="_ _1"></span>bszar </span></span></div><div class="t m0 xc h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowy <span class="_ _c"> </span>(certyfikacja, <span class="_ _c"> </span>analiza <span class="_ _b"> </span>r<span class="_ _1"></span>yzyk), <span class="_ _c"> </span>obszar <span class="_ _c"> </span>społeczno<span class="_ _1"></span><span class="ff2">-</span>pracowniczy <span class="_ _c"> </span>(prawa <span class="_ _c"> </span>człowieka, <span class="_ _c"> </span>standardy </div><div class="t m0 xc h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">zatrudnienia, BHP), obszar zarządczy (korupcja).<span class="ff2"> </span></div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>ramach <span class="_ _8"></span>badania p<span class="_ _0"></span>odwójnej istotności <span class="_ _8"></span>w Grupie <span class="_ _8"></span>UNIMOT ws<span class="_ _0"></span>kazano <span class="_ _8"></span>jako istotne <span class="_ _8"></span>kwestie zrównoważonego <span class="_ _8"></span>rozwoju, </div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">na które Grupa UNIMOT wywiera pozytywny rz<span class="_ _0"></span>eczywisty wpływ<span class="_ _1"></span>. Są to<span class="ff2"> zagadnienia: </span></div><div class="t m0 xa h11 y753 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Równowagi między życiem zawodowym a prywatnym pra<span class="_ _0"></span>cowników<span class="_ _1"></span> z łańcuchu wartości<span class="ff2">. </span></span></span></div><div class="t m0 xa h11 y754 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Zatrudnienie i integracja osób z niepełnosprawnościami wśród<span class="_ _0"></span> pracowników w łańcuchu wartości<span class="_ _1"></span><span class="ff2">. </span></span></span></div><div class="t m0 xa h11 y755 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Woda i warunki sanitarne. </span></span></div><div class="t m0 xa h11 y756 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Czas pracy pracowników w łańcuchu wartości<span class="ff2">. </span></span></span></div><div class="t m0 xa h11 y326 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Odpowiednia płaca pracowników w łańcuchu wartości.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y757 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>raportowanym <span class="_ _a"></span>okresie <span class="_ _a"></span>Grupa <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>nie <span class="_ _a"></span>okreś<span class="_ _1"></span>liła <span class="_ _a"></span>w <span class="_ _a"></span>formalny <span class="_ _a"></span>sposób <span class="_ _a"></span>swojego <span class="_ _a"></span>podejś<span class="_ _1"></span>cia <span class="_ _a"></span>do <span class="_ _a"></span>ww. <span class="_ _a"></span>kwestii. <span class="_ _a"></span>Nie </div><div class="t m0 x1 h2 y758 ff1 fs0 fc1 sc0 ls0 ws0">zidentyfikowała <span class="_ _8"></span>ró<span class="_ _1"></span>wnież <span class="_ _8"></span>polit<span class="_ _1"></span>yk <span class="_ _8"></span>i<span class="_ _1"></span> p<span class="_ _0"></span>rocedur, które <span class="_ _8"></span>regulowałyby jej <span class="_ _8"></span>wpływ<span class="_ _1"></span> <span class="_ _0"></span>na powyższe <span class="_ _8"></span>zagadnienia zrównoważonego </div><div class="t m0 x1 h2 y759 ff1 fs0 fc1 sc0 ls0 ws0">rozwoju <span class="_ _e"> </span>i <span class="_ _e"> </span>nie <span class="_ _e"> </span>wyznaczyła <span class="_ _e"> </span>c<span class="_ _1"></span>elów <span class="_ _e"> </span>w <span class="_ _e"> </span>tych <span class="_ _d"> </span>obszarach. <span class="_ _e"> </span>Gr<span class="_ _1"></span>upa <span class="_ _e"> </span>podejmie <span class="_ _e"> </span>powyższe <span class="_ _e"> </span>tematy<span class="_ _1"></span> <span class="_ _e"> </span>w <span class="_ _e"> </span>ramach <span class="_ _e"> </span>celów <span class="_ _e"> </span>w </div><div class="t m0 x1 h2 y75a ff1 fs0 fc1 sc0 ls0 ws0">krótkoterminowym horyzoncie czasowym.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf45 ff1 fs0 fc5 sc0 ls0 ws0">Dla średnioterminowego horyzontu czasowego: <span class="ff2"> </span></div><div class="t m0 xa h11 y28 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">100% <span class="_ _6"></span>partnerów <span class="_ _a"></span>biznesowych, <span class="_ _a"></span>którzy <span class="_ _6"></span>potwierdzili <span class="_ _a"></span>zapoznanie <span class="_ _a"></span>się <span class="_ _6"></span>z <span class="_ _a"></span>Kodeksem <span class="_ _4"></span><span class="ff2">i <span class="_ _a"></span>zadekla<span class="_ _0"></span>rowali <span class="_ _a"></span>stosowanie </span></span></span></div><div class="t m0 xc h2 y128 ff2 fs0 fc1 sc0 ls0 ws0">Kodeksu <span class="_ _8"></span><span class="ff1">Postę<span class="_ _1"></span>powania <span class="_ _8"></span>dla <span class="_ _8"></span>Partnerów<span class="_ _1"></span> <span class="_ _8"></span>Biznesowych <span class="_ _8"></span>Grupy <span class="_ _8"></span>UN<span class="_ _1"></span>IMOT<span class="ff2"> </span>i <span class="_ _7"></span>wdrożyli <span class="_ _8"></span>je<span class="_ _1"></span>go <span class="_ _8"></span>główne postanowienia <span class="_ _7"></span>do </span></div><div class="t m0 xc h2 ydae ff1 fs0 fc1 sc0 ls0 ws0">swojej działalności i działalności swoich partnerów biznesowych<span class="ff2 lsf">; <span class="ls0"> </span></span></div><div class="t m0 xa h11 y3e9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zaangażowanie <span class="_ _5"> </span>partnerów <span class="_ _b"> </span>biznesowych <span class="_ _b"> </span>w <span class="_ _5"> </span>dostarczanie <span class="_ _b"> </span>danych <span class="_ _5"> </span>niefinansowych<span class="_ _1"></span>, <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>tym <span class="_ _b"> </span>także <span class="_ _5"> </span>z <span class="_ _5"> </span>z<span class="_ _1"></span>akresu </span></span></div><div class="t m0 xc h2 ydaf ff1 fs0 fc1 sc0 ls0 ws0">nadużyć w kontekście do istotnych kwestii zrównoważonego rozwoju<span class="ff2 lsf">; <span class="ls0"> </span></span></div><div class="t m0 xa h11 y7f5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">cykliczne przeglądy regulacji wewnętrznych powiązanych <span class="_ _0"></span>z prawami człowieka.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yf41 ff2 fs0 fc5 sc0 lsa ws0">W <span class="ff1 ls0">horyzoncie długoterminowym:<span class="ff2"> </span></span></div><div class="t m0 xa h11 yf42 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie <span class="_ _7"></span>audytów <span class="_ _7"></span>u <span class="_ _8"></span>podwykonawców <span class="_ _8"></span>i <span class="_ _7"></span>dostawców <span class="_ _8"></span>oraz <span class="_ _7"></span>podejmowanie <span class="_ _8"></span>działań <span class="_ _7"></span>następczych <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>przypadku </span></span></div><div class="t m0 xc h2 y7cf ff1 fs0 fc1 sc0 ls0 ws0">udokumentowania naruszeń;<span class="ff2"> </span></div><div class="t m0 xa h11 y10a3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">opracowanie <span class="_ _9"> </span>systemu <span class="_ _9"> </span>formalnych  sankcji <span class="_ _c"> </span>względem  p<span class="_ _0"></span>artnerów  biznesowych <span class="_ _c"> </span>za  naruszenia <span class="_ _c"> </span>w  ramach<span class="_ _0"></span> </span></span></div><div class="t m0 xc h2 yccc ff1 fs0 fc1 sc0 ls0 ws0">istotnych kwestii zrównoważonego rozwoju. <span class="ff2"> </span></div><div class="t m0 x1 h2 y21a ff1 fs0 fc1 sc0 ls0 ws0">Pracownicy <span class="_ _0"></span>w <span class="_ _0"></span>łańcuchu wa<span class="_ _0"></span>rtości <span class="_ _8"></span>nie byli <span class="_ _8"></span>zaangażowani <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>ustalanie ww. <span class="_ _8"></span>celów. Nie <span class="_ _8"></span>byli <span class="_ _8"></span>również anga<span class="_ _0"></span>żowani <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>proce<span class="_ _1"></span>s </div><div class="t m0 x1 h2 y11cf ff1 fs0 fc1 sc0 ls0 ws0">śledzenia wyników w zakresie realizacji wyznaczonych zobowiąza<span class="_ _0"></span>ń w 2024 roku<span class="ff2"> </span>ora<span class="_ _1"></span>z wyciągania wniosków<span class="ff2 ls2">. <span class="ls0"> </span></span></div><div class="t m0 xa hf ya97 ff2 fs1 fc7 sc0 ls0 ws0">3.3.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Społeczności dotknięte w<span class="_ _8"></span>pływem <span class="ff2"> </span></span></span></div></div><div class="c x1 y12b3 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">ESRS S-3<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yae3 ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _7"></span>ze<span class="_ _1"></span> <span class="_ _7"></span>definicją <span class="_ _8"></span>wy<span class="_ _1"></span>znaczoną <span class="_ _7"></span>przez <span class="_ _8"></span>standardy <span class="_ _8"></span>ESR<span class="_ _1"></span>S, <span class="_ _7"></span>s<span class="_ _1"></span>połeczności <span class="_ _7"></span>dotknięte<span class="_ _1"></span> <span class="_ _7"></span>wpływe<span class="_ _1"></span>m <span class="_ _7"></span>to: <span class="_ _8"></span>„Ludzie <span class="_ _8"></span>lub <span class="_ _8"></span>grupy <span class="_ _8"></span>żyjące<span class="_ _1"></span> </div><div class="t m0 x1 h2 y1f5 ff1 fs0 fc1 sc0 ls0 ws0">lub <span class="_ _a"></span>pracujące <span class="_ _4"></span>na <span class="_ _4"></span>tym <span class="_ _4"></span>samym <span class="_ _4"></span>obszarze, <span class="_ _4"></span>na <span class="_ _a"></span>które <span class="_ _4"></span>wpływa <span class="_ _4"></span>lub <span class="_ _4"></span>może <span class="_ _4"></span>wpływać <span class="_ _4"></span>jednostka <span class="_ _a"></span>s<span class="_ _1"></span>prawozdają<span class="_ _0"></span>ca <span class="_ _4"></span>w <span class="_ _4"></span>ramach </div><div class="t m0 x1 h2 yc73 ff1 fs0 fc1 sc0 ls0 ws0">prowadzonych <span class="_ _8"></span>operacji <span class="_ _8"></span>lub w <span class="_ _7"></span>r<span class="_ _1"></span>amach <span class="_ _8"></span>wszystkich <span class="_ _0"></span>poziomów <span class="_ _8"></span>swo<span class="_ _1"></span>jego <span class="_ _8"></span>łańcucha <span class="_ _8"></span>wartośc<span class="_ _1"></span>i. <span class="_ _8"></span>Dotknięte <span class="_ _8"></span>społec<span class="_ _1"></span>zności <span class="_ _8"></span>mogą<span class="_ _8"></span> </div><div class="t m0 x1 h2 yc75 ff1 fs0 fc1 sc0 ls0 ws0">żyć <span class="_ _7"></span>zarówno <span class="_ _8"></span>na <span class="_ _7"></span>o<span class="_ _1"></span>bszarach <span class="_ _7"></span>przyle<span class="_ _1"></span>gających <span class="_ _7"></span>do <span class="_ _7"></span>miejs<span class="_ _1"></span>c, <span class="_ _7"></span>w <span class="_ _8"></span>których <span class="_ _8"></span>jednostka <span class="_ _8"></span>prowadzi <span class="_ _7"></span>działalnoś<span class="_ _1"></span>ć <span class="_ _7"></span>(społeczności <span class="_ _8"></span>lokalne), </div><div class="t m0 x1 h2 yc76 ff1 fs0 fc1 sc0 ls0 ws0">jak <span class="_ _8"></span>i w <span class="_ _8"></span>większej odległości. <span class="_ _8"></span>Dotknięte społeczności <span class="_ _8"></span>obejmują <span class="_ _8"></span>ludy rdz<span class="_ _0"></span>enne, na <span class="_ _8"></span>które może <span class="_ _8"></span>być <span class="_ _0"></span>wywierany <span class="_ _8"></span>rze<span class="_ _1"></span>czywisty<span class="_ _8"></span> </div><div class="t m0 x1 h2 yfe4 ff1 fs0 fc1 sc0 ls0 ws0">i potencjalny wpływ.”<span class="ff2"> </span></div></div><div class="c x1 y1437 w3a h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">SBM-1   SBM-2   SBM-3   <span class="ls7">S3</span>-5<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y102a ff1 fs0 fc1 sc0 ls0 ws0">Z <span class="_ _8"></span>przeprowa<span class="_ _1"></span>dzonego <span class="_ _8"></span>badania podwójnej <span class="_ _8"></span>is<span class="_ _1"></span>totności <span class="_ _8"></span>wynika, że <span class="_ _8"></span>do społeczności <span class="_ _0"></span>dotkniętych <span class="_ _8"></span>w<span class="_ _1"></span>pływem <span class="_ _8"></span>działania Grupy </div><div class="t m0 x1 h2 y1021 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT za<span class="_ _0"></span>licza się osoby <span class="_ _8"></span>mie<span class="_ _1"></span>szkające <span class="_ _0"></span>w sąsiedztwie jednostek <span class="_ _8"></span>bizneso<span class="_ _1"></span>wych  <span class="ff2">- </span>zakładów produkcyjnych <span class="_ _8"></span>Spółe<span class="_ _1"></span>k <span class="_ _0"></span>oraz </div><div class="t m0 x1 h2 y1022 ff1 fs0 fc1 sc0 ls0 ws0">terminali <span class="_ _c"> </span>p<span class="_ _1"></span>aliwowych <span class="_ _9"> </span>i <span class="_ _c"> </span>stacji<span class="_ _1"></span> <span class="_ _c"> </span>benzynowych  na<span class="_ _0"></span>leżących <span class="_ _9"> </span>do <span class="_ _9"> </span>Grupy<span class="ff2 ls2">, <span class="_ _9"> </span></span>klientów <span class="_ _9"> </span>indywidualnych<span class="_ _1"></span><span class="ff2"> <span class="_ _c"> </span>s<span class="_ _1"></span>tacji <span class="_ _c"> </span>benzynowych </span></div><div class="t m0 x1 h2 yf18 ff1 fs0 fc1 sc0 ls0 ws0">prowadzonych przez Grupę pod mark<span class="_ _1"></span>ą AVIA, a t<span class="_ _1"></span>akże społecznośc<span class="_ _1"></span>i zamieszkujące tereny, w których wydobywane są </div><div class="t m0 x1 h2 y1023 ff1 fs0 fc1 sc0 ls0 ws0">surowce <span class="_ _d"> </span>niezbędne <span class="_ _d"> </span>do <span class="_ _d"> </span>wytworzenia <span class="_ _d"> </span>produktów <span class="_ _d"> </span>Grupy.<span class="_ _1"></span> <span class="_ _d"> </span>Transport <span class="_ _d"> </span>paliw, <span class="_ _d"> </span>zarówno <span class="_ _d"> </span>drogowy, <span class="_ _d"> </span>kolejowy, <span class="_ _d"> </span>jak <span class="_ _d"> </span>i </div><div class="t m0 x1 h2 y13b1 ff1 fs0 fc1 sc0 ls0 ws0">rurociągowy, również ma znaczący <span class="_ _0"></span>wpływ na społeczności mieszkające w sąsiedztwie główny<span class="ff2">ch tras transportowych </span></div><div class="t m0 x1 h2 y1438 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _1"></span>magazynów <span class="_ _1"></span>paliw. <span class="_ _6"></span>Spośród <span class="_ _1"></span>li<span class="_ _1"></span>sty <span class="_ _1"></span>zagadnień <span class="_ _1"></span>zrównoważonego <span class="_ _6"></span>rozwoju <span class="_ _1"></span>z<span class="_ _1"></span><span class="ff2">awartej <span class="_ _1"></span>w <span class="_ _6"></span>wymaganiu <span class="_ _6"></span>AR <span class="_ _1"></span>16 <span class="_ _6"></span>dwie <span class="_ _1"></span>kwestie </span></div></div></div><div class="pi" ></div></div><div id="pfea" class="pf w0 h0" ><div class="pc pcea w0 h0"><img class="bi x9 y1439 w9 h218" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5sAAAWLCAIAAAAyDzXmAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzde7xlV1Un+t8YY8611n6cR72rUqmQB3mHQEIS5BEI2orSiLTdtoiKIkKrbfu6en1wW5HLvS3N5doq3Re50shTeQooL4EQCISkUnmnklRSqUpV6l11nnvv9ZpzjnH/2KdC0PTnfohc0Ov6fvbnk+TUOaf2WWft7N+aa8wxyMzQ6XQ6nc4/AxHRJYYCSnAUBXHtT1ShEZjAEZABOSDTP4ASIIAHaPq1vjuQnc4/Oq47BJ1Op9P5Z8JAYMAAIgB8+l2QAQN7KAACPODXPggFFODp1xNA3VHsdP4xom6NttPpdDr/TNSwDCADKX1DPFWDATAYA4BOUy/AgKgRbPrpBhifjredTqdLtJ1Op9PpfNsFYPqex6fz6hoDAUiA/r2v4elDv/FDnU6nS7SdTqfT6XwnmCERImDT5VdoAhJggKwVy6ZpwD1dRvu48EraJdpO5x+tro620+l0Ov9cUABn05oCzZBIjchAaNeCKikqAIlchFMwgRzIAWzToGuAUpdoO50u0XY6nU6n8x0ToAITZEjSRIwqkIogn74ZtgyewGecUmLxwxmFM8AAIwCcEBTIusPY6XSJttPpdDqd7xgBBI01uRoOHd/5n/5YyknjUDnNEg9bGFetl4V+n847+3kv+6F8y/ZsOCCDERRIQIJ2ibbT6RJtp9PpdDrfMWYWQJ7YNWXz+a9OPviZLVE9q3eaJ8w1iKxjoTDXu+TVZ84ONgM5AiAgwAgJiOg2n3Q6XaLtdDqdTuc7h4RaBAdgZfnGP/2zS5qwqS0bxBLqYDMA4Ffh2tnBBd/3A3AOoUHfTVt3CeBg3CXaTqdLtJ1Op9PpfCclmFlD7WCycvLR/bkaIwhizFRhsdUAGVHbP2sDnroNhcaiaBgC5AAZsm68QqfTJdpOp9PpdL7DzNhMiO66Y1dW+IBxQLPqw4lhiqLLDYiKoxrPvO4Z6DdNISdcQcAAyKbNu8wA7d45O51/hLp+tJ1Op9P5h5hMkCX42QYIQI7jHhHNtui4EQgQAQZyIAITwIAh2lRlnKNmUIoz4sZAkzAUJENBUIXx1+cdECY+DjJAeZHiemRYqFbW9x7m6rLYyxo9hXI+7zkV4PTsBAABCMAIMKAH9ANEsZAjB6q0uG+fHT9RT8Ypl0a4dJxIyGTj+GjZL7ZeefXc1s2IUIeTBSKw3YAJQg8Lgq0joFh7bnWOFpidAGM0szbp0bDRDIy8OzG+eQEglA6r0BxpThNHAnMQUnI+gWvsG2CroT8BWqDApG8VrAftA6QGhgFkHqdHaYCgCIbAIEJOxilCvGo0MxEBAKWWKQERIIMHcgCUxk1d54M5VRD7BCQzIVJthUlTQ5QLS4iRHKeUhCXE4Im95DDEqnZ5UbXjXj+P1hgZwxk8wfH0SaECUoBvIQXM4tgJgaYvFZcgDJC1QGpoYBoLNqQIJVAWjckjJQhUOECprSnreTMQAawxls4BEKC3NsqZAohASBqJOSExOKWQTQ8BkNqWs+HpNsyAwRS89mpKQEwpCA1BMIohtUrqWAjg6fdVhjKiprwS8gBrIkYGhiqMYKzjdtTLitOjp5XWRvM9hgE5/QIOmFb62PQj0ARmTCb1YFgAUFUW7hJtp9PpdL51tIycJbg8AobW4xSSR7MuJhcZhW+ACWwEdpDNRl51wqGkKGZ9FBXJGOyhYloQa6pJ1qZ0eYDBBk7gCAwMCFZ7LiAoterRAuvm1jLAHNNSXW4oGKqIAQmgHM41KlIs1nXqu5JbQPsYOENhlsXaKQAFGQSRBCRkJE2T6jLMrk/sRWGCCWlmqT+eOO4laNv3BAhBDInQAALkDaiNy0PXkswDeQRcV6DwTUu2lkGTGpEKqRlIjSAgIUJUJI3atj2XgQRk6jjAlMBQD+VpRuK/k2hTSCVDhHtkRAYFmAGDGWJMPmNQAAIBhgzwMJAlEBlIlUwQk6mSdzAzaGS2lNh714TATpg4xCQQhnrmpq7zvIAmOEkawdGIo8KMhR0DZGBKBG0BJedhbA1ptGSUDRJYQQRQSkKYsHCyglOsS58Xptwqc8YEUIKGltkRsxo0mc+orOt+nwntNyZabdqWRcT7JiQRMlMRMU1sa82W2cnXp4cYbPqAMsGgZiqcxWQGJSdqZpaIYCnl4smASCCKUmpUcY4gTD4lBRDU2LMSGcw0ZcwACEYATX9RRmu/rem0aUqnP8JkABCiZp5DMBEQET1+hHWXaDudTqfzD2doYI5M1sZwEcKpo/Tgw25xDDhlbXzQAZVOzPLZ2hWtNrFcQr31+deEvAg8YM7HGNsjR/HgwXXEKZTJq/fikyExWFLm7Clnue1no0nIMxViQgpKgiZUvcyhVNxwD3wLNJA2+ZCIstZB+2OSpbPX9596XkDZh0xUt7Ev9x+kg0d7ZY0YIApmA0gFie+08YVXPCM786yacjUdqlFswi23+mgYV0iG9esODybbR4BhNSdn1G84OPYveOYJpBn0ekowgXRTGL5pY8CAGQVqQBAyVIQMKNqEEFC4kejM/iWgxDmbJ0CGXFYiD4ro0AIOKYuGaCj842NSG5tkwbti38NHjx9bztxcoImZhcaKLBdJV19zIaCMlmCAhzkA999/ZGllVLfBudzlPWaKoSbWZ111fmyQZVDGyurk3t17QoDzPecyEdFYX37ZhcM+1WXdyyQmzwJyCGoHDh3ft/9IL18HywiJ0YJCHZtrn/cMrZFLIiZLdPs9D5YRyTwRKAVHSH0/m/PTLzob2gBW1a1kg3v2HB6P6lx830ki5TyvJ2VKun7DzPlP3UpIhBYgQgZjKFo1AoWEL9+4qzeY6w9my7IkM6bYy2k4KC64YMfXIyIBQNOGLPMK1HVyXkSgQNPgkQMn9+7bN65K5xwzP+Npl56xab7I4AimiBa89wSNMTnnAYzL9s679wSTJtpgZtaiUpzO6TM2gB6XQtdSLBKn0yGVGQpA2J519UUxwnnATFXl9OryY7pqoE6n0+k8eSPwACQKEGBAG5av33Xv699cHF3weVHCHNWpHdVOKslFs35rG7ZsPEL1i/70P/urL/dESCjqct/f7tz5hj/a3MSCow5odbKSqfnExlLl7syf/fGn/c5vgQgJShaEnBIbISOrR/v/8pO3v+6tW6vGWxtcWfsU2WYbJ6F4KPcXvO7nrn7NZuIcgWdzxcnFO9/wxye/8NVNdYxhgowSgYyzxFnkT77w4t/Yfo7MVYNZpxqpanHznR96zb/fbBgvr8wM50ITjs/FcxdhhGMDzpPM1oxLzn3hZ/98rudyTagUPu8S7ZOgMMDWCk4M5KGEBCgpUwJTgYAvfvkLN332e/7bHzi2ABV2MDibTnJjUAITYCB67Ia2F+/IT8r2v7/jPR/72GeWFupsVkR8DDpaXT1z+5bPf+5jWzYPDExrl2WA4bd/90233X5nCJHYqxpgTGnb1o1/+5mPblgnMKyWzTve+e43v/mPfTYU7oWgqlpk9MMve9Gb3vS7EIYjR4gJbCDQDV+6+c1v/pPVlWTIyEAUQHEw8J/8m49ccPY6CoKANuDHf+JnJy1qFWGhFISw3K4+++rLP/ret88MHZB6/X4Z5P9629s//7kvrSyOc8rGzcj3nCpmZ2ae9awr3/++PyFjJvcNfTmY1PDev/jEH/6X/7q4UIVA3nsRiERo9dKXvOg//cEbZvuPLXwqAJ+5NmmIlhViwI037Xnne95/6NEjD+zZ0zSRnB+Pytm5YayrSy4677oXPPdHf+TfXHzh5hR4vDRet27IjtoYvPM377ztp3/2F5rWK/fF5YgqFp/gl//1VVeNjLVFXJt2F4nPf96z3/eeP2IPVWMmeaLXV5doO51Op/PkNeC+EiJiBuU2s5ruvHfH/fs2kibnF0O1QXQmVQluhHzifBGJR6utTyfuvnPjcy6ryXJCGshZF553PNi21XrYVrXUrQs+apaQiMa5lDvvwniCmT5SMpUoyNQAi5lSVS397ZcvWJ5sa0qPJmFSZq3CZtvMy2ya2/TM513V9Iqi8SgjXFXvunXp5p3bj586R7ImjKOYAU7JKbPyU867oL9tB3wekAK3/XZ84hOfvPjwqadsmD9Wl/02+SpevdjOKgBeXiavLofbd8+D48/dMPiXL1RSckTSlRw8GQXUAGVwDigkwQHGaB0VYqhGyzd+9ejv/85Yw/Wv+eXn/+LPZZc+DcOBGliRASCKwkk0gxIEp5f/YkrifK9XJPOjcTIajNoAwHHu+xvGlc7MDxRgOCBhbUYc1M2MGm5b6fd7yVLmuK5Hhw6fmJuTFAEz5zJ2PZIBeG5Sm6rL83xULX/kE5+75PLLX/mTP1Smpg8njBBNhQzu5MKYeM6sBxAogWK9vLJh3dCmRQYOqbWIojWrEwsyUs/QrJe1wfUGRYzBrHW+UKS9+x5dnqSiv81blrsZzUIvy0dldfOu3bfe8ciVTz/b07QuZk1rMNUPfPjjq+PUxIK477LBZLKS+QDExdUKAuhazSqQjKDGYPE5Pv23O9/5ro/cfvu9k6ZJail5WJ+j6w3XJ6U6ysOPrj7wzg//+fs/+oIXPPcXX/WKq6+5MAEhmPe+CpG9U3h2c5MJE/V7GalWABvIHl86QOmx4toATzAyJSRGEPC4bJMhRQiBWWNKTvzfOX+6i8hOp9PpPHkZRIxgaFhXEZA1+2+/0Wdh7CaH+yvHhuOVQRMQFG3MmrZo1IcQV7bPzt1/6y1BsMKuyvBo7viZ58tFO8q+r1BHayhLmoeUtSlr1dfLD+zBwhKyEFzySjlAwsiQrMWjR45+4rNbm6rKQuVD3WtD3lrWJh9PpOXeM54iV1/4iKDp55gbmNRf/dzfLJw6NtvzIU2Ca2tfN76ufLtShJOD8C9+5lVYP994dxR2hFobLey98YYNzo4ee1izQNzOwDKLhDagVtcaB6D148nn/+htyXhJ/HLRb510J8aTOZcUOSwSJhliASL0AQcotQgNHnrk3v/4lpnx0rmLK/yx67/46l/Xux+gWAU2EKbLuhV4FYxv3HDknCegDSmqN+pBBq0WrlgfrahbSfA+m+5Rmu5MWstYdUI2MxfZJfZKrmpjUmMnUVHVwXlyGbHvN4HGpRoNzYZVLZDZhdX2db//vx04eoqlAEE1ek9mqNqmbOsEisSBfIALyKNh0PcxATQNlKRANLSJGuXauDEZjWMyrwSDiDiDgeXIiQU138RsZcJwc6OGm5QlKlbG8c/f+1EwFGzgtQ2MBOfw6LFTt99999K4lHwQ1Y/KAOkF89F4eVLF6SH7+oEjIx5X6d1/8cnX/vyv77ztgUntyhZtcuABu6HRIMa8qqU33Lw8jqOaJ0E+9qkvvvq1v/GpT9+hgDEmbeO885lXk8kkwHois5qcGdSQ4BJcQNZSFpAF+AQXp3XzlkfLk+UJmVqWzIVkSvAeJFgrf/97ukTb6XQ6nSePgbZtIYgaW6xivHrs4YcKRFibULuCSklLPS57Mk6tCLHGrei748tx98Gi4c2RZhok9KPLr/mhH1qYVDn3+pCsTllITtUn5BHZqdV07+5ojXpCUqcAoRXNiO76s/eew7nnkNqQNJlZBs6NkTCc25CftaMBMvTUAAMtl0d37d5Q03xL1JZ5MtekLJgzHpX18IwzNm85C65oRQAeYrB88NHqyAkX0qDoE1FUBejEgB6cpT3DcKqvp/p6KkuZCD9whE+stNAERNXuxHgy1KYBLABjoCGowQP9EPDg/nve/Me9+/bPalpfh3Ma9Pce2v32d6NNXlsw4BBJIyKB8XemYJgByDLxWRHUlIRdHoMlI3Ge6IluVhvgeVKWPs+SJQiTUH+mF2MjjOGMByUAoVWf9YkzgiPJiPI2YnZuo89mvvyVm2qd9l9ogciClJrZuSHYQGRsxmRELpPVUek9FADDyMhRsuQyUSR2Aqa8N2TxKcE5ZmICjUZl5guDI86aSNFkMJwbTVpxfZD/4vU3VjUmTTCgamoQYlQF7t59TzQlIYORUF4UBoUYCT/08IPGsKRQ1bZVm66e0v/xlv/y+t9/Y91qWYVkrigGqmaGyWSiGlOKPpPRaLR58xntapngm0gLi5Pf/l9ef889x0VY2ANomkaEBoMeGcrxKlEcDr3zCKluYqtQY1Ih8S5oAJsvmL4OREZEeZGnBFW0bQRARF2i7XQ6nc63kgCUS3Im2pwRsgPv+tiOxXp9226M6ZyRXbBsRXAnmJbJs+9pox5EsCF0/eHV8Ye+5EaEBgaXKMNVV25+1pWrjgsu8sisTuEUnAV3Ro27P/xXrp6UaMCE2qJgDOZjC/GWezfWTUNjci4615ILFaiUIINDRNue81xo0Qd6CiSc+uruwb5T52svr8rNfg5R59wwDx4xk81nNJdfmskQJQZRNhlvmtTjmx44c1XnInoBvZYGrfQggXqreR5930UJKbaeZtv4rOMIn79no7p+SP3uvfVJXh4JIE4hSQGMOCm3cWWh3XX/za/9n1c/+vlzAwar7YxinWJbm8IXvvbgb7yeHz2S0mQV45rNBeunoE+QT6elBKTgBCFby5Uw/sY984+PwgEUgGRrhQjTe/HJphv/0QKAyXS/vpEZWSLLi35ZxdVx+573fTwlWGrYcZNatZgVrgnltNgASEACtaBWORgBFEEJpKAESkZpehcej29xZdPYJiLZ6nhsoMRGnoyQEop8oEpmbnl5snv3g7n3ZhARQFkoArfdfrfzPi+KkFrO0KQazsRxtFiW1cootaGCEMQRubK2D3zoUx/44CeXFhvvh1HJDNV4tG5u1lI1N+NTWCmyRqvFQY8PHXpkfsvWWNugv6EOcmqx/Pl//2sP7TvqHLcpEZGjVE8W+0UcFNHJuG1OJF0mVHkOo+gcA9q0VZYL0DbN2HPlqHJSO2qFg1DQ2GhUZmRe1JTwBIm2q6PtdDqdzpPXT9oyarJeYhxavue9H3tqHWvAQIGE2LWUBS4mrc6SRwiNwxKFYBwno10f/qvrfvD7x7N5AdLM4xlPfcorXnzT7tsGlZBJlaERgkkvyEzAvZ//0rm33F5c90I4QokIEBDvO8gPHGStqrwNPDN2QSQfitfWLczMPTCXXfncZ5ac9UHJIBlOfnXXuibNgBN0nGMEKpiUfJn1D2TZpS964bSaMAp6ACZp9QtfmwupJa09InNgKZPzbT7fNrOwLDaLFqiwHLxe6fD1X93+Yy8qUzQ/6Appn4RARBGOMANuoDU1WVujDbf92u+t27nn7Nm50cqpzPIGqbQ2Y1535OjJd3/4xNbNm3/91UVONXwa1zPDuSTp8Qu/0/VUgJVNGWrGUAbMjKDT29en20hNHwQGrdV0JoJjkK51lSIQDEpQNgDTiukEijAy06ZN4tzcYNNdd+39wIdu+IVXPD+l1kvWQsaT8bA/mFQKSmzTstFEMCOyx5pYre2vNIapEZMBZhRBpzdOmRDYoo1XJ+BcLXAmaiG2cVAM2rL2nLXNZOfOu6955gVJLXfeAGIS4MYv3SpcqE3bl4WkKfMEMlMKrVWlZusd2JomeXZO3Dv+7IMnj08Gg01EeUqNiDlqF44fnJ0ZvPD5l196ycVLS0tfuuHLjzx6ZNumTUtLY+f79bid7c0srZ7gYwuf+Pj1P/fvfnzYl0svuuBP/vAP6oZAfVPnpM7zMCrtv/7pe/bsfVSoNypHRJQ7gjYbN8z/8i/9wvr5GQAEJTM2A6WN62d7OT/Ws4upS7SdTqfT+daqgUJbEacmX7uzPXxqLHpoiCiSxCtLinLm/PZmYaUYV944Ik7QkvhBDIsP7cPKUjm3dT0gRPBWXHmpzfbT8smBoTZSAhvlkXqmm+pw5Iabnnrd88AJmRBQQMu9x+ajBAR4nolURfUsfXNZy5OEzZddio3remBqAQI8st0PbgVxudIHL5arLpcwaXooWs1W6rDtgguRoXZYZVuP6DQuPHqw7+ISpXGhCZJAapw2rPdHjvdhJpycmdPWxaTN4pFHtjelm+lV0G6Z9kkQQkhwDkjRUjWXKcbVoT96W7r/4e2uKJdP1dSWyBrmFkmAWWYJ7cEPfGTz867InnMVYp3Nz6Ey84+Ls1AyM5puelIjNZizxEYJykiPLdKuJVqyabYUAxvBmI0xXdCFwdgMoGnHZLDRWvBCAkGcqCkR1XWMLf3Z29/z0uedv/2s7QrAoImIhGyaxQxm05y61sMKAmNA2ZjW/sbpA4kiI7GdzrpAW9WqylC1FsRmsJigBjMh9j57eO8jj/38DJhp0/LRw0uapG2Ty/KkgabpPCmREFGKnNA4CIjAuG3XwQf3HCiKecA1TcumKVUb52ePHDn0+tf97k/+5Et6BZrG9u37Vz//8796bKEa9LKm0dneXBXG69ZvqpvVG7/ytV/71R8HMDc39/3f/0I5XQyiGp24MuD9H/xoVY5MzJGLMXGWCbiX5T/+8u8dFmu/PzpdS0AGJqRkzGZmT7RE273kOp1Op/MP0aRkqJHcanXvn3/8nGWaaTgQK7wPUtSiyM54yYt3POuq1jnAksSxb+DD5rra8eip0U03e4TZGlmESsDFZ57xtKcmazIYmyWCArnCI5ytdOpvvkzHTiW26eiF3iilr9zTC6kVNtJ1jfai+Yi8pAxsg9nnvPIVdb+gEDFpEctHD+8Z37N7WJaCEhJGViIjRupDXKKnXnL54ILzLdUqMaKhyfLqpz47c+hEPzbKgSwVSfMEAtJLr81m5xy4Igt9jmiWeXyiKJcOPIidtw9CLQjdefEkcIQEJELIqHDQe/fe/lO/dOAdH9hc142WY26Q+cN5Ps5yL96rIkx8GBcHDt76629cfOv7sxWtNS0WON3k4HRCpYRpFwVKhpRI2RJbEItsiS2SnW7ZtfZYW9GVJKTTh4d5aIa1aWSs8GSAgc2IWlBD1Bgq7wlAVTa93vy+vcfe9Ka3LiysxgQz9PPZqgxkjlVYmQ2sRMYGD2CtS5USVMiYzbGKTD8TAYiE07UPihPHjmbizBKoFR+Ek4ciRccc2tY7d+cddywsVtMoGDUp7H3v+lo55tg4Rk4QM2OBqapCqBcbt7rUtLFWwBfZpExvfONbyopNs9iysCt6uXdWr576n37pta/4t99TuOAQcynPP2fuDa//1cny8Wa8xElDHdlno0kNyAN79j2yf5GBXCDWkjaMhqwmqzWUhTOLbe7YEfWLgXfeoua+CFUzyODReASP6EzFVMw0KgFMRoAmBbo62k6n0+l8a4UQWFdR8qHjo6/ce8FEzmrpzJGcv8IXjPj8MXPu8bLr3Pddc3iDO5qFxVkszWE8UOJmQxOO3H2noULCxMXlzGGW+1eePy54LLqSY7lnKz2MPRrEfFL6gyfHBw7HaaYgoKXq3n1lXKV+rprGVtcF1z0/IU1Ff3jxuf1nP31RJHjAp0lY+ODNn5zYZMSVGw5P+GZllk5mse3nsZ8vO3v6i79H1w0pol+X8wiyONr9zg88pWo3pLS+SRsr3TJOWxvdGKE/8JzeuvUAt1DnpEgpFyMJ7tAxfH4nji7l3c6wJyfCCaJglRKQ7vqTP9Ob7j57HCU0ExdSntUxLM8PS2ZJKIxINB/KvCW556Gdb3zr0qdvgMgCr2U/PD4DTqdfwaZVr4w0fRASvqGW1oBpfcFahYEYkwmZgznY2vCF6YLy2t8AIxghEoVePwuxbdt2OJwpJ0FV3vXn73twz2ERCKNtdVAMASYIgdiIQZh+568jgmMVUhYTMmET0PTK7vQTBE6ePOmcM1Ni9Zl5T947geXO11WVYtq3d9+xo8em3zCZwvC2//YuQV+T6/fnU7RMHKmZAiZCWV3r0sIky/24mQDYt//kLbfc5l3PSSGSadJqMo6xPufsM3/nN3+xl0vuwKhhk36B77rm8qdfdsHcsM+g3LmQ1GVZWbVlWd9449fMAIOIMTUpLiMtOwmkiWFtVWqKmffleNzzBYOQICShBaNh1IyGKRApkRFiCjG0NWDe+ye+IupeQZ1Op9N58ub7lvyFcAu33rrdxobJQs89OvTHMh5jUuJUOzeDS6/ES3/wuPeXFFu2L0cucdTLoUE+QjO+8+719ejhAURlfdPHJHdXftfDw8FCvyicnDeiK06hn88cyErO6jNLG+88mgfXCkpusXS37r3pXEi/oSatWx302iZuG+sWTUdcs+WVL44b53vorSILGQ0O2nWv//T25eXzo9jYTuWzG5r12xdw7nCwWD56YJvr/bt/kzBjUctiiAR88Y78rodLxw/3XDC/TTaNzQ720rFBmDn7Annxd9/Wz1eyXhYELCPRmUavquTQ+z6DZDVHIKJRNEBCMItQQ4C2iECCdYn3iZQeKJCrRizGPXfwRz/1jPF40CyxLnvRMkvjwlDvGdCJksIB5dqd1Y7POFxs3j8/tKDluz5ePPTwFoxHqBYR2kRIrkU+hlCLojSGlp5I84kVDQ8CFxHeTldk0lr25a83+idNnFRCdI1xo1KDGwIcIAiJkdxYbahp1uANrp4UpLO9IS3Xj7giZcWG4ZaLPvTJz48iApD1w6Q6QQhkgImBDTCCkioAjiYtWBUxMRs5FTJpkkwozZoVRoAAPppDCxmVlrSX83y5HNuQtKdL8cRIl4qZdUurmdr2j338emY1TLz4QwdW95YL4yxa3o4mxzIXWAzOB/aTZEliLwsH9t8J6zsaKvDQ/vvXb9vQUrtSr8Bp0DicmRfu/cjLX0SiLhMzbhs4mTMbZNng2u/+vlFbtVIHX3tqtW0GvYFY/plPX0+PJU3Knd/EfqvpOs5nEiXfy51sbOvCZ2qyYNTE1hMz5QBmgRlgAOSAA9j5TLzLiz6Rm36kS7SdTqfT+ZZiZEKIunLXXU0zCWhSbLPp7UHXC9LfePY5EMbczLptW0eTshdkY/RzpQ6btMlcc/9+PHiEAKcEI+TF5oufmp+5lZXcSpOaOGabVKMeZVVbpxQnD3JzhQAAACAASURBVDyIAGEUGg9cf2OMISGpJiZwaAa9fKVeNeTZhk2br7mqcY6S5oByWvzER93iChkpkMhEjQAPGY9KksG2Sy9k55wIzfbNEtp258f/mmCWAqVAXsbVxHGessLO2LL5jB3rnnFFb916r8y1WasgaiwFYP/ikf1//TGnEQAcQ6AAgb6+Cki6Ns++8/f0ASXcX5/IGtz1e28/ayUdiKOD82iLvAiYbWhjzM6vB2rF8dneylM21C+6kl738svf8iv/+v983Q/80e+ue+m1y6eOOK2L1ObTxlnp9Dl6eucXGVjtW/qsv/67dM4xS9s0Tlgcysm4LOvPf+6Lhw+dNKCu2qI3PJ27/kHXNDGGafsqVWVmgAjkvWcmEfHep6Sf+fTnVstSQTHZrl13aggxBCfSKwrVFGM0S4AxsxmMMB5PzMx7MeDIkeOLi4vEaxGRmVNKqnrFFVf0egwQ0fQLjQjEuPTSi/Pcs7BaBNH0j2KKKysrdf3t/F9Rp9PpdDpPVuXgoBiVh27d5SSwU7W2ALFS7XsLvd78ZRejn2NYzF90/mIKGbLNjds0wbqIuRBnDp/Ae/56HpBkCBFm/twdO77n2YCcgX5mvNKzSZr0yFy/p6FZuv1uTCYUG7+y+sCHPm0pTpCSBYIWsfVQg1+Bzl12Gc49J3K/D+lBfTW5+YMfmFta9spjoHbmFWwoVNoqrhb5hudciV4PhMpBVP3DR/beehtb8KSZqhJaUC+fWYFsvO65xWAOVz1NdmwjlaIlT5mZKdJEtPVx5yc/JcujmKKSmqz1ZOBpiJnmqS7R/o+1KWzvbxgeW9Sv3DcTIT5X50umVYGSX9dQv5lrZs8468Xff+1/f8d5P/XyR07uecfb/vM7/+Nvffj1v/2F979j+Qtf6T+82kviQiNCUMSgBoZMu71Opw58axLtN+YnNqCqKrN0+eVP6/UystQrstmZdQcOHnnDG94SIzZt3D6ZBGB6VfUPe9FVJTMzc9LknDOFtpaJZ7Jp2HXsdt+756EHDwCZiHztljtSSqYqBCYIA5oIajDn2cyI+cSJk8zMBAKOH1+qqsqJiMg00apqr9c777xzAKhOhxSrTAcOm11xxdO9FyYzS9NkDyDFdPLkyWPHlrtE2+l0Op1/AmoCt6G54Ws4dMhRW0sJDkVSTrQEOp7n2SUXpJ6rXKQrLzo5yFuIJHKRSGmC1c1O7n7vX7pDR7lpYapMtePzX/6v6jzPrfCK0ikLOETLuU1j/8ghu283pzI88FB+18PCNCqQoLBI1HBZ9YfzR53X657bsE/wUOOqXH7gPjt4cH1bucRLPaod8mSscGClfGF+uO6aZ8AopjiyVMA98sVdZ7mehtJiVSA1Kbq8D8vGrph72UsaZ3jq5vkXXh18nplnFYH4hFbrzYXv3fuw7npAiBNQEyAgAGk6O0CNVOlbvEj4/xulpCISfeqrfv+pR2Qyctjc0IZTkdU1w+HIuVKK+666ascf/u9L3/3Cm9/ytjte89v40Jeft3f5RUfDVcerrQ8dOfGW9x75F6+Z3HJvnxzFBEHuOMGUCQIy8PRm/7eGnR5ctfbPpImI1s3P/MgPv6yarCLVVR3zbOYzn7rhKzfeFlIWw3RygRmpkRo9ySub5eXVtaCZ1DnnWGC0aePGHWeeIaxe2IzyYuamm243ZDFh5657HJMX1hRDU5579lkspqowFRFTJZKjx46ZWtMmAJPJRESSqoiklMxMVefm5mZnZ5PCrbUtUGBty93sbOacqCUiwExEVBWE0Wi0urraJdpOp9Pp/BOQAFkd3/++j86tTojriibEMYvqXTYht9rvz1x60YixXMjg0vNObuovsTSginUlS8ukTapoZfHet7+PAPQ5iqvA/umXzlx6cdBQIDOb9pDXUdPkoNmFpb0f/yuUq0tfueWcpcDQsjBlCLRGPWM0qtvy7DPXPf+7GspzgImI9OT1XzkzpQylEK/m1DjNkzoDQRrf95dduO6KS0DCzI4YdUpf2jVYLfue2UJmZoTabFzXg83b8cxnjDzXs+6MFz8v9gsCW9BMXaHkTQer46cem5TX76SqJqYaiJiOwpru7bEEU2i3RPuE+jA8cuq233vr8uEj+syzV71mcMG5nPKNJ4ONwvK/fu4VOz/KL39J8ZQzaufnR3bJYnnZYpxrl+bjZG4y2jGqBgcfOfiXf402kRmmG7iAAIIQAWzG36Iq5seW2qfB1AhFrwdKp04ee+3P/vTZO7Yi1apm5maGG979ns/08vmZ2U3TblprfbtAT7hn///VysrYbO2+v4hYgoa4ddOmCy84RyTF1Kiac4Ndt+4GcO99Rw4eOpGLI6hp8I6f/ZxrTNfmR4iQmRHRqVMLBmNmNdRV7ZybljQQ0XSN1ns/HOTTH1ctOecNppaYKEQMhgPAptmXiKZPLIQQY+wSbafT6XT+CRAAo8nCXfcOUhQHztiQWE2Ek0jMMp6fY4QCbjg/02audAhCrWEssR66Vak3rp89/rmvoq2DszgdWSq+uOT8ZVDm+4VSgiHzddsOsl4vNYfvvA3jlebh/ZsSTLVlGBsbxowBZUuxLLdvlHO3F8w9XQsz9tCBeaUGLcBBkAhOjQwJbpR5OesMnZ9DUGUuEHFqgQ4dbxdO9bPcOWdJWaQK7QTtYH4OvZwRA6x3xmaI8PRmtqrBssxxXW9V1sNHsLQM1aAxrQUXANO2pWrdW+//SFQ8eDA+/OjJIwcvev5VY9gi26keMbkB/Ibept7Pv+wBkuOQ817w/Gtf9WOn1ruBm03Wgjw2DqJP8EgwHDqBkwsQwBAmgcHpdFMuMfx/dTlhxIwUk6a446xN5569Y9jPsyyr67Zq7I7bd8/NbW4bPV11sJaqn9zTaZpgdnp9mIiJhXjd/Py2rZuLwnkBi1Rl+8jBY5MKu3fvraqWeNq4TPPcn3Xm9pQiWSIYERkA47aNwuIdma2V5xIwHUQ7TbQpJQAhBLW1fwcsxghCCCnPcyJSXbv/YGZM3+7TvHtZdTqdTuebeeM+bfqfM1ot33b74NjiMGnZNpVGgphGixY1Pv2yy1iy2VG9rg5bZ7ZsdJkTBjj3GYm0iDlxubiw7p69Yfc9DaICA8tVxV97zf7MjcH92jLmkUVmL2RDjiv33lN9+jN0z25vDRNaM2V2htTnNia/fvsZP/i9443zNlJuwAwcOsi33OfHo7FTsGPvYSopOdCqk2OzvWt/+T80yMGOk/ZDqffeV+7Zu0WKVFctFCBSMsdFNthyzlkom9mFyUzTwBXnnbk9AxWSReLa8yoFy6AcH955K6rEsS3YrSUXBYwUFEAEUNfr4InPrbDvIx88t8Lqx69/+gufr9devH/OamFOrswG2/7DK9vnPmdLi+0NWwV50bXrf/aH9/TjmGyhl040q3kKZRwt+Grhjt1o6+kli3fegcbaJEIuXtswjZDTO+ODwUBVAaT0+NMbAFJKWZallKZBDUCMsW1bIqS09kmPjRwzsBGFFFkwHi3Xk+o1P/OK1IzKZpL3CmZ38uTob/76c0UxMACkSqoEBT+5NdrxuBSRLMucc1VVORZWzA17L7j2aePRCZ9bCC1LcejQqf0HT33281+K5mLTMCmQLr/04rN2bNZUMxuQQmjNwM6dOHFSVUM0YczNzU2TbNu2IYTp4WrbdmV1kmcZgZkFQIrqxKtiMp6MVkcAMYuIVFVVFEWIYTAYbNiw4dt2+nQzwzqdTqfzTZhusn4s1LrJ6omv3bKuanPDKUMxV+Rt4WpRUGa6snfvgTe+eckIFndABgdO9ELK0nTOKAD4ZGI4T+tjN9+8/rkXifNZEvKDTc++6oZNwzNKKpZWLKcxWaHT/p1xQxvveef7eg8c3QRjY1ZVIlELicbkJ9u3XPkzP3EYNpsxGnDRHv3CDf1HjvbhTg0onziuW0rJsTDJoxk/7ad/FDvONGQQQVQsLOz54IdkebHHGFWNyz3IucSRraZ25a5dC7/xW1Z5rM83trF49DAhphQbh8YBIIO1YvXS0vKHPj7/K6+SzAE+pcQgEClYwWSM1C0oPVGg9fqVu266tl6au2Xh4Lv/6mm//FNf+N03xfuOThpHL7pi3a++HC5bXwMnW2zJVvOw5VUv+eTb3zZTOd+mHMgjr+S6nGu2MtHRchLzBhicouDCQG1dF+KR1Dk3vRvOzBYtBGTZEzydpmkAhpmqTvc99Xq96clP9PgaWLbHRuhaMkuDwn3vdz/3uudd8+mbb06hJe4z+b/8iw/NrZsDoJQAWmuD+6Q2CU4mE1XV022P26aZHRZbNq2/+qrLiep+X+pJ9D4fj1f+73f8xa477onGnskRE+mrX/3TvT68Z7DB9PTiNYWkdVvn+YwBc/NzzrmkxLzWUUFVV1ZWlpdH87MDgJkcoMye2bHh0KGjy8sjol7TRufctPpWmOfn55/ylDng21Q33r2kOp1Op/NNLNA+lmvXQm2Izf17+ikSiDNO8CujsYJY2IdmdPDgw5/53KnP3nD4I5868LHPZJOVATkAXtELVETkCXlET9vqvvsHSjkM0zH3W7euu/KSg23JcBIBkowyJK2sXifSPrQ/b9saSsZOWQE2muH+suftz7sKwz5P6yedoSkf/dpOrkrnihoUQFk0D2ZAUxoNsi3XfRcGA1YBsRjw0IGT99zTcxBTNgSScYge3O8XVNjo6MH7PvyxpU9/8chHPvXgX31qdOp4RPJelNC46Y1kLh3H0Dx6005UrYcCqmsHjRI4TUsnU3cqPdHFUgjB6QriIMb97/3k5Mip73nVK4bn7sg3bDgiCfPDoUnTA7ZmKddHdKXaum79s55eucxHziMpo85onKmz1FqMa0NXgaQEhoKTCbGerkAl5mmhZ1V9wwXbN2RVZtBapWmM0TmXEnitrZXS46KaAXmep5QGvTzFAGt/5lWvJEnsaTDopaRgqarKCGsTHwjTjWpP4kC1bTtdOU6amFmYhGx+tr9hw/yZO7ZU1Yo4YXJR7eav7TpxcoGYyVRj2LJly9XPvLLIWYQAJYJhrew1Rq3rmgkA+j2ZxmU6/bMTUQjh2NETAFRN0/TYSAjJEo4cOdY0gUmm08hExMxgWL9+/bfz/OkSbafT6XSeTKg1s5QS9jw0uf/BAZAMfjjfBMz11gtndahnWM8GbVlZPrucXJn4vKo9A9lIy4nXlomNssRkrMSQanLH3Ti0SGUZBTFBfXHNT//Eob5Ezl1r3LKoI5LGY8bS1pV6yLycgYzyIAYRow1V79SmuXNf+2NVWa5XhgB5G/fvX/3KrtzMsrxtrYLNBBqSJErJolywA8+8KBDn6lJIMCrf+Z647yHv1Szkrmid52JGIjX1ZKFemLPqOVHPS+2F42breEI+ThAiJTIj4/U1bazIJxrENL7tbtu71yEykmMCEYgioBAoIXbn0RNJ1MtId8w2opeO/YP/61sfWFp57m/+8oaf/NG52Y3pgUPrY+8QxqtYtRDPS+sGE1z6fd+3NBwEyifsT/WldMiSMpIWVE2LVBVsxIApNqxbx9AEne7fF5EYo/f+5MmFlKCqBgNgBtW1/f7T8EpEBIox9no9VTDD1PhxWdZAAMUYnXBKoW0rx/zC6y78zd/+FUNTVaXzmSkxi0FBaqQw+oZpZd+MpmmIaNojVkSEuZqMzjn7TE/2ylf+26peZdZoKpI/eugIICSSYoTZS1/yLzdvQlHkTEpIxJg2JTCltm0n48n0x9m2bVuMca2yggiAc46Idu26I0YwMSAAmwmRqOKuO+9l8qok4nG6SMNgz372s9O38eKtS7SdTqfT+abjLE4XHpz8iw9mK6sZEEFNJCAblU2lkRzNMs2W5WZK60XXpzZLI3FYHdJiH6s5WqbI1ApVjpqs1v+HvTsNui276/v++6+19t5neu7z3LnH261Wt8ZuSS3UkloSksAITCQZCcJgJgEFxKZiI+yEUBRVcWyqEhvHGQjGSagETOF4ACzCYMIQCZCELGQGSa1uzUNLPd3xmc45e++11j8vznNbUg84ltuqpPT91K2u2y/uvefuu5/nfPc6a/j4p/U779S6rEwlKChuv+zFN7367mWbgvtUjQ21ZB+6MB7s31BTHcfdiUzWlSDFoDAf6+LO5+iOW0JM3aiS6hDHB9/9np3zB6HGK2PfqsshLHJqiqqXNrQ3veTO9YmddQixWmziwfnz9//Kr58Y85APU0hBsffYu4J8sZiFmW35cH0urdanVE4u2sNZPZx770N0zUadGMPJHE8t7WSx2aXdh/7oPUGlKgeTZDIrm4VJLsZon2SQ1l/35a9uzu83KVxQP9vtL/3UP3/73/oHh/e891nf8W3x2pvT+Xrd3vljK6U//OT8x//FxR//p9fd8fJhMi/W9iH1MZw+8OdcLlvH5rNrTj86RpssVo3mevpNT4sWFG0TavXqHNl3vetdR3++zF3jmFer4eGHH9lUo9xTStVrCOHUqVMhqJTHL+gySTlnM9WSS+5jiF70n3zvG174ZXf0w2qzfEpH+15tfthntyr+d3T58uXN0GkMMYRQcl4tD8+cOemqr3/dX7zp5utzGWqtZkGWLEQ3i8EW89lf/tZvCabjO9u1ls2LdverL76uV+tcZNIdd9yRUqqbPyLGzVe6mb3lLW/5zKcvmCmEII/yYAoPPHD+bW/7vZRSOTpdIQzD4O5t077xjW/8Yh4IzTxaAMAXHrj3/fGf7GxOEDVbD/10srUz34qHfVGtOXtZjRb76k2pSbW24VB9TibZJCsUjUElKMTqy+X5ez98utZBajfv9V33tOc+e+833m7ySTPR0Gdfj158LJNmIlvnqKPtPU0muezETTd6VDfd0lJDN2bliw88cMxiTX44jm03c7c4Klev8knTrm+4rpcFNepdjZ1/6KF8ZW/n5M7q8mHbtqtxGKunpiv9Kue8zuuqpqr2nuowjqE9DHl72jXB+1qaqiSTNKvmVV2pVx588Fopl0E1Xd2W9mr74EmS5NjNtxxf5xj905PVWZ+d3a2XL1z+YPnQL/7tH9O5G+44ddv8GVO998ETb7+/fPTh7Vc+T984SwrRQ6xKxU+OMvnO1o6253VzpUepqozZrNsseAohWIq1lFJKlZb98t577w3htaajCeLjmIehHBzsbz6FiI1ijKUMMcbFYhGjyljCE4Vo27Z5tey6ppRiIYfUVOlFL3rRB973wP7+cPr06d3DiyE+BaOKy+Wy1hqiWTQzizGkSTedtJJfc+3Zpz/9aQ/e/5F+dHcPm84OnmKcTCe33nLMTLPptNasePVeNPPqkkotpZQU4zXXnG2aZly7BTOzUqrkFvzP/vR9Dzzw4PXXn2rC5hw869fjpYuXPvrRj8Vm272ah2C2HscU29Sk225bxC/i7cMYLQDgyYpVGpXlvUbXoJJDsUHa0zj6KvV7H/6Fn7vznfdev79/qan7XZyHaRjKbj08mObRhjCdXAht38Qc1/sTuxJT7eu5g+bcRT+zktzH1A150vqpQ5veVtvVP37L6m1v3fHdZvTBw+Xjx05/z7dePnMia4zrPbfap7YbF5qe/WDqem2f2Z8ET1N1O4fNqnb/6sZ2664X23p22cLDM01X7dbHVtNfecdidUWh3+naNIzzcnj/1kEphxOlt944nXz1a7b351ufCbtT7+1g+mu/Oe9it7t/XQn9+mCIxVu7vxkeWSzy7vrO1fHFOP/k1nwR+t2u9sGefri47lJoDmwM8aDRI0mXLF1sJlbj6TIOb3uPzu9vy/aa2LdSCTvrcKpXDINvr7i5Hq/aQm943ce++w0fnh+7db0zy3652a2Lg2svfOyb33PPm37xd1/60//rM37oh3f+2f9y6hPv3okPfeDWlY6tb9xvzbrlfH7dMl1O4R03dO/7ntdr2Dlb4m572J/Kuel3Soy97nrRC89ce2odlr2XXjU3dmhl6OY/+4u//b0/+BPveu8D+3n66fPL3/idP/q6b/quS0MaNGlmW65ahoMmDJ0NX/mql7qrhJTVVqXqscRdt6XXVMu8lDHGWtbtLJ2JJjUHs0Hf801fszXZTe2F/eGBbH22Sa3HQukaX3d+qSu5HZumyrzI1tXGYl491tp4blRiKFZyuHqYQ/Y6lFF7u4N8EcLWUK2vfR+HIWj7+HWphmOp/uWv/3KlB+O8jHGxrPPDIuuWad2/+mV3FfPe1M47syYM83Z1fDLspBpL2svNxaFfTdswrvP2XN/xLW/sbNC4VBmCyYO5wrHJ0//aX/k7b//9DwxVeyvvpQ9/+jN/7yd/JsZpipPW2zanOoadrS3vV699zStsrTAqFJNHKRbVrFytl2erjWpb4yqn9WCzwU9UpZouy5bhC52TwxgtAODfMu4RZbb5hNTMTY3UjKP2D9/xC/90q918gFoXo09y6KQoJTVLWR3qGTs1rFbzOHNr1qWYLCYPael1KGVdU2m7ybJc2Zv7MJaDrfF9/+c//4o3vGq/KUWxUbAz280rnvvQAx+9PivYkKTqigqSklso3sZmndduoQS7dOaaUy9+fpmkpZQl16Fdvv+ehz9y+4n2/MFy2eTaNu2qlEUz1n6WuvD8Z0xvu0lJatUnNcrvu/dfX9OpLzL3aS7bg89GH7w/HReH3jelU4nzvl3ErStlVRSKzaqX7flkOVzwMCYvNZQaU1+9zKcff+Djz37/e9tXvbxaXSooqTtaWR6qPHJrPeEj1M7ilX/9+9/6u++Yrtbt8tIZhWXMh62uTIbkHmrJbeq9+vLytk7faEGXHr7s+yfrMFmVtoZ+1o398s5XfcXmHK8mda5QfVSIJh0/bn/1r37fX/+xv1PGLCmYt00X5Qf7B7/8y7/2G7/2m7OuuXTxkSalpmmiTlj0WnLwElTz2N92y7lv/uZvLNVTNDOvR9MGHjNzwK5+2Zgsto3O3XDmP/ubb/7R//Lv7i4P5ovjY9Fm0oM8SuY2yFQ348NH/7HP/92Ce3HzYJKCW5RtpjeYu0yhFouypknHFnOpmsJrX/vaH/uv/uEje57zMJvNxt5U3UJ54Z3PbBvLXmXWdd2wlktucgtSI6tDn90txhSifuhv/MCv/6vfevDhKwq2Wo6LxbGhlMvL/uH9T3/H9/3QC7/sjjue95xPfOrj73vfPQ89fGldQrSS0sQsell3k9ne5YNv/KavaTv5+OiRakffUEyP7shsn7PTw+YyBv17nOlG0QIAnpxdfcf2IA/ZNXrtzBSC7n+gfvQTNciqmqqulE4eZUGTi9KFyeyReVu2ZnsHqa1NCaF6MwmxW105a5r0eVpLM47RLI4l7Ke1Wer7/o/unX360urmrUbxRHHVduvWWw+8mZZhsBKqTLY5oqlTdC/KpahPcWJtOnfzM7V9NpYwj2ok68uF33vH/MrBlsVQzL1kpe3Bw8q8dFdC/bKX3J3UqEqm46U2e5fzfR+LruibETFvVJPbJC4eiXnVnbZT258cDvejn7KdS+u1YjyWupPRLn7qw9fN4laujRdXUR5Hi0PThdXyQ29/1+0veXGclV5pkLqwmUFrRYGifYJ7LQSVtZ527ZkXPWf4rX+9PTZJeVpsKPmg1TJ4m8PodRGaRm13fKHF7MKf/rFijho8r+v0mo9p+axXvfLEuRtkJgXbHNAlqRZFV7CX3X3X8WPz3d2YUvKay1ikaupSjOOYLy9X3eRE9ZKLLFZVBXmTYgg+rMvdL7vr2msXZh5N1Yvs83YqsM+ONIdqwc3M02q5bieTN3zd63/yp//3/NCelxI8brbucnk1BberJ8iZ22YNmzanzF09Yze4uXv1IFeQhyFrzEXS0bZ11VOwprXFVpSySV3bXXPN2cuH+01KZtY0jee+SeXWW2+U5O7x6l4NVzcdC64ob/b318NQmi6u137iuL30JS/4lV/97ep1az5brddN04XF4uRstl4v3/7u9777zz6Q83D58u7xnVNVY82aLNrlupev+9Xw0pe84LZbny1pzLlt4uc9H0ubyeSfe3Te0d/Vw9VT3ihaAMBTmrOyEuTmQSVIykGj+8KqhvEzv//25+ZwcRKbWie5lFDGUqrFvWm5L/jzfuQHX/2Nrx+Pb5XSTjxl9xrU1lH3f+Jffu/3Te4/fHpOk8NVE9a5rdcf1stt11w6XFwq+ffed+ym67Oqdkd1trj7+Y+cOH54/pF1kzfLs00KrlyrUs0xjpPJfh3GNH7ZN32bZsdq1bR6N476+Kf/+Gf/yTNys3Owt2PdFcVx7SeLpbWWzfTBa46f+IavLx6qKUQ1B+v6L/7vGz/y0NDFIWgdfZnKNCtWX07TvYvmq378h9tX3v20Y3OfbWnfm9R5k+rqIO5fedd/9z98+i2/etP+OociK+YWahP2d59RT3zm//iN21/9F6cvvSM3bZVt5vsWhZWs5e56ghFaq9Opj/25N3/3Jx980N5zcM3YF41yVy3RfVL8zLLxJn4oDJebCy+/6/a3/9Q/vL5fd2pWin90PJx703fe/P3fpWNbiqmGkGVRlmLjuVfNFpobz21/15u+8ad/8hdzfxBCaCzW6rPZfBgGV+shVWvHPJqZ1RKiNTEMw6HV8UUvvP1vvPn7JKWg6mM4mnoa5HZ1pVc5ms4tuYfqihanU7mXU9vx27/lG/7uP/if18OYuoU+G7VWzavVasHczKPLqtVqm8WDfjSkH3P1bFKpChYvX1mu+t6sySXHaHl0a8uxrclirjKo6cK4zi9+0V1/es+vxpjWy4NZ1+ahn0z8Bc9/rlcP5pJ3Xdv37lZdXs1cjaSL53dTjOaKSbn4f/rXvvPeD3/gz/7svskkptha1SpUz3koSmmxGqrXZufEzjAMi2NbLt87uJxinLTjq7787v/8b7757Nlu3ZfJND16oIgdtWuQQtXmoBGXinmUqtykzYKzL/D+YR4tAOBJG8NVJX/0PcaiQohWi/rcv/OPzh6u+9gMockhFgslHzcXuQAAIABJREFUWDGtJZvvnHnOC3Tm3HD8Ot+6RotT9eTp5anT/ZlrdNttZ5/3/DLbGTx5mq5CWqXOFOSaZJ0YfO+d727M11Zq53keJy99wQO3n3toOl3Hto9tDilbytb21cJs6zBYPja/KJ8+7Vz3hq/eO9ZearRqTL7+2K//y93zD8YqlwWP5iGqNY9yXVZMr3mpbjlzuUsPR12M0vLKB37+n53sc6httbRswrK1IVpwL2PVYqt9xSt10y129mll69p67fXj/OQ421meOatbbrrja7/WfdqUdojdQdP2sQk1HC/x5r1yzb3n9Qu/0eyuJspp847uKmYr3nyfSFUc42wvhcXL7rz97/3wI698/j3Htz65NT9opu3YLlZpex1O6ITK9Pwzb9j+9q9dPnJB93xmHezjO+39z7z+1I/9lVv+9o/qxFkFU4rFLF4NZUVZY26adfqB7//W137Ny2++4YTK4bF5MB+Wh1dicDM1Tbvq+5CayWzeJsUymvdW+5fc9bwf+sEfuO66nTbJpJrHcPVLYrO9sKkElaB8tNWwyc1kQZZrGYP0H7/hdcemzawN0UtQMffNqka3ojD60e+0uUeqLJuNpmxezdW21T1vRm5d4fz5C2NeW8hehyhX9mj1uhtOytQ2SR4mXbrrhbfLR9WVDwdWcxPCG9/41SeOT5tgydQ06dSp42ZZNrhlt+oKrrRa9jGqZDXJ2mjPfOZNP/1Tf//bv/Xrm1SU18GLh3yw2q+qw1iGdY42OdhdTVK3Pthf7V/cXti07b/mNS/9+X/8E8997vUxajKNY15L9epMi81kDPOjvK1H183GsLmGrn+flZOM0QIA/l8M1l4dRtukR3no4U994hMn1+Oz+5mUzYMUxuB9CkOYHKqZ3/gMhS3PRyMvyRQl8yCfPf+5X/7e33zvzn454V4VV/J9672GtgaP8TPvv+/ElbI1yWo6SZP5zrNe9srhDz9+4vBoYfZmmXWSRTUhN763uHRwcP2tL1eaSW7L9XzS5YcuvPe3f/9knOd+qJoPavqYamz2vd0u6aDohjtfvB7DloWgmpIOPvqp/fs+dVbNbXtNUd2PtdjYFkWFUpuT556uU9fWMQ4hBJkHb5IpSLHROs/vePkNOn2iH3I/GS1s2eRKs9pttOitrelP3vnu5zzwUDx1LKscjT/550+VxOc8P7mFNh3f9dXs5Xff/jPX3fOz/2Tv3o8dvPt9swv7rdU+hY+kxclbzj3r+/7SyTtu+eMf+W9PhFOX7jh9/NUvuu1Vr5h8+atyXKSaalM8fHZ/LLlbSvJSio8lnjzW/fT/9KP/5o/f9wu/8Et/8AfvPLD92Wy+Wu+G2I7Zu0nbNnW5ujRR36Rw07kbv+ovvOKNX/+a25/z9LHPky6ZqsXgXk2qefCybpsoy2MZo4JCzuNqs3nAWGoYDuN0MQ7juRu3f+S/ePNP/P2f3DtYVzWy8OhZXU0TNq8xWPBazHMba1+Wm3MNopUahmBjLUomk/b398e8cilYUC2TUFX7czecrkVyr9Xd9cxbb110tsq9Gre6bszf9KZvLnlU8Gqatu3OsYXpoWBrO3odxeXjcPTsOuY+pVDz+Mzbzv03//WP3fmCL/vlX/qde+75iMVxnfvgTRNmaqPycrsLNuzP4to13vmsp33dG/6jN37DVw2rYTZtvVaZh2hXv3tsNrH77OZ1Xsdg2bxGm+R+1aUUg4LX+IV+dVC0AIA/J2WtSMFkUSpKUihl//Lew/d+6NPrvraNhWM55DGNq2ZctnWd7Mps0T7ndl1zPCeNSaFUSTmEUXJTO2nmL3tp/+u/9ZHxw9O1q5ssZfunD4/t5+nS+8X0g4fnT771Hdd99deoi1VKq/Dcl3/lH/7qO+/71P1VQVLYHLVUwzAOq65tTx4fbzxjd99tSx2bmbqJcn3wvg9/6vz5s00bTuycz3XZ2EGbhihfDjfsNuXc9U+7/QUTW6gPnZVq+f0f+MBHY9ndaZ69d2yd6sVZXbXjZnjvkTaevf1Wbc9zmhZp2WuRqrqYpaWUuiZsL/ZuvnFYj+tYD7wumsVn4pXDdnVm2Q3WHs61OP+Zs3rGUbDJkmvKjfVEglnrCtJo00PJb77tzr/1o9rPes+H9LZ3fuJjHzlsyuQrXnzb817+yY/f97M/90tfefq25/yl79R33V2u2cnqzmu6s4raV90J9epn0GFTfioyj8lMoUrVy5fffcfLXnLHlSurd73n37z1rb9/3wc/enl3f3fvsGknx0+cmk6nr/2KV7/8FXffeOPZ7W0Fk1xtl466LERJ6wO10WddOFwdVFk3mY9jHy3Pp8fHYZnCwkK00HktTdfWqm/7ltdfuXzpv/8f/1FUrgqbzktdPX/hwWOLc12MqlK1WvqUPNcxxJDcgimPe1vztl+VyTweHIwXzj+kugqhBmtiHbsmxKZubbWr5XIym1m0Ovi5G69/9ate/Kf3fPD8wxfPntq+5aabb731XDCPMS37IUa99K473//ee4Ks2hgUNiu01v3aqyzIqpsUg8vH2aT57je9/o1f9/oPffDBn/v5n7p48fIH7/vI+YcveQ0ptNO2ffazn/661/2Fu178guc+92nTacomU5VqCC55jPHqv8NR0ZoFScvV2CZNk9c8TKdd3+eovD5cbd1wcu+yJme+oG9Wn7tdNgAAnzNoJkmjFZMnBZUg0xjU1KrdK3rPe7W/1unjCkVxVMib9R1lsDg/qdtuV5sUNPRjG6qaeBjTIC1UmtW6/5M/7bKrKrddOnGib863D64sB03DxU4nb39hVnclpSLtlL57ZLd++IOhS0dDtJsX5kEWasm9Zc279vqz/ckbqyTViTxcOJ8/+tG2Bg2jrKqVWstRIcbwUFU3yy96Zj/t5n3rIe81OZ5/ePGpB9QGXcyKVW1RrJvCkMW8czzd9iyFpoyKLoW1lBTiXrCguhhGffBTunhJ0+jBbDIv427Mh1o26j13Wj3/1vXxk0lxu8QwmpL6pI6763HqZn5lkaRlo30pan2qdx26lmuNhzre7u4c2x5NB6txd9kMO2rU31hKChNvVtbNe+mKhrNFiuFopwDJqml0uZSqkl9dfLR5wnDp0u5qZ3s6ZI1FFtQ2kqRebSuZhrU3raWgq2uZ6tUR5XTh/PqRS7vzrZ11Xw4OV9NZV+t6dXjlhS+4tYyjl3Ey8ZIV07TUINPDD68u7x664qPhtR4vP+/2W6LkoyezLH3404+MrrEoKrYlWLE8X2rId9x6brN86sLu+qGLl4sleYy1SSX25VK7lZ9x083lcGi7VlINevDiauv4dDNNYlxqMcvjmFMzqVUe9P73fzy1U1dyNe5xs9ry7Hx97XUnJRXPCsVlpuQKpcqC8qiuUSm6cnkYlsUsdF136oT6QV23aVVfrw+66fSzQ7KPPhdf/eGSu3IuIcX7H7zStNMQur7P4zgem3eq8pyvOdvaFzQrh6IFADx50RatU80qrbwtcVxWb2JsPLq0t68xr84uqqqrSqVRDbKUo+WkGuWxdlF5CKpKcYzN2mTyqD7WoarW0F1xG60bNVyT1wvXssl7ilulTd7up9RLp2tu+z63PkSrUpaqNqdwbj64jb28Ki6VTwxdaIKsupdYhlhqE5JcNZY+5qW8qFb3a1aNFPdn00H15IFrEpcp96ozafQcLWgzDVJHOwuNfe7SJJQYQuvFZWZ1qdiUkDYvKSjHvDIrJTb7SoOapPG4sg1uMqW4G9yVOoVFDTaaojwy8eAJi9bD0b+xKWkdtcplEqzLVdHGUJahrqQ0jF275V6O7Yegsr+V51VhGZWa3EqD8nSIaqNv1h9JwWW5qrii1JhUcx9jdFfOOaVmzMVCtGC+maoQgldFd5nJFUN1VXkN4WgWw2bvtXHU5iQtN4VgHjSOahoFyb0Eq7WMCjLFEJo8ulmI4WiR1Ga+qEu55lLKpGlDUZAVKUdlkza74LlC1mEYp6GxLC8lxDB6tTZspqY2VbGo1zhonKZJqkFVGr001Zs4uILk1UOuXeeluFlyN8kt2CboN6/GN6+p5mCxeo3Jchmb1JTqMqvVQjR3Wa4xBkm1VHcPFiyYTLV6KUOMsmjBHrOXmX3+T1RKDRbGXEMKm3OHQ1S/rpM2lGFsUhqzd5MvJGkpWgDAkw+aZS1bX2toVLdK0NjksdhWkyUruQ1STjIpyjc7abrqOBZTTnFpdancyOdqpLTZmKeRlNcxWlkexm6u0Ep2IejkKCsqbb8OYT4GraPi5vT4on6lrtFmI9qw2T5T5qZim5au4xBmnTY7X9ZRklJzNP4mKchTLTZW5VXR9l7UaPVEF6K0dJWi1nOsq2ytmnZqVqVBcikpJw2mVtIwpjYeyg/lJ1T31VZpXjWpctMQh6QSc5A3imEMMilLg2qVmepE1kpWTDIFFRO7dz3RA9RgGqWg0qimo3+CoLU0ysey7iwcGw73m+ZynDZK12T5ary0lbeLt32U0noWV9JM66Q2lnC0W0B0hVxUN5UY/Ghy7dj3TdNocx5YSpK8ZpnZ0dNGKmUsdcx5mE46s6tbz3qUB0nLvSvT6dSabpNqpbhFyzm3jdb9qmuje65h6q6aS9tM7NGnREm22cpARS7FqJAPSkpRjUpUVnHVJIuerCinbB6G/fU0TZRMTS1WXMUUojcqIVuu0aOb9RZCVFVJ2ZMfDMt5OyulTkJXNQRrSjZJwZRzbtokG+Wbr16TNiPkm0m9KqWGEFyqnlOMq/VBTCH5NIRgYbO+0aTq0nrsq1tKKYUkheh5MzPj6Gvv0b/xo8PbfrVuTXUzyUEqZYwxyL0Ma7niZPEF3D/MowUA/HmVUWVFSqout2IptoN0KOUYk+xElptqkaS42dwyNcFk5kmaKLqUlZLUSG2VqjQUTVKcTDWOylVhOutko5RllqxzjUdbLKjVOkU1XdPXONbN6GYNVR5icVmj0RVDsE6DFEdFUwhSqKPGlbpWm+1mrViKLinYTJ2p02E/1nmzPXFdOpDHOmkXk9Z6HbgmRWmQihRVJxqlTopqlKvSuNYgLVyqUqpSL2u0thxDXgxBCqpKOdiouFBIwaXGY6hX39ijRjtqKzxOzuqLUohqTBqTimRaqiYLJ+I09VLuZ00alFSrLxW7plG8FMvWrE5VizwoSR5UN/8Wj0bk53TV5q6wppuoqo45Nq3yqGBmQeaqxWt1K/LaNrFtOvdcq0JoP/f3mB2bS+Z18OohtTFarWOTTPImqZYhplQVZdVi8+hWXFKVqrzIXKqusLd/MInTLrbanK8bLahkDVLa7AewXB0sJvPpYqYqyT2ParJUTEHu8mYofYopZ+/CZPPqYrCiMm+TKXcx1TJUVQseN6uuXE1K8vHojOCa5I0UPJQrVy6amu3tnRSDu0wKMUl5Omml4tksbJ4mvaqMdQghNk1bZVVa1xpDiNrMCNKfs2tBGQZtziNOlvOYUvA69v26m01je3ULYcZoAQBPWc26hqIh1VF9ozJzi3300OVku15ylKTjXjfvXZuzCY5WMge5VY9alT7FNioGKZSrb1XBFWr17BaDolcrUrPZCD9qkJKURsmUkw7kkne1ThU3+yQdbQXknmQ+FotRxRVsSLV4CRYlc1m8OnEvfHZvgVo9+KrESVxFDVInb8cxNGlU6AfNTXuNWmmyqXhTjXJTzFKVPHuqfdSktGOUS+0oFSlpnaqrdNWDUjEbhth5NJOCalLZ7I3k2vwsJy+hdmq4wR4/Rls1ZgUpdJvhWTdvtJaC1FVpXeXr2sUhtalaGqUhL7fCnsZGNpO1R4dO5aho9dH9BFyh1qMYDeayevVj8M3H7fbonrL+aAK7b+Zse63FjgZuw2Yf2aMZA5vh5KOYenTQsZYyNk2SvJbR49xrDSF4LXIPJjPbzCbd/NjcGsFNrmE5trPGg7tKVQmy4EFuNbi5WTVZkDZ/l83MDJlH1VisKpiqQo1mJpOr5DqEFKrXZMk8yDaFarVs/oIlxM2yz825YUGyqhJClKwUl0IwbQamq2czL3VMNnOp1iLzcHR1PbtLFixJVl3t5iFycznss3Fqn/Ns4dUt2JjHlKKZSsmbyQySq1aFIH0h+zVTtACAJx80k4qKNEg1KCQ147o2IVkTZEOufQp81vdYvaIrpVxTSDnoQh1noZlLsXfVosY9ySha4ClF0QIAnoRLoxSr4lhUs6IpJQ8hS8Og9YHKqK0Z1+mxaq9atD+onSuGfhJ8OksKaTPWmzQEtRyyADyleLYGADy5TYQpxBh7hXWtx9zCpb0/+Uc/88j/9bvXjrkfWbT/WI0OtsM4GZsLY72wmD79zd977pter7apMXlMg6n/wj5VBUDRAgD+ndmmvIIsFClLBzkfK1XVTt3/yOzPPnLTcn8dKdrHutIdLrW0oTPrtD3PB5cUh0HWW4xSIGcBihYA8EVTpXXSRNosPzZpu21tNUphq9TJOEjLpVZcqMfY7+ygDVqHbM04jb0NinWlOqpOpdYVXEw6AChaAMAXqWj3JElTV5AaaemqQVH95TYftkM7qrS8jzzW8WVz7UE7KW2u03ZIi4OJhjRtNx1b7OqJoAAoWgDAf3AmdVLrsixztUlrV+lSk9YfPtvcf316pMy787yPPO6dtdeJsTupSa/20jpv1anqpFHoFCZy86IqsUcE8NR+v2KvAwDAE3LJq0J2FZdMjS2jRqsTrVYPfrI+9Mlpf9joFi7UY+w2ZQh1e6izZutKXve3XO+nTleFbfk8S6PLpRlFC1C0AIAvTtKOkqpUZFIMqxCqPCrbuExlGWNdNjdwnR5btDqsKjuSxmLN4pKU1XTSCVc3Xp2SzOow4CnFMyIA4MmZFKVQXbUoBq9dSUGtqqlE1TKrrAx7rNnYS9IQVIJmNaVauyZsDgE2lUZr05zLBFC0AIAvAjcNjQb5qCLVRr6wxgbXfv7E297+4Afvqwd7W/GAC/XYp4AQ15f2Z9unDquGafO017zq+hffJR0dr7BnuizmagAULQDgi1NmUiu1HswmS4VUZWvlbkxxd/8P3nLqf/vlpuxHRS7UY69bLd4EjX6iNI/MJsOZiV7xnKJp8LAyLdyP91kTTsEFnkpsiAcAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAACeXOISAACemLv1rhpkNktaNTo/qzs+6NLlqS9Xk+H05ew69phfFD5/rMTlLv+SumwP7exdrpefbtsXlvnS8ZnNmkGeNc5KO+tNnR1Omjl3F0DRAgC+GEFrqq1ClUk1qEqtgo9V1mmQlRTUPrTY40I9RsnDdWO7GBU0K2XSHubWFS3IpaBiGrlGAEULAPgiFa10EGoXQiO5ZFIjBUWl+VCby6MWilvD/mN+Va31c//XzMzsS+q6hTg93ZxRX0yz8cowyZ1yjMnkpqASKFqAogUAfBGL9ijRXNUUpSK5B8VmOLa1PHXy8LBs7fePLVr//KKVmb60inY3x8NxmCssZQ+XPO86WZDCl9hlAChaAMD/BwRp7orFrVqULKlI1jQK6/nL7jqeYj4c9lJ+/K96TBb7l9h1y6ZQQ17G5OnmY7Njz70lx1TM2iArSq4ZaQs81czduQoAgCfgrrGoRFXbzDnYLbU0ZR5j51n9qFzGxexxRfulvjIs1FWsg5amkjRtDjvrbRKlraqQpSBFMV4LPLUYowUA/NvYUZzOJ2GlMEiy1HVSSgPvI49TQheDzY4F8+gWB8UixUfHql2qUuQ6AU/pdynGaAEAT8jl2WusFvxonX6NR6uaohSrW3UF9jV/rN5KMW9lQVZlvcylRmqrrEgmGUULULQAgC+KIu2qtlKrEB9tML86ylgklyYs3H/8hQuqUboar/bZR4TN/7ox6QB4ivFpEQDgzxFctaoGqR6t+jK5HeWaS565Ro9Vk0o8mk78uaNGQQpHDwK8+wJPLcZoAQBPzKXsMnlQldzMXXKZKx5FrSupcKEeV7TmFsrVsdhYZVWSPKqEo+vVcZWApxRPiQCAJ2auZjOnILiCy1SlUV7k1bwqyNQxIfTxgqrUXx2LnUUlO5pyULk4wH+o71eM0QIAAOD/3w+SAAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaIH/p107NgEQCIIougf2YX6dmNqPiVjT1WMVIiZrbgOy8F4JE/1gAAAULQAAKFoAABQtAAAoWgAAULT3oIPfAAAPLUlEQVQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAC+poi47qevhy0AACjnHHvLTEMAAFCX1wEAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAACKFgAAKmvzslkBAIDCRZuZVgAAoC6vAwAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBQtAAAoGgBAOAfU0Rc99PXwxYAAJRzjr1lpiEAAKjL6wAAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAABFCwAAlbV52awAAEBdLyUHsDr7BVnVAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">234<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">dotyczące <span class="_ _a"></span>społeczności <span class="_ _a"></span>dotkniętych <span class="_ _a"></span>wpływem <span class="_ _a"></span>został<span class="_ _1"></span><span class="ff2">y <span class="_ _a"></span>zidentyfikowane <span class="_ _a"></span></span>jako <span class="_ _a"></span>istotne, <span class="_ _a"></span>a <span class="_ _a"></span>wywie<span class="_ _1"></span>rany <span class="_ _6"></span>w<span class="_ _1"></span>pływ <span class="_ _a"></span>określony </div><div class="t m0 x1 h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">jako pozytywny. </div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">Model <span class="_ _d"> </span>biznesowy <span class="_ _e"> </span>Grupy <span class="_ _d"> </span>UNIMOT <span class="_ _d"> </span>oparty <span class="_ _e"> </span>jest <span class="_ _d"> </span>na <span class="_ _d"> </span>transformacji <span class="_ _d"> </span>energetycznej <span class="_ _d"> </span>oraz <span class="_ _e"> </span>wprowadzaniu <span class="_ _e"> </span>rozwią<span class="_ _1"></span>zań </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">technologicznych <span class="_ _8"></span>wspierających <span class="_ _0"></span>transformację <span class="_ _8"></span>e<span class="_ _1"></span>nergetyczną <span class="_ _7"></span>s<span class="_ _1"></span>połeczeństwa. <span class="_ _8"></span>U <span class="_ _8"></span>podstaw <span class="_ _8"></span>bizn<span class="_ _1"></span>esu <span class="_ _8"></span>prowadzonego <span class="_ _8"></span>przez </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">Grupę leży więc wywieranie pozytywnego wpływu zarówno na społeczeństwo, jak i na środowisko naturalne.<span class="ff2"> </span></div><div class="t m0 x1 h2 y794 ff1 fs0 fc1 sc0 ls0 ws0">Chociaż <span class="_ _5"> </span>Grupa <span class="_ _5"> </span>nie <span class="_ _5"> </span>konsultuje <span class="_ _5"> </span>sw<span class="_ _1"></span>ojej <span class="_ _4"> </span>s<span class="_ _1"></span>trategii <span class="_ _4"></span>i <span class="_ _5"> </span>mo<span class="_ _1"></span>delu <span class="_ _5"> </span>biznesowego<span class="_ _1"></span><span class="ff2"> <span class="_ _5"> </span></span>oraz <span class="_ _5"> </span>celów<span class="ff2"> <span class="_ _b"> </span></span>ze <span class="_ _4"> </span>s<span class="_ _1"></span>połecznościami <span class="_ _4"></span>dotkniętymi </div><div class="t m0 x1 h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">wpływem, dąży <span class="ff2">jednak </span>do tego, by w swoich dzia<span class="_ _0"></span>łaniach prowadzić politykę dobrego sąsiada. Powyższe jest jednym </div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _9"> </span>celów  wyz<span class="_ _0"></span>naczonych <span class="_ _9"> </span>przez <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span>w  Strategii<span class="_ _0"></span> <span class="_ _9"> </span>na  lata <span class="_ _9"> </span>2024<span class="ff2">-2028.  Kierunek <span class="_ _9"> </span>strategiczny <span class="_ _9"> </span>nr <span class="_ _9"> </span>2 <span class="_ _9"> </span>w <span class="_ _9"> </span>zakresie </span></div><div class="t m0 x1 h2 y754 ff1 fs0 fc1 sc0 ls0 ws0">Społeczeństwo został <span class="_ _0"></span>zdefiniowany jako <span class="_ _8"></span>Partne<span class="_ _1"></span>rstwo społeczno<span class="ff2">-biznesowe i przypisano <span class="_ _8"></span>mu ce<span class="_ _1"></span>l: Prowadzenie d<span class="_ _8"></span>ialogu </span></div><div class="t m0 x1 h2 y755 ff1 fs0 fc1 sc0 ls0 ws0">społecznego i polityki dobrego sąsiada<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">Realizacji <span class="_ _b"> </span>celów <span class="_ _c"> </span>przypisano <span class="_ _b"> </span>mierniki <span class="_ _c"> </span>–<span class="ff2"> <span class="_ _b"> </span></span>zarówno <span class="_ _c"> </span>liczbowe, <span class="_ _b"> </span>jak <span class="_ _b"> </span>i <span class="_ _c"> </span>opisowe, <span class="_ _c"> </span>które <span class="_ _b"> </span>zostały <span class="_ _b"> </span>omó<span class="_ _1"></span>wione <span class="_ _b"> </span>w <span class="_ _c"> </span>części <span class="_ _b"> </span>1.5. </div><div class="t m0 x1 h2 y122 ff1 fs0 fc1 sc0 ls0 ws0">niniejszego Sprawozdania (Wyniki o<span class="_ _1"></span>siągnięte w ramach <span class="_ _1"></span>realizacji celów<span class="_ _1"></span> w obszarach ESG)<span class="_ _1"></span>. Cele <span class="_ _1"></span>w zakresie klientów </div><div class="t m0 x1 h2 y757 ff1 fs0 fc1 sc0 ls0 ws0">oferowanych <span class="_ _5"> </span>przez <span class="_ _4"> </span>Grupę<span class="_ _1"></span> <span class="_ _4"></span>produktów <span class="_ _b"> </span>i <span class="_ _5"> </span>usług, <span class="_ _5"> </span>a <span class="_ _5"> </span>będących <span class="_ _5"> </span>równoc<span class="_ _1"></span>ześnie <span class="_ _4"></span>członkami <span class="_ _4"> </span>s<span class="_ _1"></span>połeczności, <span class="_ _4"></span>na <span class="_ _5"> </span>które <span class="_ _5"> </span>Grupa </div><div class="t m0 x1 h2 y758 ff1 fs0 fc1 sc0 ls0 ws0">wywiera wpływ opisano w podrozdziale 3.4. niniejszego Sprawozd<span class="_ _0"></span>ania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y125 ff1 fs0 fc1 sc0 ls0 ws0">Zidentyfikowany wpływ działania Grupy na dotknięte społeczności nie dotyczy <span class="_ _0"></span>zagadnień ludów rdzennych<span class="ff2">.<span class="_ _1"></span>  </span></div><div class="t m0 x1 h2 y126 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span><span class="ff1">przypadku <span class="_ _1"></span>narus<span class="_ _1"></span>zenia <span class="_ _6"></span>praw <span class="_ _6"></span>człowieka <span class="_ _6"></span>lub <span class="_ _6"></span>innych <span class="_ _6"></span>praw<span class="_ _1"></span> <span class="_ _1"></span>uniwe<span class="_ _1"></span>rsalnych <span class="_ _1"></span>w<span class="_ _1"></span>obec <span class="_ _1"></span>dotkniętej <span class="_ _6"></span>społec<span class="_ _1"></span>zności, <span class="_ _1"></span>Grupa <span class="_ _6"></span>nie </span></div><div class="t m0 x1 h2 y127 ff1 fs0 fc1 sc0 ls0 ws0">wprowadziła <span class="_ _c"> </span>własnej <span class="_ _9"> </span>procedury <span class="_ _c"> </span>oraz <span class="_ _c"> </span>fo<span class="_ _1"></span>rmalnych <span class="_ _c"> </span>mec<span class="_ _1"></span>hanizmów <span class="_ _c"> </span><span class="ff2">naprawienia <span class="_ _c"> </span>krz<span class="_ _1"></span>ywd. <span class="_ _c"> </span>W <span class="_ _9"> </span>przypadku <span class="_ _c"> </span>gdyby <span class="_ _c"> </span>taka </span></div><div class="t m0 x1 h2 y28 ff1 fs0 fc1 sc0 ls0 ws0">sytuacja <span class="_ _c"> </span>mi<span class="_ _1"></span>ała <span class="_ _c"> </span>miejs<span class="_ _1"></span>ce, <span class="_ _9"> </span>Grupa <span class="_ _9"> </span>będzie <span class="_ _9"> </span>postępowała <span class="_ _9"> </span>zgodnie <span class="_ _9"> </span>z <span class="_ _9"> </span>regulacjami <span class="_ _9"> </span>prawa <span class="_ _9"> </span>krajowego <span class="_ _9"> </span>oraz <span class="_ _9"> </span>polegała <span class="_ _9"> </span>na<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y128 ff1 fs0 fc1 sc0 ls0 ws0">rozstrzygnięciach instytucji państwowych.<span class="ff2"> </span></div></div><div class="c x1 yd0d w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S3<span class="ls0">-4<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yf2e ff1 fs0 fc0 sc0 ls0 ws0">Wykorzystanie  dźwigni  fin<span class="_ _1"></span>ansowej  przez <span class="_ _e"> </span>Grupę  UNIMOT <span class="_ _e"> </span>w  zarządzaniu  ne<span class="_ _1"></span>gatywnym  wpływe<span class="_ _1"></span>m  na  dotknięte </div><div class="t m0 x1 h2 ye42 ff1 fs0 fc0 sc0 ls0 ws0">społeczności<span class="ff2"> </span></div><div class="t m0 x1 h2 ybfa ff1 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT, <span class="_ _1"></span>jako kluczowy<span class="_ _1"></span> podmiot w <span class="_ _1"></span>sektorze <span class="_ _1"></span>paliw i <span class="_ _1"></span>energii, <span class="_ _1"></span>zdaje sobie <span class="_ _1"></span>sprawę <span class="_ _1"></span>z wpł<span class="_ _1"></span>ywu swojej <span class="_ _1"></span>działalności </div><div class="t m0 x1 h2 ybfb ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _9"> </span>społeczności  loka<span class="_ _0"></span>lne. <span class="_ _9"> </span>Wykorzystuje<span class="_ _1"></span> <span class="_ _9"> </span>dźwignię <span class="_ _9"> </span>finansową  w <span class="_ _9"> </span>ramach <span class="_ _9"> </span>relacji  biznesowych, <span class="_ _9"> </span>aby <span class="_ _9"> </span>minimalizować </div><div class="t m0 x1 h2 ybfc ff1 fs0 fc1 sc0 ls0 ws0">negatywne <span class="_ _b"> </span>skutki <span class="_ _b"> </span>swojej <span class="_ _b"> </span>działalności <span class="_ _b"> </span>i <span class="_ _c"> </span>wspierać <span class="_ _5"> </span>rozwój <span class="_ _b"> </span>s<span class="_ _1"></span>połeczności, <span class="_ _5"> </span>które <span class="_ _b"> </span>mogą <span class="_ _b"> </span>być <span class="_ _b"> </span>dotknięte <span class="_ _b"> </span>je<span class="_ _1"></span>j <span class="_ _5"> </span>o<span class="_ _1"></span>peracjami. </div><div class="t m0 x1 h2 y725 ff1 fs0 fc1 sc0 ls0 ws0">Działania  te  obejmują  inw<span class="_ _1"></span>estycje  w <span class="_ _e"> </span>zrównoważony  rozwój,  politykę  odpowiedzialnego <span class="_ _e"> </span>biznesu  oraz  aktywną </div><div class="t m0 x1 h2 y7fb ff1 fs0 fc1 sc0 ls0 ws0">współpracę z interesariuszami.<span class="ff2"> </span></div><div class="t m0 x1 h2 y507 ff1 fs0 fc1 sc0 ls0 ws0">Do tego typu działań należą między innymi: <span class="ff2"> </span></div><div class="t m0 xa h11 ybfd ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Odpowiedzialne <span class="_ _4"></span>podejście <span class="_ _5"> </span>do <span class="_ _4"></span>polityki <span class="_ _4"></span>ce<span class="_ _1"></span>nowej <span class="_ _5"> </span>–<span class="ff2"> <span class="_ _4"> </span></span>unikanie <span class="_ _4"> </span>d<span class="_ _1"></span>ziałań <span class="_ _4"></span>spekulacyjnych <span class="_ _4"></span>na <span class="_ _4"> </span>r<span class="_ _1"></span>ynkach <span class="_ _4"></span>surow<span class="_ _1"></span>ców, </span></span></div><div class="t m0 xc h2 ybfe ff1 fs0 fc1 sc0 ls0 ws0">które mogłyby negatywnie wpłynąć na dostępność paliw i <span class="_ _8"></span>e<span class="_ _1"></span>nergii dla lokalnych społeczności,<span class="ff2"> </span></div><div class="t m0 xa h11 yf6c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Inwestycje <span class="_ _a"></span>w <span class="_ _6"></span>paliwa <span class="_ _a"></span>alternatywne <span class="_ _a"></span><span class="ff1">–</span> <span class="_ _a"></span><span class="ff1">wdrażanie <span class="_ _6"></span>HV<span class="_ _1"></span>O100 <span class="_ _6"></span>oraz <span class="_ _a"></span>biopaliw <span class="_ _a"></span>II <span class="_ _a"></span>i <span class="_ _6"></span>III <span class="_ _a"></span>generacji <span class="_ _a"></span>przyczynia <span class="_ _6"></span>s<span class="_ _1"></span>ię <span class="_ _6"></span>do </span></span></span></div><div class="t m0 xc h2 yf6d ff1 fs0 fc1 sc0 ls0 ws0">zmniejszenia <span class="_ _1"></span>emisji <span class="_ _6"></span>szkodliwych <span class="_ _1"></span>substancji, <span class="_ _1"></span>c<span class="_ _1"></span>o <span class="_ _1"></span>pozytywnie <span class="_ _1"></span>wpływa <span class="_ _1"></span>na <span class="_ _1"></span>j<span class="_ _1"></span>akość <span class="_ _1"></span>powietrza <span class="_ _1"></span>w <span class="_ _6"></span>społecznościach </div><div class="t m0 xc h2 yb5d ff1 fs0 fc1 sc0 ls0 ws0">zamieszkujących obszary przyzakładowe i <span class="_ _0"></span>transporto<span class="_ _1"></span><span class="ff2">we. </span></div><div class="t m0 xa h11 yc01 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Monitorowanie <span class="_ _4"></span>emisji <span class="_ _4"></span>i <span class="_ _a"></span>zapobieganie <span class="_ _4"></span>zanieczyszczeniom <span class="_ _5"> </span><span class="ff1">–</span> <span class="_ _4"></span><span class="ff1">stosowanie <span class="_ _4"></span>technologii <span class="_ _a"></span>ograniczających <span class="_ _4"></span>emisję </span></span></span></div><div class="t m0 xc h2 yc40 ff1 fs0 fc1 sc0 ls0 ws0">zanieczyszczeń <span class="_ _6"></span>o<span class="_ _1"></span>raz <span class="_ _6"></span>przeprow<span class="_ _1"></span>adzanie <span class="_ _6"></span>regularnych<span class="_ _1"></span> <span class="_ _6"></span>audytów <span class="_ _a"></span>śro<span class="_ _1"></span>dowiskowych <span class="_ _6"></span>w <span class="_ _a"></span>celu <span class="_ _a"></span>minimalizacji <span class="_ _6"></span>wpływu </div><div class="t m0 xc h2 y143a ff1 fs0 fc1 sc0 ls0 ws0">działalności na lokalne ekosystemy.<span class="ff2"> </span></div><div class="t m0 xa h11 y143b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Dialog <span class="_ _7"></span>z <span class="_ _7"></span>lokalnymi <span class="_ _7"></span>inte<span class="_ _1"></span>resariuszami <span class="_ _7"></span><span class="ff1">–<span class="ff2"> <span class="_ _7"></span><span class="ff1">UNIMOT <span class="_ _7"></span>prow<span class="_ _1"></span>adzi <span class="_ _7"></span>otwarty <span class="_ _7"></span>dialog <span class="_ _8"></span>z <span class="_ _7"></span>mieszkańcami <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _7"></span>władzami <span class="_ _7"></span>lokalnymi, </span></span></span></span></span></div><div class="t m0 xc h2 y143c ff1 fs0 fc1 sc0 ls0 ws0">aby uwzględniać ich potrzeby w procesie inwestycyjnym i operacyjnym.<span class="ff2"> </span></div><div class="t m0 xa h11 y16a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Programy <span class="_ _6"></span>CSR <span class="_ _a"></span>i <span class="_ _6"></span>inwe<span class="_ _1"></span>stycje <span class="_ _6"></span>społeczne <span class="_ _a"></span>–<span class="ff2"> <span class="_ _6"></span></span>Grupa <span class="_ _a"></span>angażuje <span class="_ _6"></span>się <span class="_ _a"></span>w <span class="_ _6"></span>lokalne <span class="_ _a"></span>inicjatywy <span class="_ _6"></span>społe<span class="_ _1"></span>czne, <span class="_ _6"></span>edukacyjne <span class="_ _6"></span>i </span></span></div><div class="t m0 xc h2 y143d ff1 fs0 fc1 sc0 ls0 ws0">środowiskowe, aby wspierać rozwój obszarów, na k<span class="_ _8"></span>tó<span class="_ _1"></span>rych działa.<span class="ff2"> </span></div><div class="t m0 xa h11 y369 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tworzenie miejsc pracy<span class="ff1">–</span> <span class="ff1">tam, gdzie<span class="_ _1"></span> to możliwe, Spółki Grupy UNIMOT zatrudniają pracowników z regionu, </span></span></span></div><div class="t m0 xc h2 y75d ff1 fs0 fc1 sc0 ls0 ws0">co przyczynia się do wzrostu gospodarczego i stab<span class="_ _8"></span>i<span class="_ _1"></span>lności społecznej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y31e ff1 fs0 fc0 sc0 ls0 ws0">Polityki związane z dotkniętymi społecznościami<span class="ff2"> </span></div></div><div class="c x1 yad3 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S3<span class="ls0">-1<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1047 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _b"> </span>UNIMOT <span class="_ _c"> </span>określiła <span class="_ _b"> </span>główne <span class="_ _c"> </span>cele <span class="_ _b"> </span>zarządzania <span class="_ _b"> </span>wpływe<span class="_ _1"></span>m <span class="_ _b"> </span>na <span class="_ _c"> </span>społeczności <span class="_ _c"> </span>lokalne <span class="_ _b"> </span>w <span class="_ _b"> </span>S<span class="_ _1"></span>trategii. <span class="_ _b"> </span>Ponadto, <span class="_ _b"> </span>ce<span class="_ _1"></span>le </div><div class="t m0 x1 h2 y143e ff1 fs0 fc1 sc0 ls0 ws0">szczegółowe <span class="_ _7"></span>o<span class="_ _1"></span>kreślono <span class="_ _7"></span>w <span class="_ _7"></span>Polityce <span class="_ _8"></span>Zaangażowania <span class="_ _7"></span>Społecznego <span class="_ _7"></span>Grupy <span class="_ _8"></span>UNIMOT <span class="_ _7"></span>zaktualizowanej <span class="_ _8"></span>w <span class="_ _7"></span>2024 <span class="_ _8"></span>roku. <span class="_ _8"></span>Zgodnie </div></div></div><div class="pi" ></div></div><div id="pfeb" class="pf w0 h0" ><div class="pc pceb w0 h0"><img class="bi x9 y143f w7 h219" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">235<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _4"></span>założeniami <span class="_ _4"></span>Polityki <span class="_ _4"> </span>zaangażow<span class="_ _1"></span>anie <span class="_ _4"></span>społeczne <span class="_ _4"></span>pozwala <span class="_ _4"></span>Grupie <span class="_ _4"> </span>UNIMOT <span class="_ _5"> </span>nie <span class="_ _4"></span>tylko <span class="_ _4"></span>reduk<span class="_ _1"></span>ować <span class="_ _4"></span>negatywny <span class="_ _4"></span>wpływ </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">działalności, ale <span class="_ _8"></span>przede wszystkim <span class="_ _0"></span>wprowadzać pozytywne, w<span class="_ _8"></span>ymierne<span class="_ _1"></span> zmia<span class="_ _8"></span>ny zarówno w <span class="_ _0"></span>społecznościach, w k<span class="_ _0"></span>tórych </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">działa organizacja, jak i we własnym biz<span class="_ _0"></span>n<span class="ff2">esie<span class="_ _1"></span>. </span>Polityka określa zasady mają<span class="_ _8"></span>c<span class="_ _1"></span>e na celu:<span class="ff2"> </span></div><div class="t m0 xa h11 y1440 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Identyfikowanie <span class="_ _1"></span>i <span class="_ _1"></span>przeciwdziałanie <span class="_ _1"></span>potenc<span class="_ _1"></span>jalnemu <span class="_ _1"></span>negatywnemu <span class="_ _1"></span>wpływowi <span class="_ _1"></span>działalności <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>na </span></span></div><div class="t m0 xc h2 y1441 ff1 fs0 fc1 sc0 ls0 ws0">społeczności oraz minimalizowanie ryzyk <span class="_ _0"></span>z nim związanych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y1442 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Wprowadzanie <span class="_ _6"></span>mechanizmów <span class="_ _a"></span>umożliwiających <span class="_ _6"></span>działania <span class="_ _6"></span>zar<span class="_ _1"></span>adcze <span class="_ _6"></span>w <span class="_ _a"></span> <span class="_ _6"></span>przypadku <span class="_ _a"></span>negatywnego <span class="_ _6"></span>wpływu <span class="_ _a"></span>na </span></span></div><div class="t m0 xc h2 y323 ff1 fs0 fc1 sc0 ls0 ws0">społeczności, spowodowanego prz<span class="_ _0"></span>ez Grupę UNIMOT.<span class="ff2"> </span></div><div class="t m0 xa h11 y1443 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Generowanie pozytywnego wpływu na społeczności. <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1444 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Usystematyzowania <span class="_ _e"> </span>zasad <span class="_ _d"> </span>prowadzenia <span class="_ _d"> </span>przez <span class="_ _e"> </span>Grupę <span class="_ _d"> </span>UNIMOT <span class="_ _d"> </span>dialogu <span class="_ _e"> </span>z<span class="_ _1"></span> <span class="_ _e"> </span>przedstawicielami <span class="_ _e"> </span>lok<span class="_ _1"></span>alnych </span></span></div><div class="t m0 xc h2 y1445 ff1 fs0 fc1 sc0 ls0 ws0">społeczności.  <span class="ff2"> </span></div><div class="t m0 xa h11 y1446 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Budowanie <span class="_ _4"></span>poczucia <span class="_ _4"></span>o<span class="_ _1"></span>dpowiedzialności <span class="_ _4"></span>kadry <span class="_ _4"> </span>kiero<span class="_ _1"></span>wniczej <span class="_ _4"></span>Spółek <span class="_ _4"> </span>za<span class="_ _1"></span> <span class="_ _4"></span>poprawną <span class="_ _4"> </span>komunik<span class="_ _1"></span>ację <span class="_ _4"></span>oraz <span class="_ _4"> </span>dobrą </span></span></div><div class="t m0 xc h2 y1447 ff1 fs0 fc1 sc0 ls0 ws0">współpracę z lokalnymi społecznościami.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1448 ff1 fs0 fc1 sc0 ls0 ws0">Polityka Zaangażowania Społecznego Grupy UN<span class="_ _0"></span>IMOT jest zgodna z kluczowymi międzynarodowymi regulacjami i </div><div class="t m0 x1 h2 y1449 ff1 fs0 fc1 sc0 ls0 ws0">standardami dotyczącymi odpowiedzialności przedsiębiorstw z<span class="_ _0"></span>a wpływ społeczny, w tym w szczególności z:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yb1f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wytycznymi ONZ dotyczącymi biznesu i pra<span class="_ _0"></span>w człowie<span class="_ _1"></span>ka z <span class="_ _0"></span>(godność ta znajduje wyraz m.in. w </span></span></div><div class="t m0 xc h2 y144a ff1 fs0 fc1 sc0 ls0 ws0">zobowiązaniu Grupy do identyfikacji <span class="_ _0"></span>i przeciwdziałania negatywnym wpływom na społeczności oraz </div><div class="t m0 xc h2 y20c ff1 fs0 fc1 sc0 ls0 ws0">wdrażania mechanizmów naprawczych);<span class="ff2"> </span></div><div class="t m0 xa h11 y144b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wytycznymi OECD dla przedsiębiorstw wielonarodowych (Poli<span class="_ _0"></span>tyka realizuje zalecenia OECD w zakresie </span></span></div><div class="t m0 xc h2 y100f ff1 fs0 fc1 sc0 ls0 ws0">relacji ze społecznościami lokalnymi, odpowiedzialności społecznej b<span class="_ _0"></span>iznesu oraz działań naprawczych i </div><div class="t m0 xc h2 y1010 ff1 fs0 fc1 sc0 ls0 ws0">prewencyjnych. Uwzględnia także potrzebę prowadzenia <span class="_ _0"></span>tra<span class="_ _1"></span><span class="ff2">nsparentnego dialogu oraz promowania </span></div><div class="t m0 xc h2 y1011 ff1 fs0 fc1 sc0 ls0 ws0">pozytywnego wpływu gospodarczego i społecznego).<span class="ff2"> </span></div><div class="t m0 x1 h2 y144c ff1 fs0 fc1 sc0 ls0 ws0">Zaangażowanie społeczne Grupy UNIMOT opiera się na  fila<span class="_ _0"></span>rach: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y187 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Grupa aktywnie prowadzi dialog z otoczeniem społecznym i współpracuje z <span class="ff2">przedstawicielami loka<span class="_ _0"></span>lnych </span></span></span></div><div class="t m0 xc h2 y144d ff1 fs0 fc1 sc0 ls0 ws0">społeczności w transparentny i sprawiedliwy sposób;<span class="ff2"> </span></div><div class="t m0 xa h11 y144e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Grupa inicjuje własne projekty promujące zrównoważony rozwój ekologiczny, społeczny i gospodarczy<span class="_ _0"></span>;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y144f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Grupa monitoruje ryzyka w obszarze społecznych i akty<span class="_ _0"></span>wnie nimi zarządza;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y724 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Grupa stosuje procedury zgłaszania <span class="_ _8"></span>s<span class="_ _1"></span>karg i nieprawidłowości przez społeczności lokalne<span class="_ _1"></span><span class="ff2">. </span></span></span></div><div class="t m0 x1 h2 ycfa ff1 fs0 fc5 sc0 ls0 ws0">Bezpieczeństwo lokalnych społeczności<span class="ff2"> </span></div><div class="t m0 x1 h2 y105a ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienie wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 ydb8 w6c h63"><div class="t m0 xb h2 y661 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e ydb8 w6d h63"><div class="t m0 x111 h2 y661 ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y1450 w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y1450 w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S3 Społeczności dotknięte wpływam<span class="ff2"> </span></div></div><div class="c x1 y1451 w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Temat istotny </div></div><div class="c x7e y1451 w6d h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Oddziaływanie na bezpieczeństwo <span class="ff2"> </span></div></div><div class="c x1 yec9 w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y1452 w6e h64"><div class="t m0 xb h2 ybc6 ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e yec9 w6d h64"><div class="t m0 x7f h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> rzeczywisty </div></div><div class="c x1 y1c5 w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y1c5 w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Zarządy Spółek Grupy Kapitałowej<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1f5 ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnego tematu<span class="fc1"> </span></div><div class="t m0 x1 h2 y94e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>branży<span class="_ _1"></span> <span class="_ _6"></span>paliwow<span class="_ _1"></span>ej <span class="_ _6"></span>bezpieczeńs<span class="_ _1"></span>two <span class="_ _6"></span>społeczności <span class="_ _a"></span>jest <span class="_ _a"></span>priorytetem, <span class="_ _a"></span>ponieważ <span class="_ _6"></span>d<span class="_ _1"></span>ziałalność <span class="_ _a"></span>związana <span class="_ _6"></span>z <span class="_ _a"></span>wydobyciem, </div><div class="t m0 x1 h2 y1296 ff1 fs0 fc1 sc0 ls0 ws0">blendingiem, magazynowaniem <span class="_ _1"></span>i tr<span class="_ _1"></span>ansportem paliw <span class="_ _1"></span>niesie <span class="_ _1"></span>ze <span class="_ _1"></span>sobą wysokie <span class="_ _1"></span>ryzyko wypadków,<span class="_ _1"></span> pożarów, <span class="_ _1"></span>wycieków i </div><div class="t m0 x1 h2 y8e8 ff1 fs0 fc1 sc0 ls0 ws0">innych <span class="_ _7"></span>zagrożeń, <span class="_ _8"></span>które <span class="_ _7"></span>mogą <span class="_ _7"></span>w<span class="_ _1"></span>pływać <span class="_ _7"></span>na <span class="_ _8"></span>zdrowie<span class="_ _1"></span> <span class="_ _7"></span>i <span class="_ _7"></span>życie <span class="_ _8"></span>osób <span class="_ _8"></span>mieszkających <span class="_ _7"></span>w <span class="_ _8"></span>pobliżu <span class="_ _7"></span>jednostek <span class="_ _8"></span>biznesowych. <span class="_ _7"></span>Grupa </div><div class="t m0 x1 h2 ybca ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _1"></span>monitoruje <span class="_ _1"></span>ryzyka <span class="_ _1"></span>związane z <span class="_ _1"></span>bezpośre<span class="_ _1"></span>dnim oddział<span class="_ _1"></span>ywaniem <span class="_ _1"></span>na bezpieczeńs<span class="_ _1"></span>two <span class="_ _1"></span>oraz podejmuje<span class="_ _1"></span> <span class="_ _1"></span>działania </div><div class="t m0 x1 h2 y49d ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _4"> </span>c<span class="_ _1"></span>elu <span class="_ _4"> </span>o<span class="_ _1"></span>graniczenia <span class="_ _4"></span>tych <span class="_ _5"> </span>ryzyk <span class="_ _5"> </span>wdrażając <span class="_ _5"> </span>rozwiązania <span class="_ _5"> </span>technologiczne, <span class="_ _5"> </span>proced<span class="_ _1"></span>ury <span class="_ _5"> </span>bezpieczeństwa <span class="_ _5"> </span>i <span class="_ _5"> </span>współpracę <span class="_ _5"> </span>z </div><div class="t m0 x1 h2 yc77 ff1 fs0 fc1 sc0 ls0 ws0">lokalnymi społecznościami oraz służbami <span class="_ _0"></span>ratunkowymi. <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y10ed w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S3<span class="ls0">-1   MDR-P<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y7c6 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>ramach <span class="_ _1"></span>istotnego <span class="_ _1"></span>tematu <span class="_ _1"></span>ni<span class="_ _1"></span>e <span class="_ _1"></span>funkcjonuje <span class="_ _1"></span>w <span class="_ _1"></span>Grupie <span class="_ _1"></span>jedna <span class="_ _6"></span>polityka. Do<span class="_ _1"></span> <span class="_ _1"></span>istotnej <span class="_ _1"></span>kwestii <span class="_ _1"></span>zr<span class="_ _1"></span>ównoważonego <span class="_ _1"></span>rozwoju </div><div class="t m0 x1 h2 y1fd ff1 fs0 fc1 sc0 ls0 ws0">odnoszą się <span class="_ _0"></span>dokumenty p<span class="_ _0"></span>oszczególnych Spółek, dostosowan<span class="_ _0"></span>e d<span class="_ _0"></span>o specyfiki ich <span class="_ _8"></span>działalności oraz występujących <span class="_ _8"></span>ry<span class="_ _1"></span>zyk. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y10e1 ff1 fs0 fc1 sc0 ls0 ws0">Do najważniejszych z nich zaliczyć należy:<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfec" class="pf w0 h0" ><div class="pc pcec w0 h0"><img class="bi x9 y1453 w9 h21a" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">236<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1 lsa">W <span class="_ _5"> </span><span class="ff1 ls0">UNIMOT <span class="_ _b"> </span>Bitumen <span class="_ _b"> </span>wdrożono <span class="_ _5"> </span>Procedurę <span class="_ _b"> </span>Działań <span class="_ _5"> </span>Dos<span class="_ _1"></span>konalą<span class="_ _0"></span>cych, <span class="_ _b"> </span>której <span class="_ _5"> </span>ce<span class="_ _1"></span>lem <span class="_ _5"> </span>jest <span class="_ _b"> </span>zapewnienie, <span class="_ _5"> </span>że <span class="_ _b"> </span>w </span></span></span></div><div class="t m0 xc h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">przypadku  wystąpienia <span class="_ _9"> </span>niezg<span class="_ _1"></span>odności,  incydentów  i  ska<span class="_ _0"></span>rg,  zostaną  pod<span class="_ _0"></span>jęte  stosowne  działania,  a <span class="_ _9"> </span>ich </div><div class="t m0 xc h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">przyczyny <span class="_ _d"> </span>zidentyfikowane <span class="_ _d"> </span>i<span class="_ _1"></span> <span class="_ _d"> </span>wyeliminowane <span class="_ _d"> </span>cele<span class="_ _1"></span>m <span class="_ _d"> </span>uniknięcia <span class="_ _d"> </span>powtór<span class="_ _1"></span>nego <span class="_ _d"> </span>wystąpienia. <span class="_ _d"> </span>Skutecznoś<span class="_ _1"></span>ć </div><div class="t m0 xc h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">podjętych działań zostanie oceniona. <span class="ff2"> </span></div><div class="t m0 xa h11 y1a3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Ze  względu  na<span class="_ _0"></span>  prowadzenie  przez <span class="_ _9"> </span>UNIMOT  Terminale  czterech  zakładów  d<span class="_ _0"></span>użego  i  trzech  zakładów<span class="_ _8"></span> </span></span></div><div class="t m0 xc h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">zwiększonego <span class="_ _1"></span>ryzyka<span class="_ _0"></span> wystąpie<span class="_ _1"></span>nia poważnej awarii <span class="_ _1"></span>przemysłowej <span class="_ _1"></span> S<span class="_ _1"></span>półka zobligowana jest <span class="_ _1"></span>do opracowania </div><div class="t m0 xc h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">dokumentów, <span class="_ _1"></span>w <span class="_ _1"></span>których <span class="_ _6"></span>określa <span class="_ _1"></span>się <span class="_ _1"></span>m.in. <span class="_ _6"></span>wpływ <span class="_ _1"></span>potencjalnej <span class="_ _1"></span>awar<span class="_ _1"></span>ii <span class="_ _1"></span>na <span class="_ _1"></span>tereny <span class="_ _6"></span>sąsiadujące <span class="_ _1"></span>z <span class="_ _1"></span>zakładem. <span class="_ _6"></span>W </div><div class="t m0 xc h2 y763 ff1 fs0 fc1 sc0 ls0 ws0">związku <span class="_ _a"></span>z <span class="_ _a"></span>powyższym <span class="_ _4"></span>wprowadzone <span class="_ _4"></span>zostały <span class="_ _a"></span>procedury <span class="_ _a"></span>i <span class="_ _4"></span>instrukc<span class="_ _1"></span>je <span class="_ _a"></span>takie <span class="_ _a"></span>jak: <span class="_ _a"></span>Proce<span class="_ _1"></span>dura <span class="_ _a"></span> <span class="_ _a"></span>R<span class="_ _1"></span>eagowania <span class="_ _a"></span>na </div><div class="t m0 xc h2 y764 ff2 fs0 fc1 sc0 ls0 ws0">awarie <span class="_ _4"></span>TER.47.01.00.00 <span class="_ _4"> </span>i <span class="_ _5"> </span>Reagowania <span class="_ _a"></span>na <span class="_ _5"> </span>sytuacje <span class="_ _4"></span>kryzysowe<span class="_ _1"></span> <span class="_ _4"></span>TER.47.02.00.00 <span class="_ _4"></span>i <span class="_ _4"></span>Ins<span class="_ _1"></span>trukcja <span class="_ _a"></span>Prowadzenia </div><div class="t m0 xc h2 y765 ff1 fs0 fc1 sc0 ls0 ws0">dochodzeń po awariach TER.47.01.01.00. Ponadto w celu koordynacji i organizacji działań ratowniczych na </div><div class="t m0 xc h2 y766 ff2 fs0 fc1 sc0 ls0 ws0">terenie Terminala <span class="_ _8"></span>Paliw w <span class="_ _8"></span>Czechowicach<span class="_ _1"></span>-<span class="ff1">Dziedzicach <span class="_ _8"></span>funkc<span class="_ _1"></span>jonuje <span class="_ _8"></span>Punkt Alarmowy, <span class="_ _8"></span>które<span class="_ _1"></span>go <span class="_ _8"></span>f<span class="_ _1"></span>unkcjonowanie </span></div><div class="t m0 xc h2 y259 ff1 fs0 fc1 sc0 ls0 ws0">określone zostało w „Regulaminie organiza<span class="_ _0"></span>cyjnym Punktu Alarmowego UNI<span class="_ _1"></span><span class="ff2">MOT Terminale Sp. z o.o. </span></div><div class="t m0 xc h2 y767 ff1 fs0 fc1 sc0 ls0 ws0">Natomiast na stronie inte<span class="_ _1"></span>rnetowej Spółki zamieszczone s<span class="_ _1"></span>ą „Informacje na temat ś<span class="_ _1"></span>rodków bezpieczeństwa i </div><div class="t m0 xc h2 y768 ff1 fs0 fc1 sc0 ls0 ws0">sposobu pos<span class="_ _1"></span>tępowania w <span class="_ _1"></span>przypadku wystąpie<span class="_ _1"></span>nia poważnej <span class="_ _1"></span>awarii” gdzie <span class="_ _1"></span>opisane <span class="_ _1"></span>są info<span class="_ _1"></span>rmacje <span class="_ _1"></span>związane z </div><div class="t m0 xc h2 y769 ff1 fs0 fc1 sc0 ls0 ws0">charakterem <span class="_ _1"></span>zagrożenia <span class="_ _1"></span>poważną <span class="_ _1"></span>awarią <span class="_ _1"></span>z <span class="_ _1"></span>uwzględnieni<span class="_ _1"></span>em <span class="_ _1"></span>skutków <span class="_ _1"></span>dla <span class="_ _1"></span>ludzi <span class="_ _1"></span>i <span class="_ _1"></span>środow<span class="_ _1"></span>iska <span class="_ _1"></span>oraz <span class="_ _1"></span>sposobem </div><div class="t m0 xc h2 y76a ff1 fs0 fc1 sc0 ls0 ws0">ostrzegania i postępowania społeczeństwa. <span class="ff2"> </span></div><div class="t m0 xa h11 y7c7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">W <span class="_ _d"> </span>ramach <span class="_ _e"> </span>Syste<span class="_ _1"></span>mu <span class="_ _e"> </span>Zar<span class="_ _1"></span>ządzania <span class="_ _d"> </span>Bezpieczeństwem <span class="_ _d"> </span>w <span class="_ _e"> </span>S<span class="_ _1"></span>półce <span class="_ _d"> </span>OLAVION <span class="_ _e"> </span>funkcjonują <span class="_ _d"> </span>proc<span class="_ _1"></span>edury <span class="_ _e"> </span>oraz </span></span></div><div class="t m0 xc h2 y7f0 ff1 fs0 fc1 sc0 ls0 ws0">instrukcje, <span class="_ _6"></span>których <span class="_ _a"></span>stosowanie <span class="_ _1"></span>może <span class="_ _a"></span>ograniczyć <span class="_ _6"></span>ryzyko <span class="_ _6"></span>nega<span class="_ _1"></span>tywnego <span class="_ _6"></span>oddziaływania <span class="_ _6"></span>na <span class="_ _6"></span>s<span class="_ _1"></span>połeczeństwo <span class="_ _6"></span>a <span class="_ _6"></span>i </div><div class="t m0 xc h2 y7f1 ff1 fs0 fc1 sc0 ls0 ws0">ich <span class="_ _6"></span>przestrzeganie <span class="_ _6"></span>pomaga <span class="_ _6"></span>w <span class="_ _a"></span>ograniczaniu <span class="_ _6"></span>następstw <span class="_ _6"></span>wypadków, <span class="_ _a"></span>poważnych <span class="_ _a"></span>wypadków <span class="_ _6"></span>oraz <span class="_ _6"></span>incydentów </div><div class="t m0 xc h2 y126 ff2 fs0 fc1 sc0 ls0 ws0">takie <span class="_ _a"></span>j<span class="_ _1"></span>ak <span class="_ _a"></span>np.: <span class="_ _4"> </span>ins<span class="_ _1"></span>trukcja <span class="_ _a"></span>dl<span class="_ _1"></span>a <span class="_ _4"></span>maszynisty <span class="_ _4"></span>pojazdu <span class="_ _a"></span>tr<span class="_ _1"></span>akcyjnego <span class="_ _a"></span>OLA<span class="_ _1"></span>-<span class="ff1">1, <span class="_ _4"></span>w <span class="_ _5"> </span>której <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>szc<span class="_ _1"></span>zególności <span class="_ _4"></span>określono </span></div><div class="t m0 xc h2 y127 ff1 fs0 fc1 sc0 ls0 ws0">postępowanie <span class="_ _a"></span>maszynisty <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>tr<span class="_ _1"></span>akcie <span class="_ _6"></span>pożaru, <span class="_ _a"></span>co <span class="_ _a"></span>wpływa <span class="_ _a"></span>na <span class="_ _a"></span>ograniczenie <span class="_ _a"></span>rozprzestrzeniania <span class="_ _6"></span>s<span class="_ _1"></span>ię <span class="_ _6"></span>ognia <span class="_ _a"></span>oraz </div><div class="t m0 xc h2 y28 ff2 fs0 fc1 sc0 ls0 ws0">procedura <span class="_ _d"> </span>P/15 <span class="_ _d"> </span>- <span class="_ _19"> </span>post<span class="ff1">ępowanie <span class="_ _d"> </span>w <span class="_ _d"> </span>sytuacji <span class="_ _19"> </span>zaistnienia <span class="_ _d"> </span>zagrożenia <span class="_ _d"> </span>lub <span class="_ _d"> </span>zd<span class="_ _1"></span>arzenia <span class="_ _d"> </span>oraz <span class="_ _d"> </span>Instrukcja <span class="_ _d"> </span>o </span></div><div class="t m0 xc h2 y128 ff1 fs0 fc1 sc0 ls0 ws0">postępowaniu <span class="_ _1"></span>w <span class="_ _1"></span>sprawach <span class="_ _1"></span>poważnych <span class="_ _1"></span>wypadków, <span class="_ _1"></span>wypadków<span class="_ _1"></span> <span class="_ _1"></span>i incy<span class="_ _1"></span>dentów <span class="_ _1"></span>w <span class="_ _1"></span>transporcie <span class="_ _1"></span>kole<span class="_ _1"></span>jowym OLA<span class="_ _6"></span><span class="ff2">-</span></div><div class="t m0 xc h2 y7f2 ff1 fs0 fc1 sc0 ls0 ws0">8, co wpływa na ograniczenie rozprzestrzeniania się skutków zdarzeń na<span class="_ _0"></span> społeczeństwo.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y102b ff1 fs0 fc0 sc0 ls0 ws0">Podejmowanie działań dotyczących istotnych oddziaływań <span class="_ _0"></span>na dotknięte społeczności<span class="_ _1"></span><span class="ff2 fc1"> </span></div></div><div class="c x1 y630 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S3<span class="ls0">-4   MDR-A<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1454 ff1 fs0 fc1 sc0 ls0 ws0">Spółki <span class="_ _5"> </span>z <span class="_ _5"> </span>Grupy <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>ma<span class="_ _1"></span>ją <span class="_ _5"> </span>odmienne <span class="_ _5"> </span>profile <span class="_ _b"> </span>działalności <span class="_ _5"> </span>i <span class="_ _5"> </span>co <span class="_ _5"> </span>z <span class="_ _5"> </span>tym<span class="_ _1"></span> <span class="_ _5"> </span>związane, <span class="_ _5"> </span>ich <span class="_ _5"> </span>w<span class="_ _1"></span>pływ <span class="_ _5"> </span>na <span class="_ _5"> </span>bezpieczeństwo </div><div class="t m0 x1 h2 y636 ff1 fs0 fc1 sc0 ls0 ws0">społeczności lokalnych jest ró<span class="_ _1"></span>żny. W celu zapewnienia, <span class="_ _1"></span>że działalność poszczególnych Spółek nie będzie <span class="_ _1"></span><span class="ff2">ne<span class="_ _1"></span>gatywnie </span></div><div class="t m0 x1 h2 y1455 ff1 fs0 fc1 sc0 ls0 ws0">wpływać <span class="_ _a"></span>na <span class="_ _a"></span>sąsiadów <span class="_ _a"></span>jej <span class="_ _a"></span>jedn<span class="_ _1"></span>ostek, <span class="_ _a"></span>w <span class="_ _a"></span>Spółkach <span class="_ _a"></span>stos<span class="_ _1"></span>uje <span class="_ _a"></span>się <span class="_ _a"></span>rozwiązania <span class="_ _a"></span>adekwatne <span class="_ _a"></span>do <span class="_ _4"></span>profilu <span class="_ _a"></span>działania <span class="_ _a"></span>i <span class="_ _4"></span>potrzeb </div><div class="t m0 x1 h2 y1272 ff1 fs0 fc1 sc0 ls0 ws0">społeczności, np.:<span class="ff2"> </span></div><div class="t m0 xa h11 y1456 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">W <span class="_ _4"> </span>o<span class="_ _1"></span>dpowiedzi <span class="_ _4"></span>na <span class="_ _4"> </span>r<span class="_ _1"></span>yzyko <span class="_ _4"></span>zanie<span class="_ _1"></span>czyszczenia <span class="_ _4"></span>środowiska <span class="_ _5"> </span>w <span class="_ _5"> </span>wyniku <span class="_ _4"></span>prowadzonej <span class="_ _5"> </span>działalności <span class="_ _5"> </span>biznesowe<span class="_ _1"></span>j <span class="_ _4"></span>w </span></span></div><div class="t m0 xc h2 y6af ff1 fs0 fc1 sc0 ls0 ws0">zakładach <span class="_ _a"></span>asfaltowych <span class="_ _a"></span>zlokalizowanych <span class="_ _a"></span>w <span class="_ _a"></span>Jaśle <span class="_ _a"></span>i <span class="_ _a"></span>Czechow<span class="_ _1"></span>icach<span class="ff2">-Dziedzicach, <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>Bitume<span class="_ _1"></span>n <span class="_ _a"></span>w <span class="_ _a"></span>ramach </span></div><div class="t m0 xc h2 y331 ff1 fs0 fc1 sc0 ls0 ws0">Zintegrowanego <span class="_ _a"></span>Syste<span class="_ _1"></span>mu <span class="_ _a"></span>Zarządzania <span class="_ _a"></span>opracowuje <span class="_ _4"></span>i <span class="_ _a"></span>w<span class="_ _1"></span>draża <span class="_ _a"></span>roczn<span class="_ _1"></span>e <span class="_ _4"></span>plany <span class="_ _a"></span>poprawy <span class="_ _4"></span>BHP, <span class="_ _4"></span>ppoż. <span class="_ _a"></span>i<span class="_ _1"></span> <span class="_ _a"></span>OŚ <span class="_ _4"></span>oraz </div><div class="t m0 xc h2 y1457 ff1 fs0 fc1 sc0 ls0 ws0">realizuje <span class="_ _e"> </span>c<span class="_ _1"></span>iągły <span class="_ _e"> </span>plan <span class="_ _e"> </span>mo<span class="_ _1"></span>nitorowania <span class="_ _d"> </span>wpływu <span class="_ _e"> </span>na <span class="_ _d"> </span>środowisko <span class="_ _d"> </span>(weryfikuje, <span class="_ _d"> </span>czy <span class="_ _e"> </span>Spółka <span class="_ _d"> </span>nie <span class="_ _d"> </span>przekracza </div><div class="t m0 xc h2 y1458 ff1 fs0 fc1 sc0 ls0 ws0">dopuszczalnych wartości określonych w Pozwoleniu Zintegrowanym).<span class="ff2"> </span></div><div class="t m0 xa h11 y1289 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Spółka <span class="_ _1d"> </span>Olavion <span class="_ _1d"> </span>opracowała <span class="_ _1d"> </span>procedurę <span class="_ _1d"> </span>pn. <span class="_ _1d"> </span>Działania <span class="_ _1d"> </span>korygujące, <span class="_ _1d"> </span>zapobiegawcze <span class="_ _1d"> </span>i <span class="_ _1d"> </span>nadzór <span class="_ _1d"> </span>nad </span></span></div><div class="t m0 xc h2 y1459 ff1 fs0 fc1 sc0 ls0 ws0">niezgodnościami, <span class="_ _6"></span>której <span class="_ _1"></span>przedmiote<span class="_ _1"></span>m <span class="_ _1"></span>s<span class="_ _1"></span>ą <span class="_ _1"></span>działania <span class="_ _6"></span>korygujące<span class="_ _1"></span> <span class="_ _1"></span>i <span class="_ _6"></span>zapobiegawcze <span class="_ _6"></span>oraz <span class="_ _6"></span>związane <span class="_ _6"></span>z <span class="_ _6"></span>nadzorem </div><div class="t m0 xc h2 y145a ff1 fs0 fc1 sc0 ls0 ws0">nad <span class="_ _17"> </span>niezgodnościami. <span class="_ _17"> </span>Celem <span class="_ _17"> </span>procedury <span class="_ _17"> </span>je<span class="_ _1"></span>st <span class="_ _17"> </span>skuteczne <span class="_ _17"> </span>rozwiązywanie <span class="_ _f"> </span>zaistniałych <span class="_ _17"> </span>i <span class="_ _17"> </span>potencjalnych </div><div class="t m0 xc h2 yad0 ff1 fs0 fc1 sc0 ls0 ws0">niezgodności wraz z przyczynami ich powstania.<span class="ff2"> </span></div><div class="t m0 xa h11 yecb ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Spółka <span class="_ _8"></span>RCEkoene<span class="_ _1"></span>rgia <span class="_ _8"></span>ma świadomość <span class="_ _8"></span>ne<span class="_ _1"></span>gatywnego <span class="_ _8"></span>wpływu, który<span class="_ _0"></span> <span class="_ _0"></span>wywiera <span class="_ _0"></span>na społeczność <span class="_ _8"></span>lokalną p<span class="_ _8"></span>o<span class="_ _1"></span>przez </span></span></div><div class="t m0 xc h2 y145b ff1 fs0 fc1 sc0 ls0 ws0">emisję gazów i <span class="_ _1"></span>pyłów do atmo<span class="_ _1"></span>sfery z elektrocie<span class="_ _1"></span>płowni węglowej. Pomimo te<span class="_ _1"></span>go, że działalność<span class="_ _1"></span> prowadzona </div><div class="t m0 xc h2 y145c ff1 fs0 fc1 sc0 ls0 ws0">jest <span class="_ _7"></span>zgodnie <span class="_ _8"></span>z <span class="_ _8"></span>obowiązującymi <span class="_ _8"></span>normami, <span class="_ _7"></span>Spółka<span class="_ _1"></span> <span class="_ _7"></span>opracował<span class="_ _1"></span>a <span class="_ _8"></span>wieloetapową <span class="_ _8"></span>modernizację <span class="_ _7"></span>źró<span class="_ _1"></span>dła <span class="_ _7"></span>wytwarzania </div><div class="t m0 xc h2 y145d ff1 fs0 fc1 sc0 ls0 ws0">ciepła, <span class="_ _5"> </span>które <span class="_ _5"> </span>zakłada <span class="_ _5"> </span>przejś<span class="_ _1"></span>cie <span class="_ _4"> </span>z <span class="_ _b"> </span>paliwa <span class="_ _4"> </span>w<span class="_ _1"></span>ęglowego <span class="_ _5"> </span>na <span class="_ _5"> </span>gazowe, <span class="_ _b"> </span>a <span class="_ _5"> </span>następnie <span class="_ _5"> </span>zwiększanie <span class="_ _5"> </span>udziału <span class="_ _5"> </span>ciepła<span class="_ _1"></span> </div><div class="t m0 xc h2 y145e ff2 fs0 fc1 sc0 ls0 ws0">wytworzonego z OZE. </div><div class="t m0 xa h11 yc5d ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">W <span class="_ _c"> </span>celu <span class="_ _c"> </span>zminimalizowana <span class="_ _c"> </span>możliwego <span class="_ _c"> </span>negatywnego <span class="_ _c"> </span>oddziaływania <span class="_ _c"> </span>na <span class="_ _c"> </span>społeczności <span class="_ _c"> </span>lokalne <span class="_ _c"> </span>i <span class="_ _c"> </span>środow<span class="_ _1"></span>isko<span class="_ _8"></span> </span></span></div><div class="t m0 xc h2 y33b ff1 fs0 fc1 sc0 ls0 ws0">naturalne, <span class="_ _1"></span>każdy <span class="_ _1"></span>należąc<span class="ff2">e <span class="_ _6"></span></span>do <span class="_ _6"></span>Spółki <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>Te<span class="_ _1"></span>rminale, <span class="_ _1"></span><span class="ff2">terminale <span class="_ _1"></span>paliw <span class="_ _1"></span>monitoru<span class="_ _1"></span>j</span>ą<span class="ff2"> <span class="_ _1"></span>czynniki <span class="_ _1"></span>tj. <span class="_ _6"></span>emisje <span class="_ _1"></span>do </span></div><div class="t m0 xc h2 y48 ff1 fs0 fc1 sc0 ls0 ws0">powietrza, <span class="_ _b"> </span>jakość <span class="_ _c"> </span>odprowadzanych <span class="_ _b"> </span>wód <span class="_ _b"> </span>o<span class="_ _1"></span>padowych <span class="_ _b"> </span>i <span class="_ _b"> </span>ś<span class="_ _1"></span>cieków, <span class="_ _b"> </span>wytwarzane <span class="_ _c"> </span>odpady, <span class="_ _b"> </span>zgodnie <span class="_ _c"> </span>z <span class="_ _b"> </span>planem </div><div class="t m0 xc h2 y145f ff1 fs0 fc1 sc0 ls0 ws0">monitorowania środowiskowego ustalanym <span class="_ _8"></span>na<span class="_ _1"></span> każdy rok.<span class="ff2"> </span></div><div class="t m0 xa h11 yf68 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Spółka <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>System <span class="_ _a"></span>opracowała <span class="_ _a"></span>i <span class="_ _a"></span>przestrzega <span class="_ _a"></span>wytycznych <span class="_ _a"></span>działań <span class="_ _a"></span>w <span class="_ _a"></span>sytuacji <span class="_ _a"></span>wystąpie<span class="_ _1"></span>nia <span class="_ _6"></span>awarii <span class="_ _a"></span>sieci </span></span></div><div class="t m0 xc h2 y1389 ff1 fs0 fc1 sc0 ls0 ws0">gazowej i możliwego zagrożenia bezpieczeństwa. <span class="ff2"> </span></div><div class="t m0 xa h11 yb2c ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Spółka <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>Bitumen <span class="_ _c"> </span>regularnie <span class="_ _c"> </span>przeprowadza <span class="_ _9"> </span>kontrolę <span class="_ _c"> </span>poziomu <span class="_ _c"> </span>hałasu <span class="_ _c"> </span>w <span class="_ _c"> </span>okolicach <span class="_ _c"> </span>zakładu <span class="_ _c"> </span>oraz </span></span></div><div class="t m0 xc h2 ydfb ff1 fs0 fc1 sc0 ls0 ws0">prowadzi pomiary jakości powietrza, aby zapewnić, że działania nie mają negatywne<span class="_ _1"></span>go wpływu na zdrowie </div><div class="t m0 xc h2 y90c ff1 fs0 fc1 sc0 ls0 ws0">mieszkańców.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfed" class="pf w0 h0" ><div class="pc pced w0 h0"><img class="bi x9 y1460 w9 h21b" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">237<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff2 fs0 fc5 sc0 ls1 ws0">7.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">UNIMOT <span class="_ _6"></span>Bitumen <span class="_ _a"></span>ściśle <span class="_ _a"></span>współpracuje <span class="_ _6"></span>z <span class="_ _a"></span>jednostkami <span class="_ _6"></span>Państwow<span class="_ _1"></span>ej <span class="_ _6"></span>Straży <span class="_ _a"></span>Pożarnej <span class="_ _6"></span>oraz <span class="_ _a"></span>Ochotniczej <span class="_ _6"></span>S<span class="_ _1"></span>traży<span class="_ _8"></span> </span></span></div><div class="t m0 xc h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">Pożarnej, <span class="_ _a"></span>w <span class="_ _a"></span>ramach <span class="_ _a"></span>opracowania <span class="_ _a"></span>i <span class="_ _6"></span>bież<span class="_ _1"></span>ącej <span class="_ _a"></span>aktualizacji <span class="_ _6"></span>syste<span class="_ _1"></span>mów <span class="_ _a"></span>reagowania <span class="_ _a"></span>na <span class="_ _a"></span>ewentualne <span class="_ _6"></span>zagrożenia </div><div class="t m0 xc h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">pożarowe, chemiczne i środowiskowe na terenie swoich ins<span class="ff2">talacji. </span></div><div class="t m0 xa h11 y1a2 ff2 fs0 fc5 sc0 ls1 ws0">8.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">W <span class="_ _8"></span>Spółkach <span class="_ _0"></span>prowadzone <span class="_ _8"></span>s<span class="_ _1"></span>ą <span class="_ _8"></span>cykliczne <span class="_ _0"></span>szkolenia <span class="_ _8"></span>pracowników<span class="_ _1"></span> <span class="_ _8"></span>pełniących <span class="_ _8"></span>fu<span class="_ _1"></span>nkcje <span class="_ _8"></span>istotne dla<span class="_ _8"></span> bezpieczeństwa, </span></span></div><div class="t m0 xc h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">które <span class="_ _d"> </span>podnoszą <span class="_ _d"> </span>zakres <span class="_ _e"> </span>wied<span class="_ _1"></span>zy <span class="_ _e"> </span>i <span class="_ _d"> </span>umiejętno<span class="_ _1"></span>ści <span class="_ _d"> </span>pracowników <span class="_ _e"> </span>oraz <span class="_ _d"> </span>w <span class="_ _d"> </span>konse<span class="_ _1"></span>kwencji <span class="_ _e"> </span>doprowadzają <span class="_ _d"> </span>do </div><div class="t m0 xc h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">zmniejszenia prawdopodobieństwa materializa<span class="_ _0"></span>cji ryzyk.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y762 ff2 fs0 fc5 sc0 ls1 ws0">9.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">W <span class="_ _1"></span>celu <span class="_ _1"></span>wyeliminowania lub <span class="_ _1"></span>zminimalizowania <span class="_ _1"></span>ryzyka <span class="_ _1"></span>wybuchu, <span class="_ _1"></span>w <span class="_ _1"></span>rozlew<span class="_ _1"></span>ni gazu <span class="_ _1"></span>LPG <span class="_ _1"></span>w <span class="_ _1"></span>Zawadzkiem <span class="_ _1"></span>działa </span></span></div><div class="t m0 xc h2 y763 ff1 fs0 fc1 sc0 ls0 ws0">monitoring funkcjonowania instalacji, w których znajduje się substancja niebezpieczna:<span class="ff2"> </span></div><div class="t m0 xa h11 y764 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">rozlewnię <span class="_ _b"> </span>w<span class="_ _1"></span>yposażono <span class="_ _b"> </span>w <span class="_ _c"> </span>instalację <span class="_ _c"> </span>eksplozymetryczną <span class="_ _b"> </span>do <span class="_ _c"> </span>wykrywania <span class="_ _b"> </span>miejs<span class="_ _1"></span>cowego <span class="_ _b"> </span>s<span class="_ _1"></span>tężenia <span class="_ _b"> </span>gazu <span class="_ _b"> </span>z <span class="_ _c"> </span>8 </span></span></div><div class="t m0 xc h2 y765 ff1 fs0 fc1 sc0 ls0 ws0">głowicami <span class="_ _a"></span>umieszczonymi <span class="_ _a"></span>w <span class="_ _4"></span>strefach <span class="_ _a"></span>zagrożenia <span class="_ _a"></span>wybuche<span class="_ _1"></span>m. <span class="_ _a"></span>Instalacja <span class="_ _a"></span>jes<span class="_ _1"></span>t <span class="_ _a"></span>sprzężona <span class="_ _a"></span>z <span class="_ _a"></span>automatycznymi </div><div class="t m0 xc h2 y766 ff1 fs0 fc1 sc0 ls0 ws0">zaworami <span class="_ _8"></span>zamontowanymi na <span class="_ _8"></span>rurociągach <span class="_ _8"></span>fazy<span class="_ _1"></span> <span class="_ _8"></span>płynnej <span class="_ _8"></span>na<span class="_ _1"></span> <span class="_ _8"></span>wszystk<span class="_ _1"></span>ich <span class="_ _8"></span>zbiornikach<span class="_ _1"></span> <span class="_ _8"></span>magazynowych, a<span class="_ _0"></span>waryjną </div><div class="t m0 xc h2 y259 ff1 fs0 fc1 sc0 ls0 ws0">instalacją <span class="_ _7"></span>wentylacyjną <span class="_ _7"></span>w <span class="_ _8"></span>pomieszcze<span class="_ _1"></span>niu <span class="_ _7"></span>hali <span class="_ _7"></span>napełniania <span class="_ _7"></span>butli <span class="_ _8"></span>oraz <span class="_ _7"></span>instalacją <span class="_ _7"></span>zabezpiec<span class="_ _1"></span>zającą <span class="_ _7"></span>zbiorniki <span class="_ _7"></span>przed </div><div class="t m0 xc h2 y767 ff1 fs0 fc1 sc0 ls0 ws0">przepełnieniem.<span class="ff2"> </span></div><div class="t m0 xa h11 y768 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Przy <span class="_ _1"></span>osiągnięciu <span class="_ _6"></span>poziomów <span class="_ _1"></span>dopuszczalnych <span class="_ _1"></span>automatycznie <span class="_ _1"></span>z<span class="_ _1"></span>amykają s<span class="_ _1"></span>ię <span class="_ _1"></span>zawory <span class="_ _6"></span>z <span class="_ _1"></span>ciekłym <span class="_ _6"></span>gazem <span class="_ _1"></span>zarówno </span></span></div><div class="t m0 xc h2 y769 ff1 fs0 fc1 sc0 ls0 ws0">na dopływie jak i odpływie oraz włącza <span class="_ _0"></span>się sygnalizacja akustyczna i optyczna.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y76a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Pomiar <span class="_ _a"></span>temperatury <span class="_ _a"></span>fazy <span class="_ _a"></span>ciekłej, <span class="_ _a"></span>pomiar <span class="_ _a"></span>ciśnienia <span class="_ _a"></span>fazy <span class="_ _a"></span>gazow<span class="_ _1"></span>ej <span class="_ _a"></span>odbywa <span class="_ _6"></span>się<span class="_ _1"></span> <span class="_ _a"></span>w <span class="_ _a"></span>każdym <span class="_ _a"></span>zbiorniku <span class="_ _a"></span>osobno, </span></span></div><div class="t m0 xc h2 y7c7 ff1 fs0 fc1 sc0 ls0 ws0">natomiast odczyt tych parametrów odbywa się na pulpicie operatora w mistrzówce.<span class="ff2"> </span></div><div class="t m0 xa h11 y7f0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Przekroczenie <span class="_ _c"> </span>parametrów <span class="_ _c"> </span>pracy <span class="_ _c"> </span>ciśnie<span class="_ _1"></span>nia, <span class="_ _c"> </span>temperatury <span class="_ _c"> </span>gazu <span class="_ _c"> </span>jest <span class="_ _c"> </span>s<span class="_ _1"></span>ygnalizowane <span class="_ _c"> </span>zaświeceniem <span class="_ _c"> </span>lampki </span></span></div><div class="t m0 xc h2 y7f1 ff1 fs0 fc1 sc0 ls0 ws0">czerwonej <span class="_ _1"></span>i <span class="_ _1"></span>w<span class="_ _1"></span>łączeniem <span class="_ _1"></span>się<span class="_ _1"></span> <span class="_ _1"></span>sygnału <span class="_ _1"></span>akustycznego <span class="_ _1"></span>przywołujące<span class="_ _1"></span>go <span class="_ _1"></span>obsługę. <span class="_ _1"></span>Pomiar <span class="_ _1"></span>c<span class="_ _1"></span>iśnienia <span class="_ _1"></span>powietrza <span class="_ _1"></span>do<span class="_ _1"></span> </div><div class="t m0 xc h2 y126 ff1 fs0 fc1 sc0 ls0 ws0">celów <span class="_ _1"></span>technologicznych <span class="_ _1"></span>oraz <span class="_ _1"></span>wody <span class="_ _1"></span>do c<span class="_ _1"></span>elów <span class="_ _1"></span>przeciwpożarow<span class="_ _1"></span>ych <span class="_ _1"></span>odbywa s<span class="_ _1"></span>ię <span class="_ _1"></span>w <span class="_ _1"></span>miejscu <span class="_ _1"></span>magazynowania, <span class="_ _1"></span>a </div><div class="t m0 xc h2 y127 ff2 fs0 fc1 sc0 ls0 ws0">odczyt na pulpicie operatora. </div><div class="t m0 xa h11 y28 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Teren  rozlew<span class="_ _0"></span>ni <span class="_ _9"> </span>jest  monitoro<span class="_ _0"></span>wany <span class="_ _9"> </span>całodobowo <span class="_ _9"> </span>przez  systemem <span class="_ _9"> </span>15 <span class="_ _9"> </span>kamer. <span class="_ _9"> </span>Stały  zapis <span class="_ _9"> </span>komputerowy </span></span></div><div class="t m0 xc h2 y128 ff1 fs0 fc1 sc0 ls0 ws0">umożliwia odczytanie zapisu obraz<span class="_ _0"></span>u każdej z kamer do miesiąca wstecz.<span class="ff2"> </span></div><div class="t m0 xa h11 y7f2 ff2 fs0 fc5 sc0 ls1 ws0">10.<span class="ff5 ls0"> <span class="_ _71"> </span><span class="ff1 fc1">W<span class="_ _1"></span> ramach zarządzania bezpieczeństwem w kontekście własnych stacji <span class="_ _0"></span>paliw AVIA, UNIMOT S.A.<span class="_ _1"></span><span class="ff2">: </span></span></span></div><div class="t m0 xa h11 y7f3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzi <span class="_ _7"></span>działania <span class="_ _7"></span>audytujące <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _7"></span> <span class="_ _7"></span>serw<span class="_ _1"></span>isowe <span class="_ _7"></span>zapewniające <span class="_ _7"></span>stały <span class="_ _7"></span>monitoring <span class="_ _7"></span>infrastruktury<span class="_ _1"></span> <span class="_ _7"></span>stacji <span class="_ _7"></span>i <span class="_ _7"></span>e<span class="_ _1"></span>liminowanie </span></span></div><div class="t m0 xc h2 y7f4 ff1 fs0 fc1 sc0 ls0 ws0">zagrożeń<span class="ff2">, </span></div><div class="t m0 xa h11 y7f5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">organizuje <span class="ff1">szkolenia pracowników przygotowujące do działania w p<span class="_ _0"></span>rzypadku w<span class="_ _1"></span>ystąpienia zagrożenia<span class="ff2">,  </span></span></span></span></div><div class="t m0 xa h11 y7f6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">utrzymuje oznakowanie zagrożeń, dróg ewakuacyjnych  <span class="_ _0"></span>i ostrzeżeń w strefach<span class="_ _1"></span> zag<span class="_ _0"></span>rożenia wybuchem,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y7f7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">udostępnia gaśnice i koce gaśnicze do użycia na wypad<span class="_ _0"></span>ek zdarzenia pożarowego,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y7f8 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzi <span class="_ _1"></span>stały <span class="_ _1"></span>monitoring<span class="_ _1"></span> <span class="_ _1"></span>CCTV <span class="_ _6"></span>oraz <span class="_ _1"></span>całodobowy <span class="_ _1"></span>na<span class="_ _1"></span>dzór <span class="_ _1"></span>agencji <span class="_ _6"></span>ochrony <span class="_ _1"></span>i <span class="_ _6"></span>udostępnia <span class="_ _1"></span>telefo<span class="_ _1"></span>ny <span class="_ _1"></span>alarmowe </span></span></div><div class="t m0 xc h2 y7f9 ff1 fs0 fc1 sc0 ls0 ws0">do wezwania służb ratunkowych. <span class="ff2"> </span></div><div class="t m0 xc h2 y7fa ff1 fs0 fc1 sc0 ls0 ws0">Oprócz <span class="_ _6"></span>wyżej <span class="_ _6"></span>wymienianych <span class="_ _a"></span>działań <span class="_ _6"></span>Spółka <span class="_ _6"></span>w<span class="_ _1"></span>prowadziła <span class="_ _6"></span>instrukcje <span class="_ _a"></span>i <span class="_ _6"></span> <span class="_ _6"></span>proc<span class="_ _1"></span>edury <span class="_ _6"></span>postępowania <span class="_ _6"></span>w <span class="_ _6"></span>ró<span class="_ _1"></span>żnych </div><div class="t m0 xc h2 y7fb ff1 fs0 fc1 sc0 ls0 ws0">sytuacjach niebezpiecznych dla p<span class="_ _0"></span>racowników stacji.<span class="ff2"> </span></div><div class="t m0 x1 h2 y18d ff1 fs0 fc1 sc0 ls0 ws0">Powyższe <span class="_ _6"></span>działania, <span class="_ _a"></span>w <span class="_ _6"></span>oce<span class="_ _1"></span>nie <span class="_ _6"></span><span class="ff2">Grupy <span class="_ _a"></span>UNIMOT<span class="ls2">, <span class="_ _a"></span></span></span>przyczyniają <span class="_ _6"></span>się<span class="_ _1"></span> <span class="_ _6"></span>w <span class="_ _a"></span>dużym <span class="_ _6"></span>stopniu <span class="_ _a"></span>do <span class="_ _a"></span>bezpiecznego <span class="_ _6"></span>funkcjonowania </div><div class="t m0 x1 h2 y18e ff1 fs0 fc1 sc0 ls0 ws0">obiektów, które przekłada się na b<span class="_ _0"></span>ezpieczeństwo otoczenia sąsiadującego ze stacjami paliw.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf35 ff2 fs0 fc1 sc0 ls0 ws0">Wszystkie <span class="_ _10"> </span><span class="ff1">Spółki <span class="_ _f"> </span>opierają <span class="_ _10"> </span>swoje <span class="_ _10"> </span>działania <span class="_ _f"> </span>z <span class="_ _10"> </span>zakresu <span class="_ _10"> </span>BHP <span class="_ _f"> </span>o <span class="_ _10"> </span>powszec<span class="_ _1"></span>hnie <span class="_ _f"> </span>obowiązujące <span class="_ _f"> </span>przepisy <span class="_ _10"> </span>prawa </span></div><div class="t m0 x1 h2 yf6c ff1 fs0 fc1 sc0 ls0 ws0">międzynarodowego <span class="_ _1"></span>i <span class="_ _1"></span>krajowego, <span class="_ _6"></span>Politykę <span class="_ _1"></span>BHP <span class="_ _1"></span>GK <span class="_ _1"></span>UNIMOT,<span class="_ _1"></span> <span class="_ _1"></span>a <span class="_ _1"></span>także<span class="_ _1"></span> <span class="_ _1"></span>wewnętrzne <span class="_ _6"></span>zarządzenia <span class="_ _1"></span>i <span class="_ _1"></span>procedury <span class="_ _6"></span>dotyczące </div><div class="t m0 x1 h2 yf6d ff1 fs0 fc1 sc0 ls0 ws0">m. in. szkoleń, postępowania powypadkowego i <span class="_ _0"></span>zatrudniania podwykonawców<span class="_ _1"></span>. <span class="ff2"> </span></div><div class="t m0 x1 h2 y7d1 ff1 fs0 fc1 sc0 ls0 ws0">Poza wyżej wymienionymi działaniami wszystkie Spółki <span class="_ _8"></span>Gru<span class="_ _1"></span>py:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yfa2 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">ściśle współpracują z administracją samorządową i <span class="_ _8"></span>r<span class="_ _1"></span>ządową,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y8e6 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">s<span class="ff1">tosują przyjęte standardy zarządzania jednostkami biznesowymi,</span> </span></span></div><div class="t m0 xa h11 ybc9 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">p<span class="ff1">rowadzą dialog –</span> <span class="ff1">stały bądź incydentalny konsultują swoje dzia<span class="_ _0"></span>łania <span class="ff2">z przedstawicielami lokalnych </span></span></span></span></div><div class="t m0 xc h2 y139 ff1 fs0 fc1 sc0 ls0 ws0">społeczności. Za dialog odpowiedzialne są Zarządy Spółek.<span class="ff2">  </span></div><div class="t m0 x1 h2 y805 ff1 fs0 fc1 sc0 ls0 ws0">Oceny skuteczności działań lub inicjatyw dokonywana<span class="_ _0"></span> jest na bieżąco, w zależności od rodzaju konkretnego </div><div class="t m0 x1 h2 y806 ff1 fs0 fc1 sc0 ls0 ws0">działania.<span class="ff2"> </span></div></div><div class="c x1 yfc8 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S3<span class="ls0">-4   </span>S3<span class="ls0">-<span class="_ _0"></span>5   <span class="ls7">S3</span>-1   <span class="ls1b">MDR</span>-T   MDR-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y538 ff1 fs0 fc1 sc0 ls0 ws0">Nadrzędnym <span class="_ _4"></span>ce<span class="_ _1"></span>lem <span class="_ _4"> </span>w <span class="_ _5"> </span>zakres<span class="_ _1"></span>ie <span class="_ _4"></span>oddziaływania <span class="_ _5"> </span>na <span class="_ _5"> </span>bezpieczeństw<span class="_ _1"></span>o <span class="_ _4"></span>społeczności <span class="_ _5"> </span>jest <span class="_ _5"> </span>prowadzenie <span class="_ _4"> </span>polit<span class="_ _1"></span>yki <span class="_ _4"></span>dobre<span class="_ _1"></span>go </div><div class="t m0 x1 h2 y35b ff1 fs0 fc1 sc0 ls0 ws0">sąsiada.<span class="ff2">  <span class="_ _1"></span></span>Oznacza <span class="_ _1"></span>ona świadome<span class="_ _1"></span>, odpowiedzialne <span class="_ _1"></span>i długofalowe<span class="_ _1"></span> podejście <span class="_ _1"></span>do relacji <span class="_ _1"></span>z lokalnymi <span class="_ _1"></span>społecznościami, <span class="_ _1"></span>w </div><div class="t m0 x1 h2 ye8d ff1 fs0 fc1 sc0 ls0 ws0">szczególności w otoczeniu aktywów operacyjnych Spółek.<span class="ff2"> </span></div><div class="t m0 x1 h2 y9b7 ff1 fs0 fc1 sc0 ls0 ws0">Cele Polityki Dobrego Sąsiada obejmują m.in.:<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfee" class="pf w0 h0" ><div class="pc pcee w0 h0"><img class="bi x9 y1461 w9 h21c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">238<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zapobieganie potencjalnym napięciom społecznym wynikają<span class="_ _8"></span>c<span class="_ _1"></span>ym z obecności Grupy na danym terenie,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y118 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Budowanie zaufania i otwartej komunikacji <span class="_ _0"></span>z przedstawicielami społeczności lokalnych,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y142 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wzmacnianie <span class="_ _8"></span>pozytywnego <span class="_ _8"></span>wp<span class="_ _1"></span>ływu <span class="_ _8"></span>gospodarczego <span class="_ _8"></span>i <span class="_ _0"></span>społecznego <span class="_ _8"></span>działalności <span class="_ _8"></span>Grupy <span class="_ _0"></span>w <span class="_ _8"></span>regio<span class="_ _1"></span>nach, <span class="_ _8"></span>w k<span class="_ _0"></span>tórych </span></span></div><div class="t m0 xc h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">prowadzi ona działalność,<span class="ff2"> </span></div><div class="t m0 xa h11 y1a3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wczesne identyfikowanie ryzyk społecznych oraz wdrażanie działań prewencyjnych.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">Przykładowe zachowania i środki prewencyjne realizowane w rama<span class="_ _0"></span>ch tej polityki:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y795 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">organizowanie spotkań z mieszkańcami i samorząda<span class="_ _0"></span>mi lokalnymi,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y753 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie otwartego dialogu dotyczącego wpływu działalności,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y754 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zgłaszanie i rozwiązywanie ewentualnych skarg <span class="_ _0"></span>lub uwag społeczności w sposób przejrzysty i terminowy,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y755 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">wspieranie lokalnych inicjatyw edukacyjnych, kulturalny<span class="_ _8"></span>c<span class="_ _1"></span>h czy proekologicznych, </span></span></div><div class="t m0 xa h11 y756 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">angażowanie lokalnych dostawców i podwykonawców w łańcuchu wartości, gdzie to <span class="_ _0"></span>możliwe,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y326 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie działań informacyjnych dotyczących bezpieczeństwa.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y757 ff1 fs0 fc1 sc0 ls0 ws0">Za <span class="_ _8"></span>miernik jest realiz<span class="_ _0"></span>acji wskazano <span class="_ _8"></span>brak <span class="_ _0"></span>skarg ze <span class="_ _8"></span>strony społeczności lokalny<span class="_ _8"></span>c<span class="_ _1"></span>h <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>związku z p<span class="_ _8"></span>ro<span class="_ _1"></span>wadzoną <span class="_ _8"></span>przez Spółki </div><div class="t m0 x1 h2 y758 ff1 fs0 fc1 sc0 ls0 ws0">Grupy działalnością.<span class="ff2"> </span></div><div class="t m0 x1 h2 y125 ff1 fs0 fc1 sc0 ls0 ws0">W roku sprawozdawczym nie odnotowano skarg, k<span class="_ _0"></span>tórych adresatami byłyby społeczności lokalne.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y126 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _e"> </span>UNIMOT <span class="_ _d"> </span>nie <span class="_ _d"> </span>konsultowała <span class="_ _e"> </span>c<span class="_ _1"></span>elów <span class="_ _d"> </span>z <span class="_ _e"> </span>przedstawicielami <span class="_ _e"> </span>lokalnej <span class="_ _d"> </span>społec<span class="_ _1"></span>zności. <span class="_ _d"> </span>Lokalne <span class="_ _d"> </span>społeczności <span class="_ _d"> </span>nie </div><div class="t m0 x1 h2 y127 ff1 fs0 fc1 sc0 ls0 ws0">uczestniczą również w procesie monitorowania celów. <span class="ff2"> </span></div><div class="t m0 x1 h2 yf0c ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>2024 <span class="_ _c"> </span>roku <span class="_ _c"> </span>nie <span class="_ _c"> </span>zidentyfikowano <span class="_ _c"> </span>przypadków <span class="_ _c"> </span>nieprzestrzegania <span class="_ _b"> </span>W<span class="_ _1"></span>ytycznych <span class="_ _c"> </span>ONZ <span class="_ _c"> </span>dotyczących <span class="_ _c"> </span>biznesu <span class="_ _c"> </span>i <span class="_ _c"> </span>praw </div><div class="t m0 x1 h2 yc51 ff1 fs0 fc1 sc0 ls0 ws0">człowieka, <span class="_ _b"> </span>De<span class="_ _1"></span>klaracji <span class="_ _b"> </span>Międzynarodowej <span class="_ _b"> </span>Organizacji <span class="_ _c"> </span>Pracy <span class="_ _b"> </span>dotyczącej <span class="_ _c"> </span>podstawowych <span class="_ _b"> </span>zasad <span class="_ _c"> </span>i <span class="_ _c"> </span>praw <span class="_ _b"> </span>w <span class="_ _c"> </span>pracy <span class="_ _b"> </span>oraz </div><div class="t m0 x1 h2 yb4b ff2 fs0 fc1 sc0 ls0 ws0">Wytycznych OECD. </div><div class="t m0 x1 h2 y722 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _9"> </span>2024 <span class="_ _9"> </span>roku<span class="_ _1"></span> <span class="_ _9"> </span>nie <span class="_ _9"> </span>odnotowano  również <span class="_ _9"> </span>incydentów <span class="_ _9"> </span>w <span class="_ _9"> </span>związku  z <span class="_ _9"> </span>prawami <span class="_ _9"> </span>człowieka <span class="_ _9"> </span>s<span class="_ _1"></span>połeczności <span class="_ _9"> </span>dotkniętych </div><div class="t m0 x1 h2 y7cb ff1 fs0 fc1 sc0 ls0 ws0">wpływem. <span class="ff2"> </span></div><div class="t m0 x1 h2 y215 ff1 fs0 fc5 sc0 ls0 ws0">Odpowiedzialność środowiskowa <span class="ff2"> </span></div><div class="t m0 x1 h2 y109a ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienie wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y727 w6c h63"><div class="t m0 xb h2 y661 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y727 w6d h63"><div class="t m0 x111 h2 y661 ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y11df w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y11df w6d hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">S3 <span class="ff1">Społeczności dotknięte wpływam</span> </div></div><div class="c x1 y1c0 w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Temat istotny </div></div><div class="c x7e y1c0 w6d h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Oddziaływanie na grunty<span class="ff2"> </span></div></div><div class="c x1 y18f w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y1462 w6e h64"><div class="t m0 xb h2 ybc6 ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y18f w6d h64"><div class="t m0 x7f h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> potencjalny </div></div><div class="c x1 y2c7 w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y2c7 w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Zarządy Spółek Grupy Kapitałowej<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y362 ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnego tematu<span class="fc1"> </span></div><div class="t m0 x1 h2 y79 ff1 fs0 fc1 sc0 ls0 ws0">Oddziaływanie <span class="_ _9"> </span>na  grunty <span class="_ _9"> </span>jest  istotnym <span class="_ _9"> </span>obszarem<span class="_ _1"></span> <span class="_ _9"> </span>odpowiedzialności  środowiskowej  Grup<span class="_ _8"></span>y  UNIMOT,  ponieważ </div><div class="t m0 x1 h2 yc9e ff1 fs0 fc1 sc0 ls0 ws0">działalność <span class="_ _6"></span>związana <span class="_ _a"></span>z <span class="_ _a"></span>magazynowaniem <span class="_ _a"></span>i <span class="_ _6"></span>transportem <span class="_ _a"></span>paliw,<span class="_ _1"></span> <span class="_ _6"></span>a <span class="_ _a"></span>także <span class="_ _6"></span>d<span class="_ _1"></span>ystrybucją <span class="_ _6"></span>gazu <span class="_ _a"></span>ziemnego <span class="_ _a"></span>oraz <span class="_ _6"></span>proce<span class="_ _1"></span>sami </div><div class="t m0 x1 h2 y748 ff1 fs0 fc1 sc0 ls0 ws0">wytwarzania ciepła może prowadzić do degradacji ziemi, zanieczyszczeń gleb i zmian w lokalnym ekosystemie. <span class="ff2"> </span></div></div><div class="c x1 yd8d w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S3<span class="ls0">-1   MDR-P<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y4f1 ff1 fs0 fc1 sc0 ls0 ws0">Oddziaływanie na grunty różni się ze względ<span class="_ _0"></span>u na specyfikę działalności danej Spółki dlatego na szczeblu całej Grupy </div><div class="t m0 x1 h2 y1463 ff1 fs0 fc1 sc0 ls0 ws0">Kapitałowej nie funkcjonuje jeden dokument, który dotyczyłby tej kwestii zrównoważonego rozwoju. W Spółkach, w </div><div class="t m0 x1 h2 y10c4 ff1 fs0 fc1 sc0 ls0 ws0">których zostało zidentyfikowane ryzyko oddziaływania na grunty, wprowadzono adekwatne procedury i <span class="_ _0"></span>działania. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y115b ff2 fs0 fc5 sc0 ls0 ws0">Magazynowanie paliw </div><div class="t m0 x1 h2 ye49 ff2 fs0 fc1 sc0 lsa ws0">W <span class="_ _a"></span><span class="ff1 ls0">UNIMOT <span class="_ _a"></span>Te<span class="_ _1"></span>rminale <span class="_ _a"></span>w <span class="_ _a"></span>ramach <span class="_ _a"></span>głów<span class="_ _1"></span>nego <span class="_ _a"></span>procesu<span class="ff2"> <span class="_ _4"></span>jakim <span class="_ _a"></span>jest <span class="_ _a"></span>magazynowanie <span class="_ _4"></span></span>paliw <span class="_ _a"></span>może <span class="_ _4"></span>dojść <span class="_ _a"></span>do <span class="_ _4"></span>potencjalnej </span></div><div class="t m0 x1 h2 y12a6 ff1 fs0 fc1 sc0 ls0 ws0">awarii przemysłowej i w konsekwencji <span class="_ _1"></span>skażenia gruntu. W rejestrze ryzyka Spółki uwzględnione <span class="_ _1"></span>zostały następujące<span class="_ _8"></span> </div><div class="t m0 x1 h2 y1464 ff2 fs0 fc1 sc0 ls0 ws0">ryzyka: </div><div class="t m0 xa h11 y1465 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ryzyko skażenia gruntu w wyniku działalności operacyjnej;<span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pfef" class="pf w0 h0" ><div class="pc pcef w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">239<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ryzyko związane konieczności remediacji terenów zanieczyszczeń historycznymi;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y118 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ryzyko a<span class="_ _0"></span>warii instalacji i <span class="_ _8"></span>infras<span class="_ _1"></span>truktury <span class="_ _8"></span>na<span class="_ _1"></span> Terminalu <span class="_ _8"></span>P<span class="_ _1"></span>aliw <span class="_ _0"></span>z powodu błędu <span class="_ _8"></span>ludzkiego skutkujące przestojem </span></span></div><div class="t m0 xc h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">powyżej 24h, potencjalnym skażeniem środowiska i odszkodowaniami.<span class="ff2"> </span></div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">W celu minimalizacji wystąpienia p<span class="_ _8"></span>o<span class="_ _1"></span>wyższych ryzyk, Spółka <span class="ff2">stosuje<span class="_ _1"></span> dokumenty: </span></div><div class="t m0 xa h11 y11b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">TER.33.01.00.00        Cele i zada<span class="_ _0"></span>nia środowiskowe,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y794 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">TER.31.01.00.00        Identyfikacja znaczących aspektów środowiskowych,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y795 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">TER.47.01.00.00        Reagowanie na awarie, </span></span></div><div class="t m0 xa h11 y753 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">TER.47.01.01.00        Prowadzenie dochodzeń po <span class="ff2">awariach, </span></span></span></div><div class="t m0 xa h11 y754 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">TER.47.02.00.00        Reagowanie na sytuacje kryzysowe, </span></span></div><div class="t m0 xa h11 y755 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">TER.51.02.00.00        Monitorowanie procesów i dzia<span class="_ _0"></span>łań mających wpływ na środowisko.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y121 ff2 fs0 fc5 sc0 ls0 ws0">Produkty asfaltowe </div><div class="t m0 x1 h2 y7dd ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"> </span>proc<span class="_ _1"></span>esach <span class="_ _4"></span>związanych <span class="_ _5"> </span>z <span class="_ _4"></span>dz<span class="_ _1"></span>iałalnością <span class="_ _4"></span>Spółki <span class="_ _5"> </span>UNMOT <span class="_ _5"> </span>Bitumen, <span class="_ _5"> </span>źródłem <span class="_ _5"> </span>potencjalnego <span class="_ _4"></span>oddziaływania <span class="_ _4"> </span>ins<span class="_ _1"></span>talacji </div><div class="t m0 x1 h2 y123 ff1 fs0 fc1 sc0 ls0 ws0">produkcyjnych na środowisko gruntowo<span class="ff2">-</span>wodne mogą być:<span class="ff2"> </span></div><div class="t m0 x21 h11 y7f0 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Procesy produkcji: </span></span></div><div class="t m0 xa h11 y7f1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">awaryjne <span class="_ _7"></span>rozlewy <span class="_ _7"></span>i <span class="_ _8"></span>wycieki <span class="_ _7"></span>as<span class="_ _1"></span>faltu/surowców <span class="_ _7"></span>do <span class="_ _7"></span>produkcji <span class="_ _7"></span>asfa<span class="_ _1"></span>ltów <span class="_ _7"></span>ze <span class="_ _8"></span>stanowisk <span class="_ _7"></span>dystrybucji <span class="_ _7"></span>o<span class="_ _1"></span>raz <span class="_ _7"></span>opróżniania </span></span></div><div class="t m0 xc h2 y126 ff2 fs0 fc1 sc0 ls0 ws0">cystern kolejowych i samochodowych,  </div><div class="t m0 xa h11 y127 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">awaryjne wycieki asfaltu lub oleju grzewczego z urządz<span class="_ _0"></span>eń i rurociągów,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y28 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">awaryjne rozszczelnienie zbiornika z a<span class="_ _0"></span>sfaltem/surow<span class="_ _1"></span>cem do p<span class="_ _0"></span>rodukcji asfaltów.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x21 h11 y128 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Transport własny produktów:<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ydae ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">rozszczelnienie cystern samochodowych (np. w wyniku k<span class="_ _0"></span>olizji drogowej),<span class="_ _1"></span> </span></span></div><div class="t m0 xa h11 y3e9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">rozszczelnienie węża podczas rozładunku,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ydaf ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">przelanie autocysterny podczas nalewu asfaltu, </span></span></div><div class="t m0 xa h11 y7f5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wyciek <span class="_ _5"> </span>paliwa <span class="_ _5"> </span>ze<span class="_ _1"></span> <span class="_ _5"> </span>zbiornika <span class="_ _5"> </span>lub <span class="_ _5"> </span>ole<span class="_ _1"></span>ju <span class="_ _5"> </span>z <span class="_ _5"> </span>silnika <span class="_ _b"> </span>lub <span class="_ _5"> </span>innych <span class="_ _b"> </span>płynów <span class="_ _5"> </span>w <span class="_ _b"> </span>samochodzie <span class="_ _5"> </span>ciężarowym <span class="_ _5"> </span>w <span class="_ _b"> </span>skutek </span></span></div><div class="t m0 xc h2 y7f6 ff2 fs0 fc1 sc0 ls0 ws0">zaistnienia awarii/kolizji. </div><div class="t m0 x1 h2 y189 ff2 fs0 fc1 sc0 ls0 ws0">Pomimo <span class="_ _a"></span><span class="ff1">tego, <span class="_ _a"></span>że <span class="_ _a"></span>zasty<span class="_ _1"></span>gnięty <span class="_ _a"></span>asfalt <span class="_ _a"></span>nie <span class="_ _a"></span>jest <span class="_ _a"></span>s<span class="_ _1"></span>ubstancją <span class="_ _a"></span>niebezpieczną</span>,<span class="_ _1"></span> <span class="_ _a"></span>a <span class="_ _a"></span>z <span class="_ _a"></span><span class="ff1">uwagi <span class="_ _a"></span>na <span class="_ _4"></span>dużą <span class="_ _a"></span>lepkość <span class="_ _a"></span>po <span class="_ _a"></span>rozlaniu<span class="_ _1"></span> <span class="_ _a"></span>nie </span></div><div class="t m0 x1 h2 y18a ff1 fs0 fc1 sc0 ls0 ws0">dochodzi <span class="_ _b"> </span>w <span class="_ _c"> </span>głąb <span class="_ _c"> </span>gleby<span class="ff2">, <span class="_ _b"> </span>w <span class="_ _c"> </span></span>Spółce <span class="_ _c"> </span>prowadzone <span class="_ _b"> </span>są <span class="_ _c"> </span>skuteczne <span class="_ _c"> </span>rozwiązania <span class="_ _c"> </span><span class="ff2">zapobiega</span>jące<span class="ff2"> <span class="_ _b"> </span>awaryjnym <span class="_ _c"> </span>wyciekom <span class="_ _b"> </span>i </span></div><div class="t m0 x1 h2 yb3b ff1 fs0 fc1 sc0 ls0 ws0">rozlewom <span class="_ _9"> </span>materiałów  ropopochodnych <span class="_ _9"> </span>oraz <span class="_ _9"> </span>ograniczeni<span class="ff2">u  </span>zag<span class="_ _8"></span>ro<span class="_ _1"></span>żenia <span class="_ _9"> </span>dla <span class="_ _9"> </span>środowiska  ze <span class="_ _9"> </span>strony <span class="_ _9"> </span>już <span class="_ _9"> </span>powstałych </div><div class="t m0 x1 h2 yf31 ff1 fs0 fc1 sc0 ls0 ws0">wycieków.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf32 ff1 fs0 fc1 sc0 ls0 ws0">Podstawowym sposobem oc<span class="_ _1"></span>hrony środowiska gruntowo<span class="_ _1"></span><span class="ff2">-</span>wodnego jest pełna <span class="_ _1"></span>izolacja procesów produkcyjnych pr<span class="_ _1"></span>zez </div><div class="t m0 x1 h2 yf33 ff1 fs0 fc1 sc0 ls0 ws0">zastosowanie <span class="_ _e"> </span>s<span class="_ _1"></span>zczelnych <span class="_ _e"> </span>powierzchni <span class="_ _e"> </span>betono<span class="_ _1"></span>wych <span class="_ _e"> </span>w <span class="_ _e"> </span>formie<span class="_ _1"></span> <span class="_ _e"> </span>tac <span class="_ _e"> </span>przeciwro<span class="_ _1"></span>zlewczych <span class="_ _e"> </span>(okrawężnikowanych <span class="_ _d"> </span>lub </div><div class="t m0 x1 h2 yf34 ff1 fs0 fc1 sc0 ls0 ws0">zagłębionych) oraz istnienie instalacji d<span class="_ _0"></span>renażow<span class="ff2">ej pod tere<span class="_ _1"></span>nem.  </span></div><div class="t m0 x1 h2 y21d ff1 fs0 fc1 sc0 ls0 ws0">W UNIMOT Bitumen został <span class="ff2">w</span>drożony Zintegrowany System Zarządzania (ZSZ), potwierdzony certyfika<span class="_ _0"></span>tami:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 ybc7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1 ls3d">PN<span class="ls0">-<span class="ff1">EN ISO 9001 System Zarządzania Jakością, </span> </span></span></span></div><div class="t m0 xa h11 yd36 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1 ls3d">PN<span class="ls0">-<span class="ff1">EN ISO 14001 System Zarządzania Środowiskiem,</span> </span></span></span></div><div class="t m0 xa h11 y10a4 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1 ls3d">PN<span class="ls0">-<span class="ff1">EN ISO 45001 System Zarządzania bezpieczeństwem i higieną pracy. </span> </span></span></span></div><div class="t m0 x1 h2 y3aa ff1 fs0 fc1 sc0 ls0 ws0">ZSZ <span class="_ _1"></span>wprowadza <span class="_ _1"></span>d<span class="_ _1"></span>ziałania <span class="_ _1"></span>mające <span class="_ _6"></span>na <span class="_ _1"></span>celu <span class="_ _6"></span>osiągnięcie <span class="_ _6"></span>wysokiego <span class="_ _1"></span>poziomu <span class="_ _1"></span>oc<span class="_ _1"></span>hrony <span class="_ _1"></span>środowiska, <span class="_ _1"></span>z <span class="_ _6"></span>których <span class="_ _6"></span>większość </div><div class="t m0 x1 h2 yf16 ff1 fs0 fc1 sc0 ls0 ws0">ma wpływ na ochronę środowiska, w ty<span class="_ _0"></span>m gruntów:<span class="ff2"> </span></div><div class="t m0 xa h11 y199 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stosowanie rozwiązań podnoszących sprawność poszczególnych instalacji;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ybcb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">hermetyzacja instalacji; </span></span></div><div class="t m0 xa h11 y10c5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie procesów <span class="_ _1"></span>technologicznych w sposób zapewniający dotrzymanie standardów <span class="_ _1"></span>środowiska oraz </span></span></div><div class="t m0 xc h2 y102a ff1 fs0 fc1 sc0 ls0 ws0">najlepszych dostępnych technik;<span class="ff2"> </span></div><div class="t m0 xa h11 y1021 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stosowanie wysokosprawnych urządzeń ograniczają<span class="_ _0"></span>cych  emisję do powietrza;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1022 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie efektywnej gospodark<span class="_ _0"></span>i materiałowo<span class="_ _1"></span><span class="ff2">-surowcowej; </span></span></span></div><div class="t m0 xa h11 yf18 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">prowadzenie bezpiecznej gospodarki substancjami niebezpiecznymi; </span></span></div><div class="t m0 xa h11 y1023 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie prawidłowej gospodarki odpadami w sposób b<span class="_ _0"></span>ezpieczny dla środowiska;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1024 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">szkolenia pracowników w zakresie wszelkich aspektów związ<span class="_ _0"></span>anych z ochroną środowiska;<span class="_ _1"></span><span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pff0" class="pf w0 h0" ><div class="pc pcf0 w0 h0"><img class="bi x9 y1466 w9 h21d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">240<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">systematyczny <span class="_ _6"></span>monitoring <span class="_ _a"></span>emisji <span class="_ _a"></span>substancji <span class="_ _a"></span>do <span class="_ _6"></span>środowiska <span class="_ _a"></span>i <span class="_ _a"></span>badania <span class="_ _6"></span>jakości <span class="_ _a"></span>ścieków <span class="_ _a"></span>odprowadzanych <span class="_ _6"></span>do </span></span></div><div class="t m0 xc h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">kanalizacji, <span class="_ _5"> </span>gleby <span class="_ _b"> </span>i <span class="_ _5"> </span>inne <span class="_ _b"> </span><span class="ff1">–</span> <span class="_ _b"> </span><span class="ff1">zgodnie <span class="_ _b"> </span>z <span class="_ _5"> </span>opracowanym <span class="_ _b"> </span>Planem <span class="_ _5"> </span>monitoro<span class="_ _1"></span>wania <span class="_ _5"> </span>procesów <span class="_ _5"> </span>mający <span class="_ _b"> </span>wpływ <span class="_ _5"> </span>na </span></div><div class="t m0 xc h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">środowisko <span class="_ _8"></span>dla <span class="_ _8"></span>Z<span class="_ _1"></span>akładu <span class="_ _8"></span>Produk<span class="_ _1"></span>cyjnego <span class="_ _8"></span>w <span class="_ _8"></span>Jaśle ( <span class="_ _8"></span>wyd. z <span class="_ _7"></span>dnia 21.08.2023 r.) <span class="_ _7"></span>o<span class="_ _1"></span>raz <span class="_ _8"></span>dla <span class="_ _8"></span>Za<span class="_ _1"></span>kładu <span class="_ _8"></span>Produkcyjnego </div><div class="t m0 xc h2 y1a2 ff2 fs0 fc1 sc0 ls0 ws0">Czechowice (wyd. z dnia 21.08.2023 r.). </div></div><div class="c x1 y254 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S3<span class="ls0">-4   MDR-A<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1085 ff1 fs0 fc1 sc0 ls0 ws0">Na mocy <span class="_ _1"></span>wdrożonych proce<span class="_ _1"></span>dur, w UNIMOT <span class="_ _1"></span>Terminale wprowadza s<span class="_ _1"></span>ię sze<span class="_ _1"></span>reg zabezpieczeń c<span class="_ _1"></span>hroniących  ś<span class="_ _1"></span>rodowisko </div><div class="t m0 x1 h2 y1467 ff2 fs0 fc1 sc0 ls0 ws0">gruntowo-<span class="ff1">wodne <span class="_ _4"> </span>oraz <span class="_ _4"> </span>re<span class="_ _1"></span>gularnie <span class="_ _4"></span>prowadzi <span class="_ _4"></span>przeglądy <span class="_ _5"> </span>instalacji <span class="_ _4"></span>i <span class="_ _5"> </span>modernizację <span class="_ _4"></span>zbiorników. <span class="_ _5"> </span>Ponadto <span class="_ _4"></span>na <span class="_ _4"></span>więks<span class="_ _1"></span>zości </span></div><div class="t m0 x1 h2 y12be ff1 fs0 fc1 sc0 ls0 ws0">Terminali prowadzony jest monitoring wód<span class="ff2"> podziemnych.  </span></div><div class="t m0 x1 h2 yf53 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>raportowanym <span class="_ _1"></span>okresie <span class="_ _1"></span>Spółka <span class="_ _1"></span>opracowała <span class="_ _1"></span>i <span class="_ _1"></span>z<span class="_ _1"></span>atwierdziła <span class="_ _1"></span>projekt <span class="_ _1"></span>planu <span class="_ _1"></span>remediacji <span class="_ _1"></span>zanieczyszczenia <span class="_ _1"></span>historycznego </div><div class="t m0 x1 h2 ye37 ff1 fs0 fc1 sc0 ls0 ws0">terenu T<span class="_ _0"></span>erminala <span class="_ _8"></span>Paliw w <span class="_ _8"></span>Szczec<span class="_ _1"></span>inie <span class="_ _8"></span>o<span class="_ _1"></span>raz <span class="_ _8"></span>zaplanowała <span class="_ _8"></span>roz<span class="_ _1"></span>poczęcie rem<span class="_ _8"></span>e<span class="_ _1"></span>diacji <span class="_ _8"></span>metodą ex <span class="_ _8"></span>situ w <span class="_ _8"></span>drugiej <span class="_ _8"></span>poło<span class="_ _1"></span>wie <span class="_ _0"></span>2024 </div><div class="t m0 x1 h2 yf54 ff2 fs0 fc1 sc0 ls0 ws0">r. </div><div class="t m0 x1 h2 y1468 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>ramach <span class="_ _a"></span>działalności <span class="_ _a"></span>Spółki <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>Bitumen <span class="_ _a"></span>podstawowym <span class="_ _a"></span>sposobem <span class="_ _a"></span>oc<span class="_ _1"></span>hrony <span class="_ _a"></span>środowiska <span class="_ _6"></span>gruntow<span class="_ _1"></span>o<span class="_ _1"></span><span class="ff2">-wodnego </span></div><div class="t m0 x1 h2 y1469 ff1 fs0 fc1 sc0 ls0 ws0">jest <span class="_ _a"></span>pełna <span class="_ _4"></span>izolacja <span class="_ _a"></span>procesów <span class="_ _4"></span>produkcyjnych <span class="_ _a"></span>przez <span class="_ _a"></span>zastosowanie <span class="_ _4"></span>szczelnych <span class="_ _a"></span>powie<span class="_ _1"></span>rzchni <span class="_ _a"></span>betonowych <span class="_ _a"></span>w <span class="_ _a"></span>fo<span class="_ _1"></span>rmie <span class="_ _a"></span>tac </div><div class="t m0 x1 h2 y1134 ff1 fs0 fc1 sc0 ls0 ws0">przeciwrozlewczych (okrawężnikowanych lub zagłębionych) oraz istnienie instalacji drenażowej pod terenem. <span class="ff2"> </span></div><div class="t m0 x1 h2 y1290 ff1 fs0 fc1 sc0 ls0 ws0">Stosowane metody ograniczenia wycieków i rozlewów:<span class="ff2"> </span></div><div class="t m0 xa h11 y146a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Monitoring roboczych parametrów procesów technologicznych z <span class="_ _0"></span>wizualizacją w sterowni;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y146b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Urządzenia kontrolno<span class="ff2">-</span>pomiarowe włączone w system sygnalizacji i blokad technologicznych;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y146c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zbieranie wycieków <span class="_ _0"></span>z uszczelnień p<span class="_ _8"></span>o<span class="_ _1"></span>mp <span class="_ _0"></span>asfaltu do za<span class="_ _0"></span>instalowanych pod <span class="_ _0"></span>uszczelnieniami koryt <span class="_ _8"></span>z<span class="_ _1"></span>bierających;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y146d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Kierowanie <span class="_ _10"> </span>resztek <span class="_ _f"> </span>asfaltów <span class="_ _10"> </span>wyciekających <span class="_ _10"> </span>z <span class="_ _f"> </span>r<span class="_ _1"></span>amion <span class="_ _f"> </span>nale<span class="_ _1"></span>wczych <span class="_ _f"> </span>do <span class="_ _10"> </span>podwieszonych <span class="_ _10"> </span>pojemników </span></span></div><div class="t m0 xc h2 y146e ff1 fs0 fc1 sc0 ls0 ws0">zbierających;<span class="ff2"> </span></div><div class="t m0 xa h11 y146f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Montaż  betonowych <span class="_ _e"> </span>tac  stanowisk <span class="_ _e"> </span>nalewczych  izolujących  rozlewy  asfaltu <span class="_ _e"> </span>do  środowis<span class="_ _1"></span>ka  gruntowo<span class="_ _1"></span><span class="ff2">-</span></span></span></div><div class="t m0 xc h2 y1470 ff2 fs0 fc1 sc0 ls0 ws0">wodnego; </div><div class="t m0 xa h11 y1471 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zbieranie <span class="_ _8"></span>z terenów <span class="_ _8"></span>utwardzonych <span class="_ _8"></span>po zestaleniu <span class="_ _8"></span>wycieków <span class="_ _8"></span>as<span class="_ _1"></span>faltu <span class="_ _7"></span>z nieszczelności <span class="_ _8"></span>urządzeń <span class="_ _8"></span>i<span class="_ _1"></span> <span class="_ _8"></span>aparatów <span class="_ _8"></span>ora<span class="_ _1"></span>z </span></span></div><div class="t m0 xc h2 y1472 ff1 fs0 fc1 sc0 ls0 ws0">zagospodarowanie zebranych odpadów;<span class="ff2"> </span></div><div class="t m0 xa h11 y1473 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wyciek <span class="_ _5"> </span>paliwa <span class="_ _5"> </span>ze<span class="_ _1"></span> <span class="_ _5"> </span>zbiornika <span class="_ _5"> </span>lub <span class="_ _5"> </span>ole<span class="_ _1"></span>ju <span class="_ _5"> </span>z <span class="_ _5"> </span>silnika <span class="_ _b"> </span>lub <span class="_ _5"> </span>innych <span class="_ _b"> </span>płynów <span class="_ _5"> </span>w <span class="_ _b"> </span>samochodzie <span class="_ _5"> </span>ciężarowym <span class="_ _5"> </span>w <span class="_ _b"> </span>skutek </span></span></div><div class="t m0 xc h2 y1474 ff2 fs0 fc1 sc0 ls0 ws0">zaistnienia a<span class="_ _0"></span>warii/kolizji <span class="ff1">–</span> <span class="ff1">zastosowanie odpowiednich <span class="_ _8"></span>s<span class="_ _1"></span>orbentów, celem <span class="_ _0"></span>zabezpieczenia i <span class="_ _0"></span>zminimalizowania </span></div><div class="t m0 xc h2 y1475 ff1 fs0 fc1 sc0 ls0 ws0">skutków.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1ee ff2 fs0 fc5 sc0 ls0 ws0">Stacje paliw AVIA </div><div class="t m0 x1 h2 y3ce ff1 fs0 fc1 sc0 ls0 ws0">Stacje <span class="_ _c"> </span>paliw <span class="_ _c"> </span>AVIA <span class="_ _9"> </span>z <span class="_ _c"> </span>racji <span class="_ _c"> </span>pr<span class="_ _1"></span>owadzonej <span class="_ _c"> </span>działalności <span class="_ _c"> </span>polegającej <span class="_ _c"> </span>na <span class="_ _9"> </span>obrocie <span class="_ _c"> </span>produktami <span class="_ _c"> </span>ropopocho<span class="_ _1"></span>dnymi, <span class="_ _c"> </span>mogą </div><div class="t m0 x1 h2 y13a6 ff1 fs0 fc1 sc0 ls0 ws0">stanowić potencjalne zagrożenie zanieczyszczenia g<span class="_ _0"></span>runtu i wód gruntowych. <span class="ff2"> </span></div><div class="t m0 x1 h2 y1458 ff1 fs0 fc1 sc0 ls0 ws0">Do głównych czynników mogących mieć negatywny wpływ na<span class="_ _0"></span> grunty zależy zaliczyć:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y1476 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dostawy paliw płynnych –<span class="ff2"> ryzyko wycieku w procesie dostawy, </span></span></span></div><div class="t m0 xa h11 y3c0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">magazynowanie paliw <span class="ff1">–</span> ryzyko wycieku ze zbiornika <span class="_ _0"></span>magazynowe<span class="_ _1"></span>go, </span></span></div><div class="t m0 xa h11 y26c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">obrót/sprzedaż paliw –<span class="ff2"> </span>ryzyko wycieku w czasie tankowania samochodów.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y1477 ff1 fs0 fc1 sc0 ls0 ws0">Najistotniejszym ryzykiem mającym wpływ na za<span class="_ _0"></span>nieczyszczenie wód gruntowych oraz gruntu  jest ryzyko wycieku </div><div class="t m0 x1 h2 y24a ff2 fs0 fc1 sc0 ls0 ws0">substancji ropopochodnych. </div></div><div class="c x1 yf49 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S3<span class="ls0">-4   MDR-A </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y37c ff2 fs0 fc1 sc0 ls0 ws0">Do <span class="ff1">czynności mających na celu ochronę gruntów zalicza się:</span> </div><div class="t m0 xa h11 y1478 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">stosowanie <span class="ff1">procedur związan</span>ych <span class="ff1">z przyjmowaniem paliw płynnych,</span> </span></span></div><div class="t m0 xa h11 y1479 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stałą kontrolę, poprzez zainstalowane detektory wycieku nad zbiornikami <span class="_ _0"></span>magazynowymi<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yce0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">bieżąca kontrolę sprawności działania dystrybutorów a w razie wykrycia <span class="_ _0"></span>usterek wezwanie serw<span class="_ _1"></span>isu<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y4b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">do usuwania drobnych wycieków ropopochodnych stacje są wyposażone w Apteczkę Ekologiczną<span class="_ _0"></span> (sorbent, </span></span></div><div class="t m0 xc h2 y147a ff1 fs0 fc1 sc0 ls0 ws0">maty filtrujące, sintac) i posiadają procedury p<span class="_ _0"></span>ostępowania w przypadku wystąpienia rozlania paliw i </div><div class="t m0 xc h2 y7ef ff2 fs0 fc1 sc0 ls0 ws0">substancji chemicznych. </div></div></div><div class="pi" ></div></div><div id="pff1" class="pf w0 h0" ><div class="pc pcf1 w0 h0"><img class="bi x9 y147b w9 h21e" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">241<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Dążąc do zminimalizowania materializacji ryzyka i<span class="ff2"> </span>negatywnego wpływu na grunty, podejmowane są nastę<span class="_ _1"></span>pujące </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">działania:<span class="ff2"> </span></div><div class="t m0 xa h11 y119 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">regularne, coroczne, zgodne z wymogami prawa, <span class="ff1">rewizje zewnętrzn</span>e <span class="ff1">zbiorników</span> magazynowych </span></span></div><div class="t m0 xc h2 y143 ff2 fs0 fc1 sc0 ls0 ws0">realizowane przez UDT; </div><div class="t m0 xa h11 y144 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">rewizje wewnętrzne oceniające stan techniczny zbiorników ma<span class="_ _0"></span>gazynowych <span class="ff2">re<span class="_ _1"></span>alizowane przez UDT (raz na </span></span></span></div><div class="t m0 xc h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">5 lub 10 lat w zależności od wieku  zb<span class="_ _0"></span>iornika)<span class="ff2">; </span></div><div class="t m0 xa h11 y146 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">coroczne czyszczenie separatorów zapewniające ich pop<span class="_ _0"></span>rawne działanie<span class="ff2">;<span class="_ _1"></span> </span></span></span></div><div class="t m0 xa h11 y147 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">utrzymywanie w należytym stanie technicznym odwodnienia płyty <span class="_ _0"></span>szczelnej (ekodreny)<span class="_ _1"></span><span class="ff2">;  </span></span></span></div><div class="t m0 xa h11 y148 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">utrzymanie w należytym stanie płyty szczelnej w strefie dostaw i ta<span class="_ _0"></span>nkowania pojazdów<span class="ff2">.<span class="_ _1"></span> </span></span></span></div><div class="t m0 x1 h2 y755 ff1 fs0 fc5 sc0 ls0 ws0">Oczyszczanie ścieków<span class="ff2"> </span></div><div class="t m0 x1 h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _a"></span>RCEkoenergia <span class="_ _a"></span>prowa<span class="_ _1"></span>dzi <span class="_ _a"></span>instalację <span class="_ _a"></span>do<span class="_ _1"></span> <span class="_ _a"></span>oczyszczania <span class="_ _a"></span>ś<span class="_ _1"></span>cieków <span class="_ _4"> </span><span class="ff2">- <span class="_ _4"></span></span>oczyszczalnię <span class="_ _a"></span>śc<span class="_ _1"></span>ieków <span class="_ _a"></span>przemysłowych. <span class="_ _4"></span>Ścieki </div><div class="t m0 x1 h2 y122 ff1 fs0 fc1 sc0 ls0 ws0">powstające <span class="_ _1"></span>na <span class="_ _1"></span>te<span class="_ _1"></span>renie <span class="_ _1"></span>Spółki <span class="_ _1"></span>oraz <span class="_ _1"></span>ście<span class="_ _1"></span>ki <span class="_ _1"></span>przyjmowane <span class="_ _1"></span>od <span class="_ _1"></span>podmiotów <span class="_ _6"></span>zewnętrznych <span class="_ _1"></span>zgodnie <span class="_ _6"></span>z <span class="_ _1"></span>zawartymi <span class="_ _1"></span>umowami </div><div class="t m0 x1 h2 y757 ff1 fs0 fc1 sc0 ls0 ws0">są <span class="_ _b"> </span>oczyszczane <span class="_ _c"> </span>do <span class="_ _b"> </span>parametrów <span class="_ _c"> </span>wymaganych<span class="ff2"> <span class="_ _b"> </span></span>prawem, <span class="_ _c"> </span>a <span class="_ _b"> </span>następnie <span class="_ _c"> </span>odprowadzane <span class="_ _b"> </span>do <span class="_ _b"> </span>odbiornika <span class="_ _c"> </span><span class="ff2">- <span class="_ _b"> </span></span>r<span class="_ _1"></span>zeki <span class="_ _b"> </span>Białej. </div><div class="t m0 x1 h2 y758 ff1 fs0 fc1 sc0 ls0 ws0">Oczyszczalnia  ś<span class="_ _1"></span>cieków <span class="_ _e"> </span>składa <span class="_ _e"> </span>się <span class="_ _e"> </span>z <span class="_ _e"> </span>układów <span class="_ _e"> </span>do <span class="_ _e"> </span>mechanicznego <span class="_ _e"> </span>podczyszczania <span class="_ _e"> </span>ścieków, <span class="_ _e"> </span>fizyko<span class="_ _1"></span><span class="ff2">-che<span class="_ _1"></span>micznego </span></div><div class="t m0 x1 h2 y759 ff1 fs0 fc1 sc0 ls0 ws0">oczyszczania ścieków, biologicznego oczyszczania ścieków i odwadniania osad<span class="_ _0"></span>ów. <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y147c w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S3<span class="ls0">-4   MDR-A<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yfee ff1 fs0 fc1 sc0 ls0 ws0">Ponieważ proces o<span class="_ _1"></span>czyszczania ścieków może stanowić <span class="_ _1"></span>potencjalne ryzyko zanieczyszczenia gruntu,<span class="_ _1"></span> Spółka prowadzi </div><div class="t m0 x1 h2 y1b2 ff1 fs0 fc1 sc0 ls0 ws0">działania polegające m.in. na stosowaniu szczelnych betonowych komór, używaniu wybetonowanego pomieszczenia <span class="_ _0"></span>  </div><div class="t m0 x1 h2 ybd5 ff1 fs0 fc1 sc0 ls0 ws0">prasy filtracyjnej i zabezpieczania terenu magazynowania odpa<span class="_ _0"></span>du z oczyszczalni ścieków<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 x1 h2 y5fd ff1 fs0 fc1 sc0 ls0 ws0">Ścieki <span class="_ _7"></span>budzące <span class="_ _8"></span>zastrzeżenia <span class="_ _7"></span>j<span class="_ _1"></span>akościowe <span class="_ _7"></span>kierow<span class="_ _1"></span>ane <span class="_ _7"></span>są <span class="_ _8"></span>do <span class="_ _7"></span> <span class="_ _7"></span>z<span class="_ _1"></span>biornika <span class="_ _7"></span>retenc<span class="_ _1"></span>yjnego <span class="_ _7"></span>w <span class="_ _8"></span>celu <span class="_ _7"></span>ich <span class="_ _8"></span>podczyszczenia <span class="_ _8"></span>i <span class="_ _8"></span>następnie </div><div class="t m0 x1 h2 y1208 ff1 fs0 fc1 sc0 ls0 ws0">skierowania <span class="_ _19"> </span>na <span class="_ _d"> </span>komory<span class="_ _1"></span> <span class="_ _19"> </span>oczyszczalni <span class="_ _19"> </span>ścieków. <span class="_ _19"> </span>Ponadto <span class="_ _19"> </span>wszystkie <span class="_ _19"> </span>odpady <span class="_ _19"> </span>powstające <span class="_ _19"> </span>na <span class="_ _d"> </span>te<span class="_ _1"></span>renie <span class="_ _19"> </span>Spółki <span class="_ _19"> </span>są </div><div class="t m0 x1 h2 y1057 ff2 fs0 fc1 sc0 ls0 ws0">magazynowane w wyznaczonych do tego mi<span class="ff1">ejscach określonych w pozwoleniu zintegrowanym. </span> </div><div class="t m0 x1 h2 ye43 ff1 fs0 fc1 sc0 ls0 ws0">Minimalizowanie negatywnego <span class="_ _1"></span>wpływu na<span class="_ _1"></span> grunty <span class="_ _1"></span>odbywa <span class="_ _1"></span>się w <span class="_ _1"></span>oparciu <span class="_ _1"></span>o o<span class="_ _1"></span>dpowiednią organizację <span class="_ _1"></span>pracy, w<span class="_ _1"></span>łaściwą </div><div class="t m0 x1 h2 y707 ff1 fs0 fc1 sc0 ls0 ws0">eksploatację urząd<span class="_ _8"></span>ze<span class="_ _1"></span>ń i <span class="_ _8"></span>przeszkolony personel. Spółka <span class="_ _8"></span>dba o na<span class="_ _0"></span>leżyty <span class="_ _0"></span>stan urządzeń <span class="_ _8"></span>i instalacji (regularne p<span class="_ _0"></span>rzeglądy, </div><div class="t m0 x1 h2 y723 ff1 fs0 fc1 sc0 ls0 ws0">konserwacje, <span class="_ _d"> </span>bieżące <span class="_ _d"> </span>monitorowanie <span class="_ _d"> </span>pracy <span class="_ _e"> </span>urządzeń <span class="_ _d"> </span>i <span class="_ _d"> </span>ins<span class="_ _1"></span>talacji). <span class="_ _e"> </span> <span class="_ _d"> </span>Prowadzi <span class="_ _d"> </span>również <span class="_ _d"> </span>wymagany <span class="_ _e"> </span>monitoring </div><div class="t m0 x1 h2 y1058 ff1 fs0 fc1 sc0 ls0 ws0">środowiskowy.<span class="ff2"> </span></div><div class="t m0 x1 h2 y7fb ff2 fs0 fc5 sc0 ls0 ws0">Dystrybucja gazu ziemnego </div><div class="t m0 x1 h2 y507 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _7"></span>UNIMOT <span class="_ _8"></span>System <span class="_ _8"></span>wykonuje <span class="_ _7"></span>prace <span class="_ _8"></span>ziemne <span class="_ _8"></span>niezbędne <span class="_ _8"></span>do <span class="_ _7"></span>ułoże<span class="_ _1"></span>nia <span class="_ _7"></span>gazociągu <span class="_ _7"></span>lub<span class="_ _1"></span> <span class="_ _7"></span>przyłączy <span class="_ _8"></span>gazu. Powyższe <span class="_ _7"></span>prace </div><div class="t m0 x1 h2 y508 ff1 fs0 fc1 sc0 ls0 ws0">opierają <span class="_ _8"></span>się na <span class="_ _8"></span>wykopach<span class="ff2"> </span>o <span class="_ _8"></span>głębokości do <span class="_ _8"></span>1 m <span class="_ _8"></span>i <span class="_ _8"></span>s<span class="_ _1"></span>zerokości <span class="_ _8"></span>do 0,5 <span class="_ _8"></span>m<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span>i w <span class="_ _8"></span><span class="ff1">wię<span class="_ _1"></span>kszości <span class="_ _8"></span>realizowane są<span class="ff2"> <span class="_ _8"></span>w pa<span class="_ _0"></span>sie d<span class="_ _0"></span>rogowym </span></span></span></div><div class="t m0 x1 h2 y509 ff2 fs0 fc1 sc0 ls0 ws0">zurbanizowanego <span class="_ _1"></span>terenu. <span class="_ _6"></span>Strefy <span class="_ _1"></span>wyznaczane <span class="_ _1"></span>pr<span class="_ _1"></span>zez <span class="_ _1"></span>sieci <span class="_ _6"></span>gazowe <span class="_ _6"></span><span class="ff1">Spółki <span class="_ _1"></span>s<span class="_ _1"></span>ą <span class="_ _1"></span>nie <span class="_ _1"></span>większe, <span class="_ _6"></span>niż</span> <span class="_ _1"></span><span class="ff1">0,5 <span class="_ _1"></span>m <span class="_ _6"></span>od <span class="_ _1"></span>osi <span class="_ _6"></span>gazociągu.</span> </div><div class="t m0 x1 h2 y1350 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _c"> </span>nie <span class="_ _c"> </span>realizuje <span class="_ _c"> </span>głębokich <span class="_ _c"> </span>i <span class="_ _c"> </span>s<span class="_ _1"></span>zerokoprzestrzennych <span class="_ _c"> </span>wykopów <span class="_ _c"> </span>i <span class="_ _c"> </span>nie<span class="_ _1"></span> <span class="_ _c"> </span>angażuje <span class="_ _c"> </span>do <span class="_ _c"> </span>prac <span class="_ _c"> </span>cię<span class="_ _1"></span>żkiego <span class="_ _c"> </span>sprzętu. <span class="_ _c"> </span>W </div><div class="t m0 x1 h2 y3a5 ff1 fs0 fc1 sc0 ls0 ws0">przypadku każdej z inw<span class="_ _1"></span>estycji wykonywana jes<span class="_ _1"></span>t dokumentacja projektowa<span class="_ _1"></span>, <span class="_ _1"></span>a roboty ziemne <span class="_ _1"></span>odbywają się z<span class="_ _1"></span>godnie z  </div><div class="t m0 x1 h2 yfaa ff2 fs0 fc1 sc0 ls0 ws0">normami <span class="_ _7"></span>BN-<span class="ls1">83</span>-<span class="ls1">8836</span>-02<span class="_ _1"></span> <span class="_ _7"></span> <span class="_ _8"></span>i <span class="_ _8"></span>PN-68/B-<span class="ff1">06050 <span class="_ _8"></span>oraz <span class="_ _7"></span>R<span class="_ _1"></span>ozporządzeniem <span class="_ _7"></span>Minis<span class="_ _1"></span>tra <span class="_ _7"></span>Infrastruktury <span class="_ _8"></span>z <span class="_ _8"></span>6 <span class="_ _7"></span>lute<span class="_ _1"></span>go <span class="_ _7"></span>2003 <span class="_ _8"></span>r. <span class="_ _8"></span>w <span class="_ _8"></span>sprawie </span></div><div class="t m0 x1 h2 y193 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa <span class="_ _6"></span>i <span class="_ _1"></span>higieny <span class="_ _6"></span>pracy <span class="_ _6"></span>podczas <span class="_ _6"></span>wykonywania <span class="_ _6"></span>robót <span class="_ _6"></span>budowlanych <span class="_ _6"></span>( <span class="_ _6"></span>Dz. <span class="_ _6"></span>U. <span class="_ _a"></span>z <span class="_ _1"></span>dnia <span class="_ _6"></span>19 <span class="_ _6"></span>marca <span class="_ _6"></span>2003 <span class="_ _6"></span>r.<span class="_ _6"></span><span class="ff2"> <span class="_ _6"></span>Nr <span class="_ _6"></span>47, </span></div><div class="t m0 x1 h2 y194 ff1 fs0 fc1 sc0 ls0 ws0">pozycja 401 ) i Warunkami <span class="_ _0"></span>Tec<span class="_ _1"></span>hnicznymi Wykonania <span class="_ _8"></span>i<span class="_ _1"></span> Odbioru Robót Budowlano —<span class="ff2"> </span>Montażowych.<span class="ff2"> </span></div></div><div class="c x1 ye15 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S3<span class="ls0">-5   MDR-T   MDR-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y10ae ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _6"></span>UNIMOT<span class="_ _1"></span> <span class="_ _6"></span>Terminale <span class="_ _a"></span>raz <span class="_ _a"></span>w <span class="_ _a"></span>roku <span class="_ _6"></span>us<span class="_ _1"></span>tala <span class="_ _6"></span>ce<span class="_ _1"></span>le <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _6"></span>z<span class="_ _1"></span>adania <span class="_ _6"></span>ś<span class="_ _1"></span>rodowiskowe, <span class="_ _6"></span>które <span class="_ _a"></span>od <span class="_ _a"></span>wielu <span class="_ _a"></span>lat <span class="_ _a"></span>związane <span class="_ _6"></span>są<span class="_ _1"></span> <span class="_ _a"></span>przede </div><div class="t m0 x1 h2 y10af ff1 fs0 fc1 sc0 ls0 ws0">wszystkim <span class="_ _d"> </span>z <span class="_ _d"> </span>zabezpieczeniem <span class="_ _d"> </span>den <span class="_ _d"> </span>zbiorników <span class="_ _d"> </span>pr<span class="_ _1"></span>zed <span class="_ _d"> </span>możliwością <span class="_ _d"> </span>przenikania <span class="_ _d"> </span>substancji <span class="_ _d"> </span>ropopochodnych <span class="_ _d"> </span>do </div><div class="t m0 x1 h2 ybab ff1 fs0 fc1 sc0 ls0 ws0">środowiska gruntowo<span class="ff2">-wodnego.  </span></div><div class="t m0 x1 h2 y147d ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _5"> </span>2024 <span class="_ _b"> </span>roku <span class="_ _b"> </span>nie <span class="_ _b"> </span>miały <span class="_ _b"> </span>miejsca <span class="_ _5"> </span>z<span class="_ _1"></span>darzenia, <span class="_ _5"> </span>które <span class="_ _b"> </span>mogłyby <span class="_ _b"> </span>doprowadzić <span class="_ _b"> </span>do <span class="_ _b"> </span>zanieczyszczenia <span class="_ _5"> </span>ś<span class="_ _1"></span>rodowiska <span class="_ _5"> </span>wodno<span class="_ _6"></span><span class="ff2">-</span></div><div class="t m0 x1 h2 ybad ff2 fs0 fc1 sc0 ls0 ws0">gruntowego.  </div><div class="t m0 x1 h2 ybae ff1 fs0 fc1 sc0 ls0 ws0">Nadrzędnym <span class="_ _b"> </span>c<span class="_ _1"></span>elem <span class="_ _c"> </span>w <span class="_ _c"> </span>zakresie <span class="_ _c"> </span>oddziaływania <span class="_ _c"> </span>na <span class="_ _c"> </span>grunty <span class="_ _c"> </span>stacji <span class="_ _c"> </span>paliw <span class="_ _c"> </span>AVIA <span class="_ _c"> </span>jest <span class="_ _9"> </span>to, <span class="_ _c"> </span>aby <span class="_ _b"> </span>poprzez <span class="_ _c"> </span>działania <span class="_ _c"> </span>osób </div><div class="t m0 x1 h2 y129b ff1 fs0 fc1 sc0 ls0 ws0">odpowiedzialnych <span class="_ _5"> </span>z<span class="_ _1"></span>a <span class="_ _5"> </span>funkc<span class="_ _1"></span>jonowanie <span class="_ _b"> </span>stacji <span class="_ _b"> </span>i <span class="_ _b"> </span>poprzez <span class="_ _b"> </span>odpowiednie <span class="_ _b"> </span>monitoro<span class="_ _1"></span>wanie <span class="_ _5"> </span>systemów <span class="_ _c"> </span>kontrolnych, <span class="_ _b"> </span>ocenę  </div><div class="t m0 x1 h2 y147e ff1 fs0 fc1 sc0 ls0 ws0">urządzeń <span class="_ _c"> </span>pod <span class="_ _b"> </span>kątem <span class="_ _c"> </span>sprawnoś<span class="_ _1"></span>ci <span class="_ _c"> </span>technicznej, <span class="_ _c"> </span>podnoszeniu <span class="_ _b"> </span>wiedzy <span class="_ _c"> </span>i <span class="_ _c"> </span>świadomości <span class="_ _c"> </span>pracowników <span class="_ _c"> </span>nie <span class="_ _c"> </span>dopuścić <span class="_ _c"> </span>do </div><div class="t m0 x1 h2 y1047 ff1 fs0 fc1 sc0 ls0 ws0">skażenia <span class="_ _6"></span>gruntów <span class="_ _6"></span>na <span class="_ _6"></span>s<span class="_ _1"></span>tacji <span class="_ _1"></span>ja<span class="_ _1"></span>k <span class="_ _6"></span>i <span class="_ _6"></span>na <span class="_ _a"></span>terenach <span class="_ _6"></span>przyległych, <span class="_ _6"></span>oraz <span class="_ _6"></span>nie<span class="_ _1"></span> <span class="_ _6"></span>dopuścić <span class="_ _6"></span>do <span class="_ _a"></span>skażenia <span class="_ _1"></span>w<span class="_ _1"></span>ód <span class="_ _6"></span>gruntowych <span class="_ _6"></span>i <span class="_ _a"></span>cieków </div><div class="t m0 x1 h2 y143e ff2 fs0 fc1 sc0 ls0 ws0">wodnych.<span class="fc0"> </span></div></div></div><div class="pi" ></div></div><div id="pff2" class="pf w0 h0" ><div class="pc pcf2 w0 h0"><img class="bi x9 y147f w9 h21f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">242<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc0 sc0 ls0 ws0">Procesy w<span class="ff1">spółpracy</span> zakresie <span class="ff1">oddziaływań z dotkniętymi społecznościami</span> </div></div><div class="c x1 ybe8 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">SBM-2   S3-2<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybe9 ff1 fs0 fc1 sc0 ls0 ws0">Zaangażowanie <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMO<span class="_ _1"></span>T <span class="_ _6"></span>w <span class="_ _a"></span>działania <span class="_ _6"></span>lokalne <span class="_ _6"></span>m<span class="_ _1"></span>a <span class="_ _6"></span>na <span class="_ _6"></span>c<span class="_ _1"></span>elu <span class="_ _6"></span>budowanie <span class="_ _6"></span>trw<span class="_ _1"></span>ałych <span class="_ _6"></span>i <span class="_ _a"></span>długoterminowych <span class="_ _6"></span>re<span class="_ _1"></span>lacji <span class="_ _1"></span>ze<span class="_ _1"></span> </div><div class="t m0 x1 h2 ybea ff1 fs0 fc1 sc0 ls0 ws0">społecznościami. <span class="_ _a"></span>Grupa <span class="_ _4"> </span>dąży <span class="_ _4"> </span>do <span class="_ _4"></span>tego, <span class="_ _4"> </span>by <span class="_ _4"></span>relacje<span class="_ _1"></span> <span class="_ _a"></span>ze <span class="_ _4"></span>społe<span class="_ _1"></span>cznością <span class="_ _a"></span>lokalną <span class="_ _4"></span>miały <span class="_ _4"></span>wydźwięk <span class="_ _4"></span>pozytywny, <span class="_ _4"></span>oparty <span class="_ _4"></span>na </div><div class="t m0 x1 h2 ybeb ff1 fs0 fc1 sc0 ls0 ws0">wzajemnym szacunku, włączającej kulturze, zrozumieniu oraz<span class="_ _0"></span> współpracy.<span class="ff2"> </span></div><div class="t m0 x1 h2 ybec ff1 fs0 fc1 sc0 ls0 ws0">Do procedur należytej staranności w zakresie zaangażowania społecznego Grupa <span class="_ _0"></span>UNIMOT zalicza:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y148 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Mapowanie <span class="_ _1"></span>inte<span class="_ _1"></span>resariuszy <span class="_ _1"></span>firmy <span class="_ _6"></span>oraz <span class="_ _a"></span>przeprowadzenie <span class="_ _1"></span>proce<span class="_ _1"></span>su <span class="_ _6"></span><span class="ff1">analizy <span class="_ _6"></span>podwójnej <span class="_ _6"></span>istotności</span> <span class="_ _6"></span><span class="ff1">i <span class="_ _6"></span>włączenie<span class="_ _1"></span> <span class="_ _1"></span>w </span></span></span></div><div class="t m0 xc h2 y8c ff1 fs0 fc1 sc0 ls0 ws0">ten proces przedstawicieli lokalnych społeczności;<span class="ff2">  </span></div><div class="t m0 xa h11 y1480 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Sesje dialogowe z przedstawicie<span class="_ _1"></span>lami Interes<span class="_ _1"></span>ariuszy Grupy prowadzone przez bezstronnego moderatora <span class="_ _1"></span>- <span class="lsa">w </span></span></span></div><div class="t m0 xc h2 y1481 ff1 fs0 fc1 sc0 ls0 ws0">ramach procesu analizy podwójnej istotności;<span class="ff2"> </span></div><div class="t m0 xa h11 y1482 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Spotkania <span class="_ _1"></span>z <span class="_ _6"></span>przedstawicielami<span class="_ _1"></span> <span class="_ _1"></span>społe<span class="_ _1"></span>czności <span class="_ _1"></span>i <span class="_ _6"></span>władz <span class="_ _6"></span>lokalnych, <span class="_ _6"></span>w <span class="_ _6"></span>których <span class="_ _6"></span>znajdują <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>jedn<span class="_ _1"></span>ostki <span class="_ _1"></span>bizneso<span class="_ _1"></span>we </span></span></div><div class="t m0 xc h2 y1468 ff2 fs0 fc1 sc0 ls0 ws0">Grupy; </div><div class="t m0 xa h11 yee2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Organizacja i udział w konferencjach branżowych<span class="ff2">; </span></span></span></div><div class="t m0 xa h11 y435 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Publikacje w mediach i dialog za pośrednictwem kanałów w media<span class="_ _8"></span>c<span class="_ _1"></span>h społecznościowych<span class="ff2">; </span></span></span></div><div class="t m0 xa h11 y1483 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Funkcjonowanie Komitetu ds. Aktywności Grupy Kapita<span class="_ _0"></span>łowej UNIMOT S.A.<span class="_ _1"></span><span class="ff2">; </span></span></span></div><div class="t m0 xa h11 y1162 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Partnerstwo w wydarzeniach lokalnych; </span></span></div><div class="t m0 xa h11 y10c1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Raportowanie rezultatów podejmowanych dzia<span class="_ _0"></span>łań<span class="ff2">;<span class="_ _1"></span> </span></span></span></div><div class="t m0 xa h11 yc4f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Uwzględnienie w Rejestrze Ryzyk stopnia oddziaływania danego ryzyka na <span class="_ _0"></span>społeczeńs<span class="_ _1"></span>two;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y7c8 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Utworzenie kanałów zgłaszania naruszeń oraz stosowanie procedury ich rozpatry<span class="_ _8"></span>w<span class="_ _1"></span>ania.<span class="ff2"> </span></span></span></div></div><div class="c x1 y7c9 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S3<span class="ls0">-3<span class="lsc">   </span></span>S3<span class="ls0">-4 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y185 ff1 fs0 fc5 sc0 ls0 ws0">Komunikacja z lokalnymi społecznościami<span class="ff2"> </span></div><div class="t m0 x1 h2 ye0b ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _4"></span>angażuje <span class="_ _a"></span>społeczności <span class="_ _a"></span>w <span class="_ _a"></span>planowanie <span class="_ _a"></span>i <span class="_ _4"></span><span class="ff2">podejmow<span class="_ _1"></span>anie <span class="_ _a"></span>decyzji <span class="_ _6"></span>poprzez <span class="_ _a"></span>zas<span class="_ _1"></span>tosowanie <span class="_ _a"></span>odpowiednich </span></div><div class="t m0 x1 h2 y1234 ff1 fs0 fc1 sc0 ls0 ws0">praktyk <span class="_ _8"></span>włączających.<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span><span class="ff1">Oparte<span class="_ _1"></span> <span class="_ _8"></span>na dialogu <span class="_ _8"></span>proces<span class="_ _1"></span>y <span class="_ _8"></span>ws<span class="_ _1"></span>półpracy <span class="_ _8"></span>z lokalnymi <span class="_ _8"></span>społec<span class="_ _1"></span>znościami <span class="_ _8"></span>zostały usystematyzowane </span></span></div><div class="t m0 x1 h2 y1235 ff1 fs0 fc1 sc0 ls0 ws0">w zaktualizowanej Polityce Zaangażowania Społecznego Grupy UNIMOT.  <span class="ff2"> </span></div><div class="t m0 x1 h2 y1474 ff1 fs0 fc1 sc0 ls0 ws0">Przedstawiciele <span class="_ _a"></span>lokalnych <span class="_ _6"></span>społec<span class="_ _1"></span>zności <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>zostali <span class="_ _a"></span>włączeni <span class="_ _a"></span>w <span class="_ _a"></span>proces <span class="_ _a"></span>bada<span class="_ _0"></span>nia <span class="_ _a"></span>istotności <span class="_ _a"></span>realizowany <span class="_ _6"></span>w </div><div class="t m0 x1 h2 y1475 ff2 fs0 fc1 sc0 ls0 ws0">Grupie UNIMOT <span class="_ _8"></span>w<span class="_ _1"></span> III i <span class="_ _8"></span>IV kwartale 2024 roku. <span class="_ _0"></span>W trakcie panelu interesariuszy <span class="_ _8"></span>o<span class="_ _1"></span>raz pop<span class="_ _0"></span>rzez badanie anki<span class="_ _0"></span>etowe<span class="_ _1"></span> mieli </div><div class="t m0 x1 h2 y34 ff2 fs0 fc1 sc0 ls0 ws0">oni <span class="ff1">możliwość wyrażenia opinii w <span class="_ _0"></span>zakresie współpracy z Grupą UNIMOT w k<span class="_ _8"></span>o<span class="_ _1"></span>ntekście zrównoważonego rozwoju. Ich </span></div><div class="t m0 x1 h2 yf5e ff1 fs0 fc1 sc0 ls0 ws0">opinie zostały włączone do badania istotności i by<span class="_ _0"></span>ły uwzględnione w jego wynikach.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y1484 ff1 fs0 fc1 sc0 ls0 ws0">Dobrą praktyką w obszarze współpracy z lokalnymi społecznościami jest dia<span class="_ _8"></span>log<span class="_ _1"></span> prowadzony przez członków Zarządu </div><div class="t m0 x1 h2 yec6 ff1 fs0 fc1 sc0 ls0 ws0">danej <span class="_ _28"> </span>Spółki <span class="_ _20"> </span>z <span class="_ _20"> </span>będącymi <span class="_ _28"> </span>repreze<span class="_ _1"></span>ntantami <span class="_ _28"> </span>społecznośc<span class="_ _1"></span>i <span class="_ _28"> </span>władzami <span class="_ _28"> </span>samorządo<span class="_ _1"></span>wymi. <span class="_ _28"> </span>Dialog <span class="_ _20"> </span>nie <span class="_ _28"> </span>ma </div><div class="t m0 x1 h2 y1485 ff1 fs0 fc1 sc0 ls0 ws0">usystematyzowanego charakteru, odbywa się na bieżąco, w zależności od potrzeb. <span class="ff2"> </span></div><div class="t m0 x1 h2 y1486 ff1 fs0 fc5 sc0 ls0 ws0">Działania wspierające lokalne społeczności <span class="ff2"> </span></div><div class="t m0 x1 h2 y145a ff1 fs0 fc1 sc0 ls0 ws0">Rozwój <span class="_ _1"></span>działalności Grupy <span class="_ _1"></span>UNIMOT gene<span class="_ _1"></span>ruje wpływ <span class="_ _1"></span>na ś<span class="_ _1"></span>rodowisko, <span class="_ _1"></span>społeczeństwo i <span class="_ _1"></span>na <span class="_ _1"></span>wszystkich intere<span class="_ _1"></span>sariuszy w </div><div class="t m0 x1 h2 yad0 ff1 fs0 fc1 sc0 ls0 ws0">całym <span class="_ _8"></span>ł<span class="_ _1"></span>ańcuchu warto<span class="_ _8"></span>ś<span class="_ _1"></span>ci. <span class="_ _8"></span>Umocowanie kwestii <span class="_ _8"></span>społecznych w <span class="_ _8"></span>Strategii d<span class="_ _0"></span>aje <span class="_ _8"></span>Grup<span class="_ _1"></span>ie <span class="_ _0"></span>możliwość za<span class="_ _0"></span>rządzania <span class="_ _8"></span>obsz<span class="_ _1"></span>arem, </div><div class="t m0 x1 h2 yecb ff2 fs0 fc1 sc0 ls0 ws0">identyfikowania <span class="_ _f"> </span>ry<span class="_ _1"></span>zyk <span class="_ _f"> </span>i <span class="_ _24"> </span>szans <span class="_ _10"> </span>oraz <span class="_ _10"> </span><span class="ff1">w<span class="_ _1"></span>drażania<span class="_ _0"></span> <span class="_ _10"> </span>efektyw<span class="_ _1"></span>nych <span class="_ _10"> </span>rozwiązań <span class="_ _f"> </span>promującyc<span class="_ _1"></span>h <span class="_ _10"> </span>rozwój <span class="_ _10"> </span>społeczny, <span class="_ _10"> </span>z </span></div><div class="t m0 x1 h2 y145b ff1 fs0 fc1 sc0 ls0 ws0">poszanowaniem <span class="_ _1"></span>etyki <span class="_ _1"></span>biznesu, <span class="_ _6"></span>praw <span class="_ _1"></span>człowie<span class="_ _1"></span>ka <span class="_ _1"></span>i <span class="_ _1"></span>obowiązków <span class="_ _1"></span>należytej <span class="_ _6"></span>staranności <span class="_ _1"></span>wo<span class="_ _1"></span>bec <span class="_ _1"></span>wszystkich <span class="_ _1"></span>interesariuszy </div><div class="t m0 x1 h2 y145c ff1 fs0 fc1 sc0 ls0 ws0">zaangażowanych w jej działania. <span class="ff2"> </span></div><div class="t m0 x1 h2 yef0 ff1 fs0 fc1 sc0 ls0 ws0">Spółki <span class="_ _4"></span>Grupy <span class="_ _4"></span>UNIMOT <span class="_ _4"> </span>s<span class="_ _1"></span>ą <span class="_ _4"></span>istotnymi <span class="_ _4"> </span>pr<span class="_ _1"></span>acodawcami <span class="_ _4"></span>w <span class="_ _4"></span>regionie<span class="_ _1"></span> <span class="_ _4"></span>swoich <span class="_ _4"></span>działalności. <span class="_ _4"> </span>Pow<span class="_ _1"></span>yższe <span class="_ _4"></span>generuje <span class="_ _4"> </span>pozytywny </div><div class="t m0 x1 h2 y37c ff1 fs0 fc1 sc0 ls0 ws0">wpływ <span class="_ _6"></span>na <span class="_ _6"></span>społe<span class="_ _1"></span>czność, <span class="_ _6"></span>a <span class="_ _6"></span>jedn<span class="_ _1"></span>ym <span class="_ _6"></span>z <span class="_ _6"></span>aspektów <span class="_ _a"></span>tego <span class="_ _6"></span>wpływu <span class="_ _a"></span>są <span class="_ _6"></span>podatki <span class="_ _a"></span>dla <span class="_ _6"></span>miasta, <span class="_ _a"></span>które <span class="_ _6"></span>re<span class="_ _1"></span>alnie <span class="_ _6"></span>przekładają <span class="_ _6"></span>się <span class="_ _a"></span>na </div><div class="t m0 x1 h2 y1487 ff2 fs0 fc1 sc0 ls0 ws0">dochody <span class="_ _4"></span>Gminy <span class="_ _5"> </span>(podatek <span class="_ _5"> </span>dochodowy). <span class="_ _5"> </span>Jedno<span class="_ _1"></span><span class="ff1">cześnie <span class="_ _5"> </span>prowadzenie <span class="_ _4"></span>działalności <span class="_ _4"> </span>gos<span class="_ _1"></span>podarczej <span class="_ _4"> </span>gene<span class="_ _1"></span>ruje <span class="_ _4"> </span>podatki <span class="_ _4"> </span>o<span class="_ _1"></span>d </span></div><div class="t m0 x1 h2 y1488 ff1 fs0 fc1 sc0 ls0 ws0">nieruchomości <span class="_ _a"></span>i <span class="_ _6"></span>prowadzonej <span class="_ _a"></span>działalności <span class="_ _6"></span>gospodarczej, <span class="_ _a"></span>co <span class="_ _6"></span>re<span class="_ _1"></span>alnie <span class="_ _6"></span>przekłada <span class="_ _6"></span>się<span class="_ _1"></span> <span class="_ _6"></span>na <span class="_ _a"></span>wyższe <span class="_ _a"></span>dochody <span class="_ _6"></span>z <span class="_ _a"></span>podatków <span class="_ _a"></span>i </div><div class="t m0 x1 h2 yf67 ff1 fs0 fc1 sc0 ls0 ws0">może prowadzić do lepszego finansowania usług publicznych i inwestycji w infrastrukturę.<span class="ff2"> </span></div><div class="t m0 x1 h2 y4b ff1 fs0 fc1 sc0 ls0 ws0">Ponadto <span class="_ _7"></span>Spółki <span class="_ _8"></span>angażują <span class="_ _7"></span>się <span class="_ _8"></span>zarówno <span class="_ _8"></span>w <span class="_ _7"></span>inicjatywy <span class="_ _7"></span>s<span class="_ _1"></span>połeczne, <span class="_ _7"></span>takie <span class="_ _7"></span>jak <span class="_ _8"></span>sponsoring <span class="_ _7"></span>wydarzeń <span class="_ _8"></span>kulturalnych, <span class="_ _7"></span>s<span class="_ _1"></span>portowych </div><div class="t m0 x1 h2 y147a ff1 fs0 fc1 sc0 ls0 ws0">czy  edukacyjnych,  jak  również  we  wspieranie  lokalnych  organizacji  charytatywnych.  Nierzadko  są  partnerem </div><div class="t m0 x1 h2 y7ef ff1 fs0 fc1 sc0 ls0 ws0">najważniejszych inicjatyw w regionie<span class="ff2 ls2">. <span class="ls0"> </span></span></div></div></div><div class="pi" ></div></div><div id="pff3" class="pf w0 h0" ><div class="pc pcf3 w0 h0"><img class="bi x9 y1489 w9 h220" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">243<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Po to, by realizować wynikający ze Strategii cel w zakresie wspierania społeczności lokalny<span class="_ _0"></span>ch, Spółki Grupy UNIMOT </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">podejmują <span class="_ _f"> </span>działania <span class="_ _f"> </span>charytatywne <span class="_ _f"> </span>i <span class="_ _10"> </span>sponsoringowe. <span class="_ _f"> </span>Zaangażowanie <span class="_ _f"> </span>Spółek <span class="_ _f"> </span>w <span class="_ _f"> </span>te<span class="_ _1"></span>go <span class="_ _f"> </span>typu <span class="_ _f"> </span>inicjatywy <span class="_ _f"> </span>jest </div><div class="t m0 x1 h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">koordynowane <span class="_ _8"></span>przez <span class="_ _8"></span>UNIMOT S.A., <span class="_ _8"></span>w ty<span class="_ _8"></span>m <span class="ff1">Komitet <span class="_ _8"></span>ds. <span class="_ _8"></span>Aktywnośc<span class="_ _1"></span>i <span class="_ _8"></span>Grupy <span class="_ _8"></span>Kapitałowej <span class="_ _8"></span>UNIMOT w <span class="_ _7"></span>obszarze <span class="_ _8"></span>w<span class="_ _1"></span>spierania </span></div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">lokalnych <span class="_ _7"></span>społec<span class="_ _1"></span>zności. <span class="_ _7"></span>W <span class="_ _7"></span>skład <span class="_ _7"></span>Komitetu <span class="_ _8"></span>wchodzą <span class="_ _7"></span>Wice<span class="_ _1"></span>prezes <span class="_ _7"></span>Zarządu <span class="_ _7"></span>UNIMOT <span class="_ _7"></span>S.A. <span class="_ _8"></span>ds. <span class="_ _8"></span>HR, <span class="_ _7"></span>Dyrektor <span class="_ _8"></span>ds. <span class="_ _7"></span>Marketingu </div><div class="t m0 x1 h2 y1a3 ff2 fs0 fc1 sc0 ls0 ws0">w <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>S.A., Dyrektor <span class="_ _8"></span>ds. Relacji <span class="_ _8"></span>Inwestors<span class="_ _1"></span>kich <span class="_ _8"></span>i ESG <span class="_ _8"></span>w UNIMOT <span class="_ _8"></span>S.A., Dyrektor Biura <span class="_ _8"></span>Praso<span class="_ _1"></span>wego <span class="_ _0"></span>w <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>S.A. </div><div class="t m0 x1 h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">Decyzje <span class="_ _1"></span>dotyczące <span class="_ _6"></span>wsparcia <span class="_ _1"></span>dane<span class="_ _1"></span>j <span class="_ _1"></span>inicjatywy <span class="_ _1"></span>członkow<span class="_ _1"></span>ie <span class="_ _1"></span>Komitetu <span class="_ _6"></span>podejmują <span class="_ _1"></span>wspólnie <span class="_ _6"></span>na <span class="_ _1"></span>podstawie<span class="_ _1"></span> <span class="_ _1"></span>rekomendacji </div><div class="t m0 x1 h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">Spółki. Do głównych projektów wsparcia w 2024 roku <span class="_ _0"></span>należały:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y147 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Sponsoring VI edycji konferencji Our Future Forum; </span></span></div><div class="t m0 xa h11 y148 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Sponsoring tytularny siatkarzy AVIA SOLAR Sędziszów Małopolski;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y149 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Sponsoring cyklu rajdów plus Rajd Barbórka<span class="_ _0"></span>;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y14a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Sponsoring klubu sportowego Lwy AVIA <span class="_ _0"></span>Częstochowa;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y14b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Sponsoring Poland 2.0 Summit; </span></span></div><div class="t m0 xa h11 y14c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Sadzenie i opieka rodzimych gatunków drz<span class="_ _0"></span>ew w parku przy ul. Św. Barbary w Czechowicach<span class="_ _1"></span><span class="ff2">-Dziedzicach; </span></span></span></div><div class="t m0 xa h11 y14d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">D<span class="ff1">ofinansowanie Ochotniczej Straży Pożarnej w Trzcinicy w zakresie zak<span class="_ _0"></span>upu sprzętu;<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y14e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">P<span class="ff1">artnerstwo w ramach Jesiennych Spotkań Teatralnych w Jaśle;</span> </span></span></div><div class="t m0 xa h11 y14f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">D<span class="ff1">arowizna <span class="_ _5"> </span>na <span class="_ _5"> </span>rzecz <span class="_ _5"> </span>Gdańskiego <span class="_ _5"> </span>S<span class="_ _1"></span>towarzyszenia <span class="_ _4"> </span>Jaś <span class="_ _b"> </span>i <span class="_ _5"> </span>Małgos<span class="_ _1"></span>ia <span class="_ _4"> </span>oraz <span class="_ _5"> </span>Fundacji<span class="_ _1"></span> <span class="_ _5"> </span>Instytut <span class="_ _5"> </span>Be<span class="_ _1"></span>zpieczeństwa <span class="_ _4"> </span>i </span></span></span></div><div class="t m0 xc h2 y150 ff1 fs0 fc1 sc0 ls0 ws0">Rozwoju Międzynarodowego w ramach akcji „Dobrodziej dzieci” w Gda<span class="_ _0"></span>ńsku;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y151 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">O<span class="ff1">rganizacja <span class="_ _1"></span>Dnia <span class="_ _1"></span>Dziecka <span class="_ _6"></span>z <span class="_ _6"></span>Koleją <span class="_ _6"></span>–</span> <span class="_ _6"></span><span class="ff1">pracownicy <span class="_ _1"></span>Spółki <span class="_ _6"></span>Olavion <span class="_ _6"></span>pokazali <span class="_ _1"></span>dzieciom <span class="_ _6"></span>ze <span class="_ _1"></span>Szczecina <span class="_ _6"></span>i <span class="_ _1"></span>okolic<span class="_ _1"></span> <span class="_ _1"></span>jak </span></span></span></div><div class="t m0 xc h2 y152 ff1 fs0 fc1 sc0 ls0 ws0">wygląda praca na kolei. Uczestnicy mogli<span class="_ _0"></span> zasiąść za sterami nowoczesnej lokomotywy Gama; <span class="ff2"> </span></div><div class="t m0 xa h11 y153 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wykonywanie <span class="_ _b"> </span>testów <span class="_ _b"> </span>dla <span class="_ _b"> </span>Pomors<span class="_ _1"></span>kiej <span class="_ _5"> </span>Kole<span class="_ _1"></span>i <span class="_ _5"> </span>Me<span class="_ _1"></span>tropolitalnej <span class="_ _5"> </span>po <span class="_ _b"> </span>e<span class="_ _1"></span>lektryfikacji <span class="_ _b"> </span>PKM <span class="_ _b"> </span>i <span class="_ _b"> </span>rozbudowie <span class="_ _c"> </span>o <span class="_ _5"> </span>bajpas </span></span></div><div class="t m0 xc h2 y7c8 ff2 fs0 fc1 sc0 ls0 ws0">kartuski; </div><div class="t m0 xa h11 yc50 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Organizacja <span class="_ _8"></span>akcji UNIMOT <span class="_ _8"></span>wspiera potrz<span class="_ _0"></span>ebujących <span class="ff2">- <span class="_ _8"></span><span class="ff1">zbiórka przedmiotów <span class="_ _8"></span>pierwszej potrzeby <span class="_ _8"></span>dla <span class="_ _8"></span>organizacji </span></span></span></span></div><div class="t m0 xc h2 y184 ff1 fs0 fc1 sc0 ls0 ws0">zajmujących się opieką nad zwierzętami oraz organizacji wspierających osoby w trudnej sytuacji ży<span class="_ _0"></span>ciowej;.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yb4b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Partycypowanie <span class="_ _6"></span>w <span class="_ _6"></span>lo<span class="_ _1"></span>kalnych <span class="_ _6"></span>inic<span class="_ _1"></span>jatywach <span class="_ _6"></span>(m.in. <span class="_ _6"></span>spons<span class="_ _1"></span>orowanie <span class="_ _6"></span>Dni <span class="_ _6"></span>Czec<span class="_ _1"></span>howic<span class="_ _1"></span>- <span class="_ _6"></span>Dziedzic, <span class="_ _6"></span>lok<span class="_ _1"></span>alnego <span class="_ _6"></span>klubu </span></span></div><div class="t m0 xc h2 y102b ff1 fs0 fc1 sc0 ls0 ws0">piłkarskiego w Czechowicach<span class="ff2">-</span>Dziedzicach, wspieranie lokalnego schroniska dla bezdomnych zwierząt);<span class="ff2"> </span></div><div class="t m0 xa h11 yf3f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">W<span class="ff1">spieranie <span class="_ _1"></span>bioróżnorodności <span class="_ _6"></span>(m.in. <span class="_ _1"></span>utwo<span class="_ _1"></span>rzenie <span class="_ _1"></span>mini <span class="_ _1"></span>pasieki <span class="_ _6"></span>z <span class="_ _1"></span>pszczołami <span class="_ _1"></span>m<span class="_ _1"></span>iodnymi, <span class="_ _1"></span>tworzenie<span class="_ _1"></span> <span class="_ _1"></span>siedlisk <span class="_ _1"></span>dla </span></span></span></div><div class="t m0 xc h2 yf40 ff1 fs0 fc1 sc0 ls0 ws0">dzikich <span class="_ _7"></span>zapylaczy, <span class="_ _7"></span>sadzenie<span class="_ _1"></span> <span class="_ _7"></span>drzew <span class="_ _7"></span>na <span class="_ _8"></span>terenie <span class="_ _8"></span>miejskiego <span class="_ _7"></span>parku <span class="_ _7"></span>we <span class="_ _8"></span>współpracy <span class="_ _7"></span>z <span class="_ _7"></span>Urzędem <span class="_ _8"></span>Miasta <span class="_ _7"></span>Czec<span class="_ _1"></span>howice<span class="_ _1"></span><span class="ff2">-</span></div><div class="t m0 xc h2 yf41 ff2 fs0 fc1 sc0 ls0 ws0">Dziedzice); </div><div class="t m0 xa h11 y189 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">W<span class="ff1">spółorganizacja <span class="_ _24"> </span>Dni <span class="_ _1d"> </span>Jasła <span class="_ _1d"> </span>oraz <span class="_ _24"> </span>wydarzenia <span class="_ _1d"> </span>kulturalnego <span class="_ _24"> </span>XV<span class="_ _1"></span>III <span class="_ _24"> </span>Ogólnopolski <span class="_ _24"> </span>Ko<span class="_ _1"></span>nkurs <span class="_ _24"> </span>Mł<span class="_ _1"></span>odych </span></span></span></div><div class="t m0 xc h2 y18a ff1 fs0 fc1 sc0 ls0 ws0">Instrumentalistów organizowanego przez Gminny Ośrodek Kultury w J<span class="_ _0"></span>aśle, <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y18b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">D<span class="ff1">arowizna na rzecz SKP „Strażak” Rzeszów –</span> <span class="ff1">organizacja Mistrzostw Polski Strażaków w biegach górskich. </span> </span></span></div><div class="t m0 x1 h2 yccc ff1 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT prowadziła również w 2024 roku działania mające na celu pomoc humanita<span class="_ _0"></span>rną. Całkowita kwota </div><div class="t m0 x1 h2 yf32 ff1 fs0 fc1 sc0 ls0 ws0">wsparcia przekroczyła <span class="ff2">w raportowanym okresie 3 400 <span class="ls1">000</span> </span>zł.<span class="ff2"> </span></div><div class="t m0 x1 h2 y21b ff1 fs0 fc0 sc0 ls0 ws0">Procesy remediacji negatywnych wpływów i kanały zgłaszania problemów przez dotknięte<span class="ff2"> </span>społeczności<span class="ff2"> </span></div></div><div class="c x1 ya97 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S3<span class="ls0">-3<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yc00 ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>2024 <span class="_ _4"></span>roku <span class="_ _a"></span><span class="ff1">rozpoczęto<span class="_ _1"></span></span> <span class="_ _a"></span><span class="ff1">przebudowę <span class="_ _a"></span>oraz <span class="_ _a"></span>uporządkowanie <span class="_ _4"></span>procesów <span class="_ _4"></span>należytej <span class="_ _a"></span>staranności, <span class="_ _4"></span>w <span class="_ _a"></span>ramach <span class="_ _4"></span>których <span class="_ _a"></span>w </span></div><div class="t m0 x1 h2 yb5d ff1 fs0 fc1 sc0 ls0 ws0">poniższych dokumentach uwzględniono kwestie społeczności dotkniętych wpływem, objęto je należytą<span class="_ _8"></span> oc<span class="_ _1"></span>hroną oraz </div><div class="t m0 x1 h2 yc01 ff1 fs0 fc1 sc0 ls0 ws0">dano im możliwość zgłaszania skarg <span class="_ _0"></span>i naruszeń:<span class="ff2"> </span></div><div class="t m0 xa h11 y249 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Polityka <span class="ff1">Zaangażowania Społecznego </span>Grupy UNIMOT; </span></span></div><div class="t m0 xa h11 yf6e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Polityka <span class="_ _f"> </span>Poszanowania <span class="_ _f"> </span>Praw <span class="_ _f"> </span>Człowieka <span class="_ _f"> </span>zgodnie <span class="_ _f"> </span>z <span class="_ _f"> </span>którą <span class="_ _f"> </span>kanały <span class="_ _f"> </span>zgłaszania <span class="_ _f"> </span>narus<span class="_ _1"></span>zeń <span class="_ _f"> </span>umożliwiają </span></span></div><div class="t m0 xc h2 yeef ff1 fs0 fc1 sc0 ls0 ws0">społecznościom  zgłoszenie  prośby  o  pomoc  –<span class="ff2"> <span class="_ _e"> </span></span>zgodnie  z  trzecim  filarem  głównych  wytycznych  ONZ </div><div class="t m0 xc h2 yca2 ff1 fs0 fc1 sc0 ls0 ws0">dotyczących biznesu i praw człowieka, „Dostęp do środków zaradczych”;<span class="ff2"> </span></div><div class="t m0 xa h11 y356 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Procedura <span class="_ _a"></span>dokonywania <span class="_ _4"></span>zgłoszeń <span class="_ _4"></span>naruszeń <span class="_ _a"></span>prawa <span class="_ _4"></span>i <span class="_ _4"></span>podejmowania <span class="_ _a"></span>działań <span class="_ _4"></span>następczych <span class="_ _4"></span>w <span class="_ _a"></span>UNIMOT <span class="_ _4"></span>S.A.<span class="_ _1"></span><span class="ff2 ls2">, </span></span></span></div><div class="t m0 xc h2 y426 ff1 fs0 fc1 sc0 ls0 ws0">któr<span class="ff2">a <span class="_ _7"></span><span class="ff1">objęł<span class="_ _1"></span><span class="ff2">a <span class="_ _7"></span><span class="ls16">sw<span class="ls0">oim <span class="_ _8"></span><span class="ff1">zasięgiem <span class="_ _8"></span>społec<span class="_ _1"></span>zności <span class="_ _7"></span>lokalne<span class="ff2 ls2">. <span class="_ _8"></span><span class="ff1 ls0">Szczegóły <span class="_ _8"></span>na <span class="_ _8"></span>temat <span class="_ _8"></span>zgłaszania <span class="_ _7"></span>s<span class="_ _1"></span>karg <span class="_ _8"></span><span class="ff2">oraz <span class="_ _8"></span>podejmowania </span></span></span></span></span></span></span></span></span></div><div class="t m0 xc h2 yca5 ff1 fs0 fc1 sc0 ls0 ws0">działań następczych<span class="ff2"> </span>zostały szczegółowo opisane w<span class="ff2"> Ramach ujawnienia G-1 niniejszego Sprawozdania. </span></div><div class="t m0 x1 h2 y10e0 ff1 fs0 fc5 sc0 ls0 ws0">Kanały zgłaszania naruszeń<span class="ff2"> </span></div><div class="t m0 x1 h2 y80a ff1 fs0 fc1 sc0 ls0 ws0">Grupa zapewnia społeczności lokalnej możli<span class="_ _0"></span>wość zgłoszenia<span class="_ _1"></span><span class="ff2"> </span>pytań,<span class="ff2"> </span>nieprawidłowości czy obaw za pośrednictwem:<span class="ff2"> </span></div><div class="t m0 xa h11 y1213 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">kontaktu <span class="_ _5"> </span>mailowego <span class="_ _b"> </span>lub <span class="_ _5"> </span><span class="ff1">te<span class="_ _1"></span>lefonicznego <span class="_ _5"> </span>z <span class="_ _b"> </span>daną <span class="_ _5"> </span>Spółką <span class="_ _b"> </span>(dane <span class="_ _b"> </span>kontaktowe <span class="_ _b"> </span>są <span class="_ _5"> </span>udostępnione <span class="_ _b"> </span>na <span class="_ _5"> </span>s<span class="_ _1"></span>tronach </span></span></span></div><div class="t m0 xc h2 y13e4 ff1 fs0 fc1 sc0 ls0 ws0">internetowych Spółek);<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pff4" class="pf w0 h0" ><div class="pc pcf4 w0 h0"><img class="bi x9 y148a w9 h221" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">244<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">a także naruszeń prawa za pośrednictwem<span class="ff2"> </span>(zgłoszenia można dokonać anonimowo)<span class="ff2">: </span></div><div class="t m0 xa h11 y7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">formularza <span class="_ _6"></span>dostępnego <span class="_ _a"></span>na <span class="_ _6"></span>stronie<span class="_ _1"></span> <span class="_ _6"></span>internetowej: <span class="_ _a"></span><span class="ff2">https://www.unimot.pl/zrownowazony-rozwoj/zglaszanie-</span></span></span></div><div class="t m0 xc h2 y119 ff2 fs0 fc1 sc0 ls0 ws0">naduzyc. </div><div class="t m0 x1 h2 y11a ff1 fs0 fc1 sc0 ls0 ws0">Każde <span class="_ _5"> </span>z<span class="_ _1"></span>głoszenie <span class="_ _b"> </span>jest <span class="_ _b"> </span>re<span class="_ _1"></span>jestrowane <span class="_ _5"> </span>i <span class="_ _b"> </span>podejmowane <span class="_ _b"> </span>s<span class="_ _1"></span>ą <span class="_ _5"> </span>w<span class="_ _1"></span>zględem <span class="_ _5"> </span>nie<span class="_ _1"></span>go <span class="_ _5"> </span>działania <span class="_ _b"> </span>prze<span class="_ _1"></span>widziane <span class="_ _b"> </span>przez <span class="_ _b"> </span>P<span class="_ _1"></span>rocedurę </div><div class="t m0 x1 h2 y11b ff1 fs0 fc1 sc0 ls0 ws0">dokonywania zgłoszeń naruszeń prawa i podejmowania <span class="_ _0"></span>działań następczych w UNIMOT S.A.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y11c ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>2024 <span class="_ _1"></span>roku <span class="_ _1"></span>Grupa <span class="_ _1"></span>nie <span class="_ _1"></span>promo<span class="_ _1"></span>wała tych <span class="_ _6"></span>kanałów <span class="_ _1"></span>kontaktu <span class="_ _1"></span>wś<span class="_ _1"></span>ród s<span class="_ _1"></span>połeczności <span class="_ _1"></span>lokalnych. <span class="_ _6"></span>Zarząd <span class="_ _1"></span>ocenia <span class="_ _1"></span>jednak, <span class="_ _1"></span>że </div><div class="t m0 x1 h2 y11d ff1 fs0 fc1 sc0 ls0 ws0">powyższe <span class="_ _a"></span>kanały <span class="_ _5"> </span>kontaktu <span class="_ _4"></span>są <span class="_ _4"></span>znane <span class="_ _4"></span>wśród <span class="_ _4"></span>społecznoś<span class="_ _1"></span>ci <span class="_ _a"></span>i <span class="_ _4"></span>cies<span class="_ _1"></span>zą <span class="_ _a"></span>się <span class="_ _4"></span>zaufaniem. <span class="_ _4"></span>Świadczą <span class="_ _4"></span>o <span class="_ _4"> </span>tym<span class="_ _1"></span> <span class="_ _a"></span>liczne <span class="_ _4"></span>spotkania<span class="_ _1"></span> </div><div class="t m0 x1 h2 y11e ff1 fs0 fc1 sc0 ls0 ws0">reprezentantów społeczności z przedstawicielami Zarządów Spółek. <span class="ff2"> </span></div><div class="t m0 xa hf ye53 ff2 fs1 fc7 sc0 ls0 ws0">3.4.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Konsumenci i użytkownicy końc<span class="_ _0"></span>owi<span class="ff2"> </span></span></span></div></div><div class="c x1 y148b w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">ESRS S4<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y208 ff1 fs0 fc1 sc0 ls0 ws0">Z <span class="_ _a"></span>uw<span class="_ _1"></span>agi <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _4"></span>złożoną <span class="_ _4"></span>działalność <span class="_ _4"></span>Grupy <span class="_ _4"></span>UNIMOT<span class="_ _1"></span><span class="ff2">, <span class="_ _4"></span></span>wśród <span class="_ _4"> </span>jej <span class="_ _5"> </span>klientów <span class="_ _4"></span>znajdują <span class="_ _4"></span>się <span class="_ _4"></span>zarówno <span class="_ _4"></span>odbiorcy <span class="_ _4"> </span>paliw, <span class="_ _4"></span>ene<span class="_ _1"></span>rgii </div><div class="t m0 x1 h2 y148c ff1 fs0 fc1 sc0 ls0 ws0">elektrycznej, <span class="_ _7"></span>c<span class="_ _1"></span>ieplnej, <span class="_ _7"></span>gazu <span class="_ _7"></span>zie<span class="_ _1"></span>mnego, <span class="_ _7"></span>produktów <span class="_ _8"></span>asfaltowych, <span class="_ _8"></span>usług <span class="_ _8"></span>logistycznych <span class="_ _7"></span>i <span class="_ _8"></span>transportow<span class="_ _1"></span>ych,<span class="_ _1"></span> <span class="_ _7"></span>a <span class="_ _7"></span>także <span class="_ _8"></span>montażu </div><div class="t m0 x1 h2 y148d ff1 fs0 fc1 sc0 ls0 ws0">instalacji fotowoltaicznych i produkcji k<span class="_ _0"></span>omponentów<span class="_ _1"></span><span class="ff2 ls2">. <span class="ls0"> </span></span></div></div><div class="c x1 y1218 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">SBM-3<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yb79 ff1 fs0 fc1 sc0 ls0 ws0">Do klientów zalicza się<span class="ff2">: </span></div><div class="t m0 xa h11 yae ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">klientów <span class="_ _1"></span>biznesowych <span class="_ _1"></span>i <span class="_ _1"></span>instytucjonalnych <span class="_ _6"></span><span class="ff2">- <span class="_ _1"></span></span>między <span class="_ _1"></span>innymi <span class="_ _1"></span>koncerny <span class="_ _1"></span>paliwowe, <span class="_ _1"></span>sieci <span class="_ _1"></span>handlowe, <span class="_ _1"></span>operatorów </span></span></div><div class="t m0 xc h2 yaf ff1 fs0 fc1 sc0 ls0 ws0">kart <span class="_ _1"></span>flo<span class="_ _1"></span>towych, <span class="_ _6"></span>niezależne <span class="_ _a"></span>stacje <span class="_ _1"></span>paliw, <span class="_ _a"></span>firmy <span class="_ _1"></span>transportow<span class="_ _1"></span>e, <span class="_ _a"></span>podmioty <span class="_ _6"></span>publiczne <span class="_ _6"></span>(szkoły, <span class="_ _6"></span>przedsiębiorstwa<span class="ff2"> </span></div><div class="t m0 xc h2 yb0 ff2 fs0 fc1 sc0 ls0 ws0">komunikacyjne)<span class="ff1">, <span class="_ _8"></span>firmy <span class="_ _7"></span>z <span class="_ _8"></span>s<span class="_ _1"></span>ektora <span class="_ _7"></span>ene<span class="_ _1"></span>rgetycznego, <span class="_ _7"></span>ciepło<span class="_ _1"></span>wnicz<span class="_ _0"></span>ego<span class="_ _1"></span>, <span class="_ _7"></span>przedsiębiorstw<span class="_ _1"></span>a <span class="_ _7"></span>produkcyjne <span class="_ _8"></span>i <span class="_ _8"></span>usługowe<span class="ff2 ls10">, </span></span></div><div class="t m0 xc h2 yb1 ff1 fs0 fc1 sc0 ls0 ws0">zleceniodawców usług dystrybucyjnych<span class="ff2">; </span></div><div class="t m0 xa h11 yd80 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">klientów <span class="_ _4"></span>indywidualnych <span class="_ _4"></span>przede <span class="_ _5"> </span>wszystkim <span class="_ _4"></span>w <span class="_ _5"> </span>zakresie <span class="_ _4"> </span>s<span class="_ _1"></span>przedaży <span class="_ _4"></span>bezpośredniej <span class="_ _b"> </span><span class="ff2">gazu <span class="_ _4"></span>ziemnego <span class="_ _5"> </span>i <span class="_ _4"></span>energii </span></span></span></div><div class="t m0 xc h2 y148e ff2 fs0 fc1 sc0 ls0 ws0">elektrycznej <span class="_ _5"> </span>oraz <span class="_ _5"> </span><span class="ff1">paliw <span class="_ _b"> </span>płynnych</span> <span class="_ _5"> </span><span class="ff1">na <span class="_ _b"> </span>stacjach <span class="_ _5"> </span>benzynowych <span class="_ _5"> </span>prowadzonych <span class="_ _b"> </span>pod <span class="_ _4"> </span>m<span class="_ _1"></span>arką <span class="_ _5"> </span>AVIA<span class="_ _1"></span></span><span class="ls2">. <span class="_ _5"> </span></span>W <span class="_ _b"> </span>ramach </div><div class="t m0 xc h2 ye7f ff1 fs0 fc1 sc0 ls0 ws0">klientów <span class="_ _8"></span>stacji <span class="_ _0"></span>paliw <span class="_ _8"></span>AVIA, <span class="_ _8"></span>UNIMOT wyd<span class="_ _0"></span>zielił <span class="_ _8"></span>grupę <span class="_ _8"></span>klientów zagrożonych <span class="_ _7"></span>marginalizacją <span class="_ _0"></span>w <span class="_ _8"></span>zakres<span class="_ _1"></span>ie <span class="_ _8"></span>dostępu </div><div class="t m0 xc h2 y1360 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _6"></span>ofe<span class="_ _1"></span>rowanych <span class="_ _6"></span>produktów <span class="_ _a"></span>i <span class="_ _6"></span>usług. <span class="_ _a"></span>Są <span class="_ _a"></span>to <span class="_ _6"></span>osoby <span class="_ _a"></span>poruszające <span class="_ _6"></span>się <span class="_ _a"></span>na <span class="_ _a"></span>wózkach <span class="_ _6"></span>inwalidzkich<span class="_ _1"></span><span class="ff2"> <span class="_ _a"></span></span>oraz <span class="_ _6"></span>będące <span class="_ _a"></span>w </div><div class="t m0 xc h2 y148f ff2 fs0 fc1 sc0 ls0 ws0">spektrum autyzmu<span class="ls2">. </span> </div><div class="t m0 x1 h2 yd13 ff1 fs0 fc1 sc0 ls0 ws0">Spółki <span class="_ _4"></span>Grupy <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>zajmujące<span class="_ _1"></span> <span class="_ _4"></span>się<span class="_ _1"></span> <span class="_ _4"></span>sprzedażą <span class="_ _5"> </span>paliw <span class="_ _4"> </span>i<span class="_ _1"></span> <span class="_ _4"> </span>pro<span class="_ _1"></span>duktów <span class="_ _4"></span>ropopochodnych <span class="_ _5"> </span>obsłużyły <span class="_ _5"> </span>w<span class="_ _1"></span><span class="ff2"> 2024 <span class="_ _5"> </span>ro<span class="_ _1"></span>ku <span class="_ _4"></span><span class="ls1">1510</span> </span></div><div class="t m0 x1 h2 y1490 ff1 fs0 fc1 sc0 ls0 ws0">klientów hurtowych w<span class="ff2"> </span>kraju i za granicą.<span class="ff2"> </span>Do głównych kierunk<span class="_ _0"></span>ów eksportowych należały: Ukraina, Czechy, Bułgaria, </div><div class="t m0 x1 h2 y1491 ff1 fs0 fc1 sc0 ls0 ws0">Serbia, Węgry i Niemcy.<span class="ff2"> </span></div><div class="t m0 x1 h2 ye83 ff1 fs0 fc1 sc0 ls0 ws0">Wszyscy <span class="_ _1"></span>istotni <span class="_ _1"></span>konsumenci <span class="_ _1"></span>i <span class="_ _1"></span>użytkownicy <span class="_ _1"></span>końcowi, <span class="_ _1"></span>na <span class="_ _6"></span>których <span class="_ _1"></span>Grupa <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>może <span class="_ _1"></span>mie<span class="_ _1"></span>ć <span class="_ _1"></span>istotny <span class="_ _1"></span>wpływ, <span class="_ _1"></span>są <span class="_ _1"></span>objęci </div><div class="t m0 x1 h2 yd87 ff2 fs0 fc1 sc0 ls0 ws0">zakresem ujawniania informacji w niniejszym Spra<span class="_ _0"></span>wozdaniu.<span class="_ _1"></span> </div></div><div class="c x1 ya94 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">SBM-2<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y12b3 ff2 fs0 fc0 sc0 ls0 ws0">Interesy i opinie zainteresowanych stron </div><div class="t m0 x1 h2 y1295 ff1 fs0 fc1 sc0 ls0 ws0">Punktem <span class="_ _4"></span>wyjścia <span class="_ _4"></span>do <span class="_ _4"> </span>budowania <span class="_ _4"> </span>relacji <span class="_ _5"> </span>z <span class="_ _4"></span>klientem <span class="_ _5"> </span>jest <span class="_ _4"> </span>dla <span class="_ _5"> </span><span class="ff2">Grupy <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>koncentracja <span class="_ _4"></span>na <span class="_ _4"> </span>je<span class="_ _1"></span>go <span class="_ _4"></span>potrzebach <span class="_ _4"></span>oraz </span></div><div class="t m0 x1 h2 y1492 ff2 fs0 fc1 sc0 ls0 ws0">wychodzenie <span class="_ _4"></span>naprzeciw <span class="_ _5"> </span>oczekiwaniom <span class="_ _4"></span>rynku. <span class="_ _4"> </span><span class="ff1">Opinie <span class="_ _5"> </span>klientów <span class="_ _5"> </span>i <span class="_ _4"></span>użytkowników <span class="_ _4"></span>końcowych <span class="_ _4"> </span>mają <span class="_ _5"> </span>istotny <span class="_ _4"></span>wpływ <span class="_ _4"> </span>na </span></div><div class="t m0 x1 h2 y1493 ff1 fs0 fc1 sc0 ls0 ws0">działalność <span class="_ _4"></span>Grupy<span class="_ _1"></span> <span class="_ _4"> </span>przede<span class="_ _1"></span> <span class="_ _4"></span>ws<span class="_ _1"></span>zystkim <span class="_ _4"></span>w <span class="_ _5"> </span>aspekcie <span class="_ _b"> </span>portfolio <span class="_ _4"></span>pro<span class="_ _1"></span>duktów <span class="_ _4"></span>i <span class="_ _5"> </span>usł<span class="_ _1"></span>ug.<span class="_ _1"></span><span class="ff2"> <span class="_ _4"></span></span>Ze <span class="_ _5"> </span>wzglę<span class="_ _1"></span>du <span class="_ _4"></span>na <span class="_ _5"> </span>dynamiczny <span class="_ _5"> </span>rozwój<span class="_ _1"></span> </div><div class="t m0 x1 h2 y1494 ff1 fs0 fc1 sc0 ls0 ws0">gospodarczy <span class="_ _6"></span>Polska <span class="_ _a"></span>nie <span class="_ _a"></span>osiągnęła <span class="_ _a"></span>szczytu <span class="_ _a"></span>zapotrzebowania <span class="_ _6"></span>na <span class="_ _a"></span>tradycyjne <span class="_ _a"></span>paliwa <span class="_ _a"></span>napędzające <span class="_ _a"></span>transport. <span class="_ _6"></span>Z<span class="_ _1"></span> <span class="_ _a"></span>drugiej </div><div class="t m0 x1 h2 y1495 ff1 fs0 fc1 sc0 ls0 ws0">jednak <span class="_ _5"> </span>s<span class="_ _1"></span>trony <span class="_ _b"> </span>postępująca <span class="_ _5"> </span>tr<span class="_ _1"></span>ansformacja <span class="_ _b"> </span>energetyczna <span class="_ _b"> </span>i <span class="_ _b"> </span>rozwój <span class="_ _b"> </span>nisko<span class="_ _1"></span><span class="ff2">- <span class="_ _b"> </span>i <span class="_ _b"> </span>zeroemisyjn</span>ych <span class="_ _b"> </span>źródeł <span class="_ _b"> </span>e<span class="_ _1"></span>nergii, <span class="_ _5"> </span>a <span class="_ _b"> </span>także </div><div class="t m0 x1 h2 y1496 ff1 fs0 fc1 sc0 ls0 ws0">oczekiwania <span class="_ _6"></span>klientów <span class="_ _a"></span>w <span class="_ _a"></span>tym <span class="_ _a"></span>zakresie <span class="_ _a"></span>mają <span class="_ _a"></span>istotny <span class="_ _6"></span>wpływ <span class="_ _a"></span>na <span class="_ _a"></span>sektor <span class="_ _a"></span>paliwowy<span class="_ _1"></span><span class="ff2"> <span class="_ _a"></span></span>i <span class="_ _6"></span>c<span class="_ _1"></span>o <span class="_ _6"></span>z<span class="_ _1"></span> <span class="_ _6"></span>tym <span class="_ _a"></span>związane <span class="_ _a"></span>–<span class="_ _1"></span><span class="ff2"> <span class="_ _6"></span></span>ofe<span class="_ _1"></span>rtę <span class="_ _6"></span>Grupy </div><div class="t m0 x1 h2 y2d1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT. <span class="_ _4"></span><span class="ff1">W <span class="_ _4"></span>odpowiedzi <span class="_ _a"></span>na <span class="_ _4"> </span>p<span class="_ _1"></span>owyższe, <span class="_ _4"></span>Grupa, <span class="_ _a"></span>na <span class="_ _4"></span>podstawie <span class="_ _4"></span>Strategii <span class="_ _4"></span>na <span class="_ _4"></span>lata <span class="_ _4"></span>2024<span class="_ _1"></span></span>-<span class="ff1">2028 <span class="_ _4"></span>z <span class="_ _4"></span>jednej <span class="_ _4"></span>strony <span class="_ _4"></span>dąży <span class="_ _4"></span>do </span></div><div class="t m0 x1 h2 y2d2 ff1 fs0 fc1 sc0 ls0 ws0">osiągania <span class="_ _1"></span>doskonało<span class="_ _1"></span>ści <span class="_ _1"></span>o<span class="_ _1"></span>peracyjnej <span class="_ _1"></span>w <span class="_ _a"></span>dotychczasowej <span class="_ _6"></span>działalności <span class="_ _6"></span>i <span class="_ _1"></span>dos<span class="_ _1"></span>tosowaniu <span class="_ _6"></span>jej <span class="_ _1"></span>do<span class="_ _1"></span> <span class="_ _1"></span>r<span class="_ _1"></span>ealiów <span class="_ _6"></span>zmieniającego <span class="_ _1"></span>s<span class="_ _1"></span>ię </div><div class="t m0 x1 h2 y1005 ff2 fs0 fc1 sc0 ls0 ws0">otoczenia, z drugiej rozwoju w kierunku obsza<span class="ff1">rów zgodnych z transformacją energetyczną. </span> </div><div class="t m0 x1 h2 y113 ff1 fs0 fc1 sc0 ls0 ws0">Opinie <span class="_ _a"></span>klientów <span class="_ _a"></span>i <span class="_ _a"></span>użytkowników <span class="_ _a"></span>końcowych <span class="_ _a"></span>Grupa <span class="_ _a"></span>pozyskuje <span class="_ _a"></span>w <span class="_ _a"></span>ramach <span class="_ _a"></span>prowadzenia <span class="_ _a"></span>bieżącej <span class="_ _a"></span>działalności, <span class="_ _a"></span>przede </div><div class="t m0 x1 h2 y26e ff1 fs0 fc1 sc0 ls0 ws0">wszystkim <span class="_ _c"> </span>w <span class="_ _9"> </span>trakcie <span class="_ _c"> </span>spotkań <span class="_ _c"> </span>z <span class="_ _9"> </span>klientami, <span class="_ _c"> </span>przedstawicielami <span class="_ _c"> </span>s<span class="_ _1"></span>połeczności <span class="_ _c"> </span>i <span class="_ _c"> </span>w<span class="_ _1"></span>ładz <span class="_ _c"> </span>lokalnych, <span class="_ _c"> </span>ale <span class="_ _9"> </span>również <span class="_ _c"> </span>dzięki </div><div class="t m0 x1 h2 yfd6 ff1 fs0 fc1 sc0 ls0 ws0">udziałowi <span class="_ _8"></span>w wydarzeniach <span class="_ _8"></span>branżow<span class="_ _1"></span>ych <span class="_ _8"></span>or<span class="_ _1"></span><span class="ff2">az <span class="_ _8"></span>prowadzeniu analiz <span class="_ _8"></span>rynku. Klienci <span class="_ _8"></span>Grupy zostali <span class="_ _8"></span>zakwalifikowani do <span class="_ _8"></span>grona </span></div><div class="t m0 x1 h2 yfd7 ff1 fs0 fc1 sc0 ls0 ws0">jej <span class="_ _8"></span>kluczowych <span class="_ _8"></span>Interesariuszy <span class="_ _8"></span>i <span class="_ _8"></span>wzięli <span class="_ _8"></span>udział <span class="_ _8"></span>w <span class="_ _8"></span>badaniu <span class="_ _8"></span>podwójnej <span class="_ _8"></span>isto<span class="_ _1"></span>tności <span class="_ _7"></span>opisanym <span class="_ _8"></span>w <span class="_ _8"></span>ujawnieniu <span class="ff2">1.6.2. <span class="_ _8"></span>niniejszego </span></div><div class="t m0 x1 h2 yaab ff2 fs0 fc1 sc0 ls0 ws0">Sprawozdania.  </div></div></div><div class="pi" ></div></div><div id="pff5" class="pf w0 h0" ><div class="pc pcf5 w0 h0"><img class="bi x9 y1497 w9 h222" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">245<span class="ls0"> </span></div></div><div class="c x1 y72d w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">SBM-3<span class="lsc">   <span class="ls7">S4</span></span>-5<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y12db ff1 fs0 fc0 sc0 ls0 ws0">Istotne oddziaływania, ryzyko i możliwości oraz ich wzajemne związki ze strategią<span class="_ _0"></span> i z modelem biznesowym<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ybe9 ff1 fs0 fc1 sc0 ls0 ws0">W procesie należytej staranności z<span class="_ _0"></span>ostała zidentyfikowana istotna z<span class="_ _0"></span>ależność między Strategią i mod<span class="_ _0"></span>elem biznesowym </div><div class="t m0 x1 h2 ybea ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _7"></span>a <span class="_ _8"></span>inte<span class="_ _1"></span>resem <span class="_ _8"></span>klientów <span class="_ _8"></span>i <span class="_ _8"></span>konsumentów. <span class="_ _8"></span>Opierająca <span class="_ _7"></span>się <span class="_ _8"></span>na <span class="_ _8"></span>transformacji <span class="_ _8"></span>ene<span class="_ _1"></span>rgetycznej <span class="_ _7"></span>Strategia <span class="_ _8"></span>Grupy <span class="_ _8"></span>i <span class="_ _8"></span>jej <span class="_ _8"></span>model </div><div class="t m0 x1 h2 ybeb ff1 fs0 fc1 sc0 ls0 ws0">biznesowy <span class="_ _7"></span>odgrywają <span class="_ _7"></span>ważną <span class="_ _7"></span>ro<span class="_ _1"></span>lę <span class="_ _7"></span>w <span class="_ _7"></span>tworzeniu,<span class="_ _1"></span> <span class="_ _7"></span>pogłębianiu <span class="_ _7"></span><span class="ff2 ls32">i <span class="_ _7"></span><span class="ff1 ls0">łagodzeniu <span class="_ _7"></span>oddziaływań <span class="_ _7"></span>na <span class="_ _8"></span>konsumentó<span class="_ _1"></span>w <span class="_ _7"></span><span class="ff2 ls4">i <span class="_ _7"></span><span class="ff1 ls0">użytkowników </span></span></span></span></div><div class="t m0 x1 h2 y11db ff1 fs0 fc1 sc0 ls0 ws0">końcowych<span class="ff2"> <span class="_ _c"> </span></span>w <span class="_ _b"> </span>zakresie <span class="_ _b"> </span> <span class="_ _c"> </span>dostępu <span class="_ _b"> </span>do <span class="_ _b"> </span>alternatywnych, <span class="_ _c"> </span>niskoemisyjnych <span class="_ _b"> </span>paliw <span class="_ _b"> </span>oraz <span class="_ _c"> </span>rozwoju <span class="_ _b"> </span>e<span class="_ _1"></span>nergetyki <span class="_ _b"> </span>opartej <span class="_ _b"> </span>na </div><div class="t m0 x1 h2 y11dc ff1 fs0 fc1 sc0 ls0 ws0">odnawialnych <span class="_ _5"> </span>źródłach <span class="_ _5"> </span>energii<span class="_ _1"></span><span class="ff2 ls2">. <span class="_ _5"> </span></span>Z <span class="_ _5"> </span>drugiej <span class="_ _5"> </span>strony, <span class="_ _b"> </span>na <span class="_ _5"> </span>kształt <span class="_ _5"> </span>Strate<span class="_ _1"></span>gii <span class="_ _5"> </span>wpływ <span class="_ _b"> </span>mają <span class="_ _5"> </span><span class="ff2">klienci <span class="_ _b"> </span>Grupy <span class="_ _5"> </span></span>–<span class="ff2"> <span class="_ _5"> </span>ich <span class="_ _b"> </span>potrzeby <span class="_ _5"> </span>i </span></div><div class="t m0 x1 h2 y1203 ff2 fs0 fc1 sc0 ls0 ws0">oczekiwania. <span class="_ _8"></span><span class="ff1">Strategia jest <span class="_ _8"></span>więc od<span class="_ _0"></span>powiedzią <span class="_ _8"></span>n<span class="_ _1"></span>a <span class="_ _8"></span>postawy k<span class="_ _0"></span>lientów w <span class="_ _7"></span>krótk<span class="_ _1"></span>iej <span class="_ _8"></span>pers<span class="_ _1"></span>pektywie <span class="_ _8"></span>czasowej <span class="_ _0"></span>oraz <span class="_ _8"></span>narzędziem </span></div><div class="t m0 x1 h2 y1204 ff1 fs0 fc1 sc0 ls0 ws0">do kształtowania tych postaw w dłuższej perspektywie czasowej. <span class="ff2"> </span></div><div class="t m0 x1 h2 ybef ff1 fs0 fc1 sc0 ls0 ws0">Dotychczas <span class="_ _8"></span>Grupa UNIMOT <span class="_ _7"></span>nie<span class="_ _1"></span> <span class="_ _8"></span>mierzyła wpływu <span class="_ _7"></span>s<span class="_ _1"></span>wojej <span class="_ _8"></span>działalnoś<span class="_ _1"></span>ci <span class="_ _8"></span>na <span class="_ _8"></span>zachowania<span class="_ _1"></span> <span class="_ _8"></span>społeczne, jed<span class="_ _0"></span>nak <span class="_ _8"></span>wyniki bada<span class="_ _8"></span>ni<span class="_ _1"></span>a </div><div class="t m0 x1 h2 ybf0 ff1 fs0 fc1 sc0 ls0 ws0">istotności jednoznacznie wskazały, że wpływ jest obecny, a <span class="_ _0"></span>siła i zakres wpływu Grupy na to zagadnienie jest duże.<span class="_ _1"></span><span class="ff2 fc5"> </span></div><div class="t m0 x1 h2 yfea ff1 fs0 fc5 sc0 ls0 ws0">Wpływ klientów na Grupę oraz wpływ <span class="ff2">Grup<span class="ls4b">y <span class="_ _0"></span><span class="ff1 ls0">na klientów i użytkowników końcowych <span class="ff2">dotyczy przede wszystkim: </span></span></span></span></div><div class="t m0 xa h11 yf3c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">rozwoju produktów i usług o obniżonej emisyjności, a ta<span class="_ _0"></span>kże prowadzeni<span class="_ _1"></span><span class="ff2">a kampanii promocyjnych </span></span></span></div><div class="t m0 xc h2 y1155 ff1 fs0 fc1 sc0 ls0 ws0">produktów i usług z tego koszyka, które<span class="ff2"> </span>wpływa na kształtowanie postaw klientów;<span class="ff2"> </span></div><div class="t m0 xa h11 yb6d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">podejmowania działań mających na celu popra<span class="_ _0"></span>wę dostępności na własnych stacjach benzynowych i tym </span></span></div><div class="t m0 xc h2 y1498 ff1 fs0 fc1 sc0 ls0 ws0">samym wspieranie kultury włączenia klientów zagroż<span class="_ _0"></span>onych społe<span class="_ _1"></span>cznym wykluczeniem<span class="ff2">; </span></div><div class="t m0 xa h11 y1499 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">bezpieczeństwa oferowanych produktów oraz odpowiedzialnej komunikacji<span class="ff2">; </span></span></span></div><div class="t m0 xa h11 y149a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prywatności klientów. <span class="ff2">  </span></span></span></div><div class="t m0 x1 h2 y10b3 ff1 fs0 fc1 sc0 ls0 ws0">Powyższe <span class="_ _1"></span>ma <span class="_ _1"></span>swoje <span class="_ _1"></span>odzwierciedlenie <span class="_ _1"></span>w <span class="_ _1"></span>Strategii <span class="_ _1"></span>Grupy UNI<span class="_ _1"></span>MOT <span class="_ _1"></span>na lata <span class="_ _1"></span>2024<span class="_ _1"></span><span class="ff2">-</span>2028, <span class="_ _1"></span>w <span class="_ _1"></span>której <span class="_ _6"></span>KIERUNEK <span class="_ _1"></span>2 <span class="_ _1"></span>w <span class="_ _1"></span>części </div><div class="t m0 x1 h2 y149b ff1 fs0 fc1 sc0 ls0 ws0">SPOŁECZEŃSTWO <span class="ff2">- </span>Partnerstwo społeczno<span class="ff2">-biznesowe - wyznacza cel:  </span></div><div class="t m0 x1 h2 y149c ff1 fs0 fc5 sc0 ls0 ws0">Włączenie, <span class="_ _4"></span>różnorodność, <span class="_ _5"> </span>etyka <span class="_ _4"> </span>–<span class="_ _1"></span><span class="ff2"> <span class="_ _4"></span></span>organizacja <span class="_ _4"> </span>w<span class="_ _1"></span>olna <span class="_ _4"></span>od <span class="_ _5"> </span>dyskryminacji, <span class="_ _4"></span>prowadząca <span class="_ _4"> </span>d<span class="_ _1"></span>ziałania <span class="_ _4"></span>na <span class="_ _4"></span>r<span class="_ _1"></span>zecz <span class="_ _4"></span>klientów <span class="_ _4"></span>i </div><div class="t m0 x1 h2 yc93 ff1 fs0 fc5 sc0 ls0 ws0">społeczności lokalnych,<span class="ff2"> </span></div><div class="t m0 x1 h2 yd2e ff1 fs0 fc1 sc0 ls0 ws0">KIERUNEK 3, w części Dostawcy i k<span class="_ _0"></span>lienci biznesowi, wyznacza dwa cele: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y149d ff1 fs0 fc5 sc0 ls0 ws0">Wsparcie <span class="_ _c"> </span>klientów<span class="_ _1"></span> <span class="_ _c"> </span>w <span class="_ _9"> </span>dążeniu<span class="_ _0"></span> <span class="_ _c"> </span>do <span class="_ _9"> </span>zrównoważonego <span class="_ _c"> </span>rozwoju <span class="_ _9"> </span>poprzez <span class="_ _c"> </span>wprowadzanie <span class="_ _c"> </span>produktów <span class="_ _9"> </span>i <span class="_ _c"> </span>usług <span class="_ _9"> </span>nisko<span class="_ _1"></span><span class="ff2">- <span class="_ _9"> </span><span class="ls34">i </span></span></div><div class="t m0 x1 h2 y593 ff2 fs0 fc5 sc0 ls0 ws0">zeroemisyjnych w aspekcie GHG. </div><div class="t m0 x1 h2 y149e ff1 fs0 fc1 sc0 ls0 ws0">Kwestia <span class="_ _5"> </span>klientów <span class="_ _5"> </span>i <span class="_ _b"> </span>użytkowników <span class="_ _5"> </span>końcowych <span class="_ _b"> </span>została <span class="_ _5"> </span>usystematyzowana <span class="_ _5"> </span>również <span class="_ _b"> </span>w <span class="_ _5"> </span>części <span class="_ _5"> </span>ŁAD <span class="_ _5"> </span>KORPOR<span class="_ _1"></span>ACYJNY, </div><div class="t m0 x1 h2 y149f ff2 fs0 fc1 sc0 ls0 ws0">KIERUNEK <span class="_ _5"> </span>3 <span class="_ _b"> </span>- <span class="_ _5"> </span><span class="ff1">Kultura <span class="_ _b"> </span>etyczna <span class="_ _b"> </span>i <span class="_ _5"> </span>poszanowanie<span class="_ _1"></span> <span class="_ _5"> </span>praw <span class="_ _5"> </span>c<span class="_ _1"></span>złowieka <span class="_ _5"> </span>w <span class="_ _b"> </span>całym <span class="_ _b"> </span>łańcuchu <span class="_ _b"> </span>wartości, <span class="_ _5"> </span>gdzie <span class="_ _b"> </span>za <span class="_ _5"> </span>cel <span class="_ _b"> </span>Grupa </span></div><div class="t m0 x1 h2 yec5 ff1 fs0 fc1 sc0 ls0 ws0">postawiła sobie:<span class="ff2"> </span></div><div class="t m0 x1 h2 y14a0 ff1 fs0 fc5 sc0 ls0 ws0">Kształtowanie <span class="_ _9"> </span>kultury <span class="_ _c"> </span>etyczne<span class="_ _1"></span>j <span class="_ _c"> </span>sto<span class="_ _1"></span>sując <span class="_ _c"> </span>Kode<span class="_ _1"></span>ks <span class="_ _c"> </span>Odpowiedzialnośc<span class="_ _1"></span>i <span class="_ _c"> </span>Grupy <span class="_ _9"> </span>UNIMOT, <span class="_ _9"> </span>Kodeks <span class="_ _9"> </span>Etyki <span class="_ _c"> </span>ora<span class="_ _1"></span>z <span class="_ _c"> </span>Politykę </div><div class="t m0 x1 h2 y1348 ff1 fs0 fc5 sc0 ls0 ws0">Poszanowania <span class="_ _1"></span>Praw <span class="_ _1"></span>Człowieka <span class="_ _1"></span>w <span class="_ _1"></span>całym <span class="_ _1"></span>łańcuchu <span class="_ _1"></span>wartości<span class="_ _1"></span><span class="ff2 ls2">, <span class="_ _1"></span></span><span class="fc1">a <span class="_ _1"></span>jednym <span class="_ _1"></span>z <span class="_ _1"></span>jego <span class="_ _1"></span>mierników <span class="_ _1"></span>jest <span class="_ _1"></span>brak <span class="_ _1"></span>skarg <span class="_ _1"></span>dotyczących </span></div><div class="t m0 x1 h2 yc59 ff1 fs0 fc1 sc0 ls0 ws0">naruszeń w zakresie prowadzonych praktyk marketingowych.<span class="ff2 fc5"> </span></div><div class="t m0 x1 h2 y10c3 ff2 fs0 fc1 sc0 ls0 ws0">Strategia <span class="_ _9"> </span>Grupy  UNIMOT  <span class="ff1">oraz <span class="_ _9"> </span>czynniki  wpływa<span class="_ _0"></span>jące  na <span class="_ _9"> </span>jej  kształt  został<span class="ff2">y  zaprezentowane  w <span class="_ _9"> </span>ujawnieniu  1.5.<span class="_ _0"></span> </span></span></div><div class="t m0 x1 h2 y14a1 ff2 fs0 fc1 sc0 ls0 ws0">niniejszego Sprawozdania.  </div></div><div class="c x1 yed6 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-4<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1074 ff1 fs0 fc0 sc0 ls0 ws0">Wykorzystanie  dźwigni  finansowej  przez  Grupę  UNIMOT<span class="_ _1"></span>  w  zarządzaniu  is<span class="_ _1"></span>totnymi  negatywnymi  skutkami  dla </div><div class="t m0 x1 h2 y13f2 ff1 fs0 fc0 sc0 ls0 ws0">konsumentów i użytkowników końcowych<span class="ff2"> </span></div><div class="t m0 x1 h2 y10c6 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _a"></span>UNIMOT, <span class="_ _a"></span>jako <span class="_ _a"></span>kluczowy <span class="_ _a"></span>gracz <span class="_ _a"></span>na <span class="_ _a"></span>rynku <span class="_ _4"></span>paliw <span class="_ _a"></span>i <span class="_ _a"></span>energii, <span class="_ _a"></span>wykorzystuje <span class="_ _a"></span>dźwignię <span class="_ _a"></span>finansow<span class="_ _1"></span>ą <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _a"></span>ramach <span class="_ _a"></span>relacji </div><div class="t m0 x1 h2 y1077 ff1 fs0 fc1 sc0 ls0 ws0">biznesowych, <span class="_ _1"></span>aby <span class="_ _1"></span>minimalizować <span class="_ _1"></span>istotne<span class="_ _1"></span> <span class="_ _1"></span>negatywne <span class="_ _1"></span>skutki <span class="_ _1"></span>dla <span class="_ _6"></span>konsumentów <span class="_ _1"></span>i <span class="_ _6"></span>użytkowników <span class="_ _1"></span>końcowych. <span class="_ _1"></span>Działania </div><div class="t m0 x1 h2 y1078 ff1 fs0 fc1 sc0 ls0 ws0">te <span class="_ _9"> </span>koncentrują  się <span class="_ _9"> </span>na <span class="_ _9"> </span>stabilizacji <span class="_ _9"> </span>cen,<span class="_ _1"></span><span class="ff2"> <span class="_ _9"> </span></span>poprawie  jakości <span class="_ _9"> </span>produktów, <span class="_ _9"> </span>zapewnieniu <span class="_ _9"> </span>bezpieczeństwa  dostaw <span class="_ _c"> </span>oraz<span class="_ _1"></span> </div><div class="t m0 x1 h2 y1079 ff1 fs0 fc1 sc0 ls0 ws0">wdrażaniu zrównoważonych rozwiązań energetycznych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y14a2 ff1 fs0 fc5 sc0 ls0 ws0">1. Stabilizacja cen i ochrona konsumentów przed wahania<span class="_ _8"></span>mi<span class="_ _1"></span> rynkowymi<span class="ff2"> </span></div><div class="t m0 xa h11 y14a3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dywersyfikacja <span class="_ _8"></span>źródeł dostaw <span class="_ _8"></span>–<span class="ff2"> </span>Grupa <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>uniezależnia<span class="_ _1"></span> <span class="_ _8"></span>s<span class="_ _1"></span>ię <span class="_ _8"></span>od p<span class="_ _8"></span>o<span class="_ _1"></span>jedynczych <span class="_ _8"></span>dostawców, m.in. <span class="_ _7"></span>poprze<span class="_ _1"></span>z </span></span></div><div class="t m0 xc h2 y171 ff1 fs0 fc1 sc0 ls0 ws0">pozyskiwanie paliw z różnych kierunków geograficznych, co ogranicza<span class="_ _0"></span> ryzyko gwałtownych wzrostów cen.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pff6" class="pf w0 h0" ><div class="pc pcf6 w0 h0"><img class="bi x9 yb2b w9 h223" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">246<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Efekt <span class="_ _a"></span>s<span class="_ _1"></span>kali <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _4"></span>negocjacjach <span class="_ _4"></span>cenowych <span class="_ _5"> </span><span class="ff1">–</span> <span class="_ _4"></span>jako <span class="_ _4"></span>istotny <span class="_ _4"> </span>gracz<span class="_ _1"></span> <span class="_ _4"></span>rynkowy, <span class="_ _4"></span>Grupa <span class="_ _4"></span>negocjuje<span class="_ _1"></span> <span class="_ _a"></span>korzystne <span class="_ _4"></span>warunki </span></span></div><div class="t m0 xc h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">zakupu <span class="_ _7"></span>paliw <span class="_ _8"></span>i <span class="_ _8"></span>energii, <span class="_ _7"></span>c<span class="_ _1"></span>o <span class="_ _7"></span>pozwala <span class="_ _8"></span>na <span class="_ _8"></span>ograniczenie <span class="_ _7"></span>w<span class="_ _1"></span>pływu <span class="_ _7"></span>po<span class="_ _1"></span>dwyżek <span class="_ _7"></span>cen <span class="_ _8"></span>surowców <span class="_ _8"></span>na <span class="_ _7"></span>kl<span class="_ _1"></span>ientów <span class="_ _7"></span>końco<span class="_ _1"></span>wych.<span class="ff2"> </span></div><div class="t m0 xa h11 y142 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Hedging <span class="_ _8"></span>i <span class="_ _8"></span>zar<span class="_ _1"></span>ządzanie <span class="_ _8"></span>ryzykiem <span class="_ _8"></span>c<span class="_ _1"></span>enowym –<span class="ff2"> <span class="_ _7"></span><span class="ff1">stos<span class="_ _1"></span>owanie <span class="_ _8"></span>strategii <span class="_ _8"></span>zabezpieczających <span class="_ _0"></span>przed <span class="_ _8"></span>n<span class="_ _1"></span>agłymi <span class="_ _8"></span>zmianami </span></span></span></span></div><div class="t m0 xc h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">cen surowców energetycznych, co pozwala <span class="_ _8"></span>n<span class="_ _1"></span>a stabilizację cen oferowanych produktów.<span class="ff2"> </span></div><div class="t m0 x1 h2 y144 ff1 fs0 fc5 sc0 ls0 ws0">2. Poprawa jakości paliw i bezpieczeństwo użytkowników<span class="ff2"> </span></div><div class="t m0 xa h11 y794 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Inwestycje w p<span class="_ _8"></span>aliwa<span class="_ _1"></span> alternatywne<span class="ff1">–</span> <span class="ff1">wdrażanie biop<span class="_ _0"></span>aliw nowej generacji, <span class="_ _8"></span>takich jak HVO100, które <span class="_ _8"></span>re<span class="_ _1"></span>dukują </span></span></span></div><div class="t m0 xc h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">emisję spalin.<span class="ff2"> </span></div><div class="t m0 xa h11 y753 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zapewnienie <span class="_ _b"> </span>w<span class="_ _1"></span>ysokiej <span class="_ _b"> </span>jakości <span class="_ _b"> </span>p<span class="_ _1"></span>aliw <span class="_ _c"> </span>–<span class="ff2"> <span class="_ _b"> </span></span>s<span class="_ _1"></span>tała <span class="_ _b"> </span>kontrola <span class="_ _c"> </span>jakości <span class="_ _c"> </span>dostarczanych <span class="_ _b"> </span>paliw, <span class="_ _c"> </span>spełniających <span class="_ _b"> </span>normy </span></span></div><div class="t m0 xc h2 y754 ff1 fs0 fc1 sc0 ls0 ws0">europejskie <span class="_ _8"></span>i kra<span class="_ _8"></span>jow<span class="_ _1"></span>e, <span class="_ _8"></span>co prz<span class="_ _0"></span>ekłada <span class="_ _0"></span>się <span class="_ _8"></span>na bezpieczeństwo <span class="_ _8"></span>użytkowników <span class="_ _8"></span>końc<span class="_ _1"></span>owych <span class="_ _8"></span>i <span class="_ _0"></span>wydajność poja<span class="_ _0"></span>zdów.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y120 ff1 fs0 fc5 sc0 ls0 ws0">3. Zapewnienie bezpieczeństwa dostaw i ciąg<span class="_ _0"></span>łości operacyjnej<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yf0a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Inwestycje <span class="_ _5"> </span>w <span class="_ _5"> </span>infrastrukturę <span class="_ _5"> </span>magazynową <span class="_ _5"> </span>i <span class="_ _5"> </span>logistyczną <span class="_ _b"> </span>–<span class="ff2"> <span class="_ _5"> </span>posiadanie <span class="_ _5"> </span>zaplecza <span class="_ _5"> </span>logistycznego, <span class="_ _5"> </span>takiego <span class="_ _5"> </span>jak </span></span></span></div><div class="t m0 xc h2 y7dd ff1 fs0 fc1 sc0 ls0 ws0">terminale paliwowe, zwiększa elastyczność dostaw i <span class="_ _0"></span>zmniejsza ryzyko przerw w dostępności paliw.<span class="ff2"> </span></div><div class="t m0 xa h11 y123 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dostawy <span class="_ _8"></span>paliw <span class="_ _8"></span>do <span class="_ _8"></span>kluczowych <span class="_ _8"></span>se<span class="_ _1"></span>ktorów <span class="_ _7"></span>gos<span class="_ _1"></span>podarki <span class="_ _7"></span>–<span class="_ _1"></span><span class="ff2"> <span class="_ _7"></span>pr<span class="_ _1"></span>iorytetowe <span class="_ _8"></span>zabezpieczenie <span class="_ _8"></span>dostaw <span class="_ _8"></span>dla <span class="_ _8"></span>strategicznych </span></span></span></div><div class="t m0 xc h2 y124 ff1 fs0 fc1 sc0 ls0 ws0">branż, takich jak transport publiczny i przemysł, co ogranicza negatywne skutki gospoda<span class="_ _0"></span>rcze i społeczne.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y125 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Optymalizacja <span class="_ _7"></span>łańcucha <span class="_ _8"></span>dostaw <span class="_ _8"></span>–<span class="ff2"> <span class="_ _7"></span><span class="ff1">efe<span class="_ _1"></span>ktywne <span class="_ _7"></span>zarządzanie <span class="_ _7"></span>logistyką <span class="_ _7"></span>minimalizuje <span class="_ _7"></span>kos<span class="_ _1"></span>zty <span class="_ _7"></span>transportu <span class="_ _8"></span>i <span class="_ _7"></span>ogranicza </span></span></span></span></div><div class="t m0 xc h2 y7de ff1 fs0 fc1 sc0 ls0 ws0">negatywne skutki środowiskowe, np. poprzez <span class="_ _0"></span>wykorzystanie transportu kolejowego zamiast drogowego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y127 ff1 fs0 fc5 sc0 ls0 ws0">4. Transparentność i edukacja konsumentów<span class="ff2"> </span></div><div class="t m0 xa h11 yf0c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Edukacja <span class="_ _9"> </span>klientów  w <span class="_ _c"> </span>zakre<span class="_ _1"></span>sie <span class="_ _9"> </span>nowych  pa<span class="_ _8"></span>liw<span class="_ _1"></span> <span class="_ _9"> </span>i  deka<span class="_ _0"></span>rbonizacji  –<span class="ff2">  </span>orga<span class="_ _0"></span>nizacja  webinariów, <span class="_ _9"> </span>konferencji <span class="_ _9"> </span>i </span></span></div><div class="t m0 xc h2 yc51 ff1 fs0 fc1 sc0 ls0 ws0">konsultacji <span class="_ _8"></span>dl<span class="_ _1"></span>a <span class="_ _0"></span>klientów na <span class="_ _8"></span>temat korzyści płynących <span class="_ _8"></span>z paliw <span class="_ _8"></span>n<span class="_ _1"></span>iskoemisyjnych i <span class="_ _8"></span>optymalizacji zuży<span class="_ _8"></span>c<span class="_ _1"></span>ia <span class="_ _8"></span>e<span class="_ _1"></span>nergii.<span class="ff2"> </span></div><div class="t m0 xa h11 yb4b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Przejrzyste <span class="_ _b"> </span>informowanie <span class="_ _b"> </span>o <span class="_ _b"> </span>jakośc<span class="_ _1"></span>i <span class="_ _5"> </span>pa<span class="_ _1"></span>liw <span class="_ _5"> </span>i<span class="_ _1"></span> <span class="_ _b"> </span>ich <span class="_ _b"> </span>wpływie <span class="_ _b"> </span>n<span class="_ _1"></span>a <span class="_ _b"> </span>środowisko <span class="_ _c"> </span>–<span class="_ _1"></span><span class="ff2"> <span class="_ _b"> </span></span>wdrożenie <span class="_ _b"> </span>jasnej <span class="_ _b"> </span>komunikacji </span></span></div><div class="t m0 xc h2 y102b ff1 fs0 fc1 sc0 ls0 ws0">dotyczącej składu i pocho<span class="_ _1"></span>dzenia oferowanych produktów, w <span class="_ _1"></span>tym oznaczenia zgodności <span class="_ _1"></span>z regulacjami ESG i<span class="_ _1"></span> </div><div class="t m0 xc h2 yf3f ff1 fs0 fc1 sc0 ls0 ws0">Taksonomią UE.<span class="ff2"> </span></div><div class="t m0 xa h11 yf40 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zapewnienie <span class="_ _8"></span>zgodnośc<span class="_ _1"></span>i <span class="_ _8"></span>z <span class="_ _8"></span>normami p<span class="_ _0"></span>rawnymi <span class="_ _8"></span>i konsumenckimi <span class="_ _8"></span>–<span class="ff2"> <span class="_ _8"></span>s<span class="_ _1"></span>tosowanie <span class="_ _8"></span>najlepszych p<span class="_ _0"></span>raktyk <span class="_ _8"></span>w obszarze </span></span></span></div><div class="t m0 xc h2 yf41 ff1 fs0 fc1 sc0 ls0 ws0">ochrony <span class="_ _a"></span>konsumentów, <span class="_ _6"></span>zgodnie <span class="_ _a"></span>z <span class="_ _6"></span>wymogami <span class="_ _a"></span>europejskich <span class="_ _a"></span>regulacji <span class="_ _6"></span>w <span class="_ _a"></span>zakresie <span class="_ _6"></span>bezpieczeństwa <span class="_ _a"></span>i <span class="_ _a"></span>ochrony </div><div class="t m0 xc h2 y189 ff1 fs0 fc1 sc0 ls0 ws0">środowiska.<span class="ff2"> </span></div><div class="t m0 x1 h2 y7cf ff1 fs0 fc0 sc0 ls0 ws0">Polityki związane z konsumentami i użytk<span class="_ _8"></span>o<span class="_ _1"></span>wnikami końcowymi<span class="ff2"> </span></div></div><div class="c x1 y3a2 w3a h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-1<span class="lsc">   <span class="ls1b">MDR</span></span>-P<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ya7b ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _a"></span>szczeblu <span class="_ _a"></span>Grup<span class="_ _1"></span>y <span class="_ _a"></span>UNIMOT <span class="_ _4"></span>nie <span class="_ _4"></span>zostały <span class="_ _4"></span><span class="ff2">dotychczas <span class="_ _a"></span></span>wyznaczone<span class="_ _1"></span> <span class="_ _a"></span>jednolite <span class="_ _4"></span>polityki <span class="_ _a"></span>regulujące <span class="_ _4"></span>kwestię <span class="_ _a"></span>kontaktów <span class="_ _a"></span>z </div><div class="t m0 x1 h2 y14a4 ff2 fs0 fc1 sc0 ls0 ws0">klientem <span class="_ _7"></span><span class="ff1">w <span class="_ _8"></span>kompleksowy <span class="_ _7"></span>s<span class="_ _1"></span>posób<span class="ff2">. <span class="_ _7"></span>Politykami <span class="_ _7"></span><span class="ff1">wyznaczając<span class="ff2">ymi <span class="_ _8"></span><span class="ff1">ogólne <span class="_ _7"></span>standardy <span class="_ _7"></span>w <span class="_ _8"></span>relacjach <span class="_ _7"></span>z <span class="_ _8"></span>każdym <span class="_ _7"></span>intere<span class="_ _1"></span>sariuszem, </span></span></span></span></span></div><div class="t m0 x1 h2 y1347 ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _8"></span>tym <span class="_ _7"></span>z<span class="_ _1"></span> <span class="_ _7"></span>kl<span class="_ _1"></span>ientami <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _7"></span>użyt<span class="_ _1"></span>kownikami <span class="_ _7"></span>końcowymi<span class="_ _1"></span><span class="ff2"> <span class="_ _7"></span><span class="ff1">o<span class="_ _1"></span>raz <span class="_ _7"></span>źródłe<span class="_ _1"></span>m <span class="_ _7"></span>n<span class="_ _1"></span>orm <span class="_ _8"></span>w <span class="_ _8"></span>zakresie <span class="_ _8"></span>uczciwośc<span class="_ _1"></span>i, <span class="_ _7"></span>naruszania<span class="ff2"> <span class="_ _8"></span><span class="ff1">lud<span class="_ _1"></span>zkiej <span class="_ _8"></span>godności </span></span></span></span></div><div class="t m0 x1 h2 yeed ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _7"></span>p<span class="_ _1"></span>rzeciwdziałania <span class="_ _8"></span>dyskryminacji <span class="_ _8"></span>są<span class="ff2"> <span class="_ _8"></span><span class="ff1">Kode<span class="_ _1"></span>ks <span class="_ _7"></span>E<span class="_ _1"></span>tyki <span class="_ _7"></span>Gru<span class="_ _1"></span>py <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>oraz <span class="_ _8"></span>Poli<span class="_ _1"></span>tyka <span class="_ _8"></span>Poszanowania <span class="_ _8"></span>Praw <span class="_ _8"></span>C<span class="_ _1"></span>złowieka<span class="ff2">,<span class="_ _1"></span> <span class="_ _7"></span>opisan<span class="ls4f">e </span></span></span></span></div><div class="t m0 x1 h2 y448 ff1 fs0 fc1 sc0 ls0 ws0">szczegółowo<span class="ff2"> <span class="_ _c"> </span>w <span class="_ _c"> </span>ramach <span class="_ _c"> </span>ujawniania <span class="_ _c"> </span>G-1. <span class="_ _9"> </span></span>Kwestie <span class="_ _c"> </span>prywatności <span class="_ _c"> </span>klientów<span class="_ _1"></span> <span class="_ _c"> </span>zostały <span class="_ _b"> </span>ure<span class="_ _1"></span>gulowane <span class="_ _c"> </span>w<span class="_ _1"></span><span class="ff2"> <span class="_ _c"> </span>Polityce <span class="_ _c"> </span>Danych </span></div><div class="t m0 x1 h2 ycad ff2 fs0 fc1 sc0 ls0 ws0">Osobowych Grupy UNIMOT<span class="ls2">. </span><span class="ff1">Stos<span class="_ _1"></span>owane są również, na poziomie Spółe<span class="_ _1"></span>k, adekwatne do potrzeb i zgodne z prawe<span class="_ _1"></span>m, </span></div><div class="t m0 x1 h2 y14a5 ff2 fs0 fc1 sc0 ls0 ws0">procedury <span class="_ _a"></span>reklamacy<span class="ff1">jne <span class="_ _a"></span>oraz <span class="_ _a"></span>wzorce <span class="_ _a"></span>umów</span>.<span class="_ _1"></span> <span class="_ _a"></span><span class="ff1">Podejście <span class="_ _a"></span>to <span class="_ _a"></span>zap<span class="_ _8"></span>e<span class="_ _1"></span>wnia <span class="_ _a"></span>zgodność <span class="_ _a"></span>z <span class="_ _a"></span>obowiązującymi <span class="_ _6"></span>pr<span class="_ _1"></span>zepisami <span class="_ _6"></span>pr<span class="_ _1"></span>awa </span></div><div class="t m0 x1 h2 y106d ff1 fs0 fc1 sc0 ls0 ws0">oraz  umożliwia <span class="_ _9"> </span>zachowanie  elastyczności  w  z<span class="_ _0"></span>arządzaniu  relacjami <span class="_ _9"> </span>z  klientami <span class="_ _9"> </span>w  ramach  różnych  segmentów<span class="_ _0"></span> </div><div class="t m0 x1 h2 y106e ff1 fs0 fc1 sc0 ls0 ws0">działalności Grupy UNIMOT.<span class="ff2"> </span></div><div class="t m0 x1 h2 y8e7 ff2 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT <span class="ff1">rozważy konieczność przygotowania </span>stosown<span class="ls16">ej</span> polity<span class="_ _0"></span>ki <span class="ff1">w średniookresow<span class="_ _1"></span>ym <span class="_ _0"></span>horyzoncie czasowym.<span class="ff2"> </span></span></div><div class="t m0 x1 h2 yddb ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>raportowanym <span class="_ _4"></span>okresie <span class="_ _5"> </span>nie <span class="_ _4"></span>odnotowano <span class="_ _4"> </span>przypadków <span class="_ _4"></span>niep<span class="_ _1"></span>rzestrzegania <span class="_ _a"></span>W<span class="_ _1"></span>ytycznych <span class="_ _4"></span>ONZ <span class="_ _4"></span>dotyczących <span class="_ _4"> </span>bizne<span class="_ _1"></span>su <span class="_ _4"></span>i </div><div class="t m0 x1 h2 y14a6 ff1 fs0 fc1 sc0 ls0 ws0">praw <span class="_ _1"></span>człowieka, <span class="_ _1"></span>De<span class="_ _1"></span>klaracji Mię<span class="_ _1"></span>dzynarodowej <span class="_ _1"></span>Organizacji <span class="_ _1"></span>Pracy <span class="_ _1"></span>dotyczącej <span class="_ _1"></span>podstawowych <span class="_ _6"></span>zasad <span class="_ _1"></span>i <span class="_ _6"></span>praw <span class="_ _1"></span>w <span class="_ _6"></span>pracy <span class="_ _1"></span>lub </div><div class="t m0 x1 h2 y14a7 ff1 fs0 fc1 sc0 ls0 ws0">Wytycznych <span class="_ _7"></span>OECD <span class="_ _7"></span>dla <span class="_ _7"></span>przedsiębiors<span class="_ _1"></span>tw <span class="_ _7"></span>międzynarodowych, <span class="_ _7"></span>kt<span class="_ _1"></span>óre <span class="_ _7"></span>dotyczą <span class="_ _7"></span>konsumentów<span class="_ _1"></span> <span class="_ _7"></span>lub <span class="_ _7"></span>użytkowników <span class="_ _7"></span>końcowych </div><div class="t m0 x1 h2 y33c ff1 fs0 fc1 sc0 ls0 ws0">zarówno <span class="_ _4"></span>w <span class="_ _4"> </span>ram<span class="_ _1"></span>ach <span class="_ _4"></span>operacji <span class="_ _5"> </span>własnych <span class="_ _5"> </span>Grupy <span class="_ _4"></span>UNIMOT, <span class="_ _5"> </span>jak <span class="_ _4"></span>i <span class="_ _5"> </span>w <span class="_ _4"></span>r<span class="_ _1"></span>amach <span class="_ _4"></span>łańcucha <span class="_ _4"></span>wartośc<span class="_ _1"></span>i <span class="_ _4"></span>na <span class="_ _4"></span>wyższym <span class="_ _5"> </span>i <span class="_ _4"> </span>niższym<span class="_ _1"></span> </div><div class="t m0 x1 h2 ycb4 ff2 fs0 fc1 sc0 ls0 ws0">szczeblu. </div><div class="t m0 x1 h2 y10b2 ff1 fs0 fc5 sc0 ls0 ws0">Prywatność klientów<span class="ff2"> </span></div><div class="t m0 x1 h2 y10d2 ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienie wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pff7" class="pf w0 h0" ><div class="pc pcf7 w0 h0"><img class="bi x9 y14a8 w9 h224" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">247<span class="ls0"> </span></div></div><div class="c x1 y1427 w6c h147"><div class="t m0 xb h2 y939 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y1427 w6d h147"><div class="t m0 x111 h2 y939 ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y1428 w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y1428 w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S4 Konsumenci i użytkownicy końcowi<span class="ff2"> </span></div></div><div class="c x1 y14a9 w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e y14a9 w6d h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Prywatność klientów <span class="ff2"> </span></div></div><div class="c x1 y143 w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y14aa w6e h64"><div class="t m0 xb h2 y142b ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y143 w6d h64"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y14ab w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y14ab w6d hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Inspektor Ochrony Danych Osobowych w UNIMOT S.A. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1405 ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnego tematu </div><div class="t m0 x1 h2 y14ac ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _7"></span>dba <span class="_ _7"></span>o <span class="_ _7"></span>prawo<span class="_ _1"></span> <span class="_ _7"></span>do <span class="_ _7"></span>prywatności <span class="_ _7"></span>klientów <span class="_ _7"></span>przes<span class="_ _1"></span>trzegając <span class="_ _7"></span>w <span class="_ _7"></span>tym <span class="_ _7"></span>obszarze <span class="_ _7"></span>obowiązujących <span class="_ _8"></span>przepisów <span class="_ _7"></span>prawa. <span class="_ _7"></span>Kwestie </div><div class="t m0 x1 h2 y14ad ff1 fs0 fc1 sc0 ls0 ws0">związane <span class="_ _17"> </span>z <span class="_ _17"> </span>bezpieczeństwem <span class="_ _17"> </span>i<span class="_ _1"></span> <span class="_ _17"> </span>ochroną <span class="_ _17"> </span>danych <span class="_ _17"> </span>osobowych <span class="_ _17"> </span>s<span class="_ _1"></span>zczegółowo <span class="_ _17"> </span>regulowane <span class="_ _17"> </span>są <span class="_ _17"> </span>poprzez <span class="_ _17"> </span>Politykę </div><div class="t m0 x1 h2 y14ae ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwa <span class="_ _17"> </span>Danych <span class="_ _19"> </span>Osobowych. <span class="_ _19"> </span>Celem <span class="_ _17"> </span>polityki<span class="ff2"> <span class="_ _19"> </span></span>jest <span class="_ _17"> </span>określenie <span class="_ _19"> </span>zasad <span class="_ _19"> </span>i <span class="_ _17"> </span>procedur <span class="_ _19"> </span>obowiązujących <span class="_ _17"> </span>przy </div><div class="t m0 x1 h2 y14af ff2 fs0 fc1 sc0 ls0 ws0">przetwarzaniu danych osobowych we wszystkich procesach administrowanych przez pod<span class="_ _0"></span>mioty z Grupy UNIMOT. <span class="_ _1"></span> </div></div><div class="c x1 y14b0 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-4   MDR-A<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ydcc ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _5"> </span>tros<span class="_ _1"></span>ce <span class="_ _5"> </span>o <span class="_ _b"> </span>przejrzystość <span class="_ _5"> </span>informacji <span class="_ _5"> </span>Grupa <span class="_ _b"> </span>publikuje <span class="_ _b"> </span>zasady <span class="_ _5"> </span>przetwarzania <span class="_ _5"> </span>d<span class="_ _1"></span>anych <span class="_ _5"> </span>oso<span class="_ _1"></span>bowych <span class="_ _5"> </span>kontrahentów. <span class="_ _5"> </span>W </div><div class="t m0 x1 h2 y141a ff1 fs0 fc1 sc0 ls0 ws0">ramach <span class="_ _b"> </span>Grupy <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>przeprowadza<span class="_ _0"></span>ne <span class="_ _c"> </span>są <span class="_ _b"> </span>cykliczne <span class="_ _c"> </span>szkolenia <span class="_ _b"> </span>pogłę<span class="_ _1"></span>biające <span class="_ _b"> </span>wiedzę <span class="_ _c"> </span>niezbędną <span class="_ _b"> </span>do <span class="_ _c"> </span>poprawnego </div><div class="t m0 x1 h2 yb49 ff2 fs0 fc1 sc0 ls0 ws0">przetwarzania <span class="_ _e"> </span>danych <span class="_ _e"> </span>o<span class="_ _1"></span>sobowych. <span class="_ _d"> </span><span class="ff1">Grupa <span class="_ _e"> </span>przestrzega <span class="_ _e"> </span>ró<span class="_ _1"></span>wnież <span class="_ _e"> </span>przepisów <span class="_ _d"> </span>dotyczących <span class="_ _e"> </span>ochrony <span class="_ _e"> </span>prywatnośc<span class="_ _1"></span>i <span class="_ _e"> </span>i </span></div><div class="t m0 x1 h2 y1108 ff1 fs0 fc1 sc0 ls0 ws0">stosowania plików cookie na stronach internetowych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y108b ff1 fs0 fc1 sc0 ls0 ws0">Więcej <span class="_ _8"></span>informacji <span class="_ _0"></span>na <span class="_ _8"></span>temat <span class="_ _8"></span>o<span class="_ _1"></span>chrony <span class="_ _8"></span>prywatności, <span class="_ _0"></span>w <span class="_ _8"></span>tym <span class="_ _8"></span>ró<span class="_ _1"></span>wnież <span class="_ _8"></span>klientów, a<span class="_ _0"></span> <span class="_ _8"></span>także <span class="_ _8"></span>funkcjonujących w <span class="_ _7"></span>Grupie UNIMOT<span class="_ _8"></span> </div><div class="t m0 x1 h2 yebe ff1 fs0 fc1 sc0 ls0 ws0">procesów, <span class="_ _1"></span>zaprezentowano w ramach <span class="_ _1"></span>ujawnienia S1<span class="_ _1"></span><span class="ff2">-</span>3 <span class="_ _1"></span>w częś<span class="_ _1"></span>ci 3.1.6. <span class="_ _1"></span>Bezpieczne i <span class="_ _1"></span>ergonomiczne <span class="_ _1"></span>środowisko pracy </div><div class="t m0 x1 h2 y1109 ff2 fs0 fc1 sc0 ls0 ws0">- <span class="ff1">Prywatność </span>- ochrona danych osobowych. </div></div><div class="c x1 y121a w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-5   MDR-T   MDR-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y141c ff1 fs0 fc1 sc0 ls0 ws0">Wynikającym <span class="_ _7"></span>ze <span class="_ _7"></span>S<span class="_ _1"></span>trategii <span class="_ _7"></span>celem <span class="_ _7"></span>w <span class="_ _8"></span>ramach <span class="_ _7"></span>tematu <span class="_ _8"></span>istotnego <span class="_ _8"></span>jest <span class="_ _7"></span>funkcjonowanie <span class="_ _7"></span>szczelnego <span class="_ _7"></span>syste<span class="_ _1"></span>mu <span class="_ _7"></span>ochrony <span class="_ _7"></span>danych, </div><div class="t m0 x1 h2 y14b1 ff1 fs0 fc1 sc0 ls0 ws0">wzmocnienie <span class="_ _a"></span>odporności <span class="_ _a"></span>na <span class="_ _a"></span>z<span class="_ _1"></span>agrożenia <span class="_ _a"></span>płynące <span class="_ _a"></span>z <span class="_ _a"></span>cyberprzes<span class="_ _1"></span>trzeni, <span class="_ _a"></span>a <span class="_ _a"></span>miernikiem <span class="_ _a"></span>jego <span class="_ _4"> </span>re<span class="_ _1"></span>alizacji <span class="_ _6"></span>licz<span class="_ _1"></span>ba <span class="_ _a"></span>incydentów </div><div class="t m0 x1 h2 y262 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa związanych z naruszeniem danych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y440 ff1 fs0 fc0 sc0 ls0 ws0">Procesy współpracy w zakresie odd<span class="_ _0"></span>ziaływań z konsumentami i użytkownikami końcowymi<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y12b0 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-2 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yd13 ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienia wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y330 w6c h63"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y330 w6d h63"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y14b2 w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y14b2 w6d h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S4 Konsumenci i użytkownicy końcowi<span class="ff2"> </span></div></div><div class="c x1 y14b3 w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Temat istotny </div></div><div class="c x7e y14b3 w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wolność wypowiedzi<span class="ff2"> </span></div></div><div class="c x1 ybb w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y14b4 w6e hf4"><div class="t m0 xb h2 ybc6 ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e ybb w6d hf4"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y364 w6c h103"><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y364 w6d h103"><div class="t m0 x111 h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu ds. <span class="ff2">Transformacji Energetycznej w </span></div><div class="t m0 x111 h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. </div><div class="t m0 x111 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Dyrektor ds. Marketingu w UNIMOT S.A. </div><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Zarządy Spółek zależnych<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y106d ff1 fs0 fc1 sc0 ls0 ws0">Grupa nie <span class="_ _1"></span>wdrożyła <span class="_ _1"></span>ogólnego <span class="_ _1"></span>procesu <span class="_ _1"></span>współpracy <span class="_ _1"></span>z kons<span class="_ _1"></span>umentami lub <span class="_ _1"></span>użytkownikami <span class="_ _1"></span>końcowymi <span class="_ _1"></span>przy <span class="_ _1"></span>zarządzaniu </div><div class="t m0 x1 h2 y106e ff1 fs0 fc1 sc0 ls0 ws0">wpływem. <span class="_ _1"></span>Współpraca <span class="_ _1"></span>taka <span class="_ _1"></span>o<span class="_ _1"></span>dbywa <span class="_ _1"></span>się <span class="_ _6"></span>na <span class="_ _1"></span>bieżąco <span class="_ _1"></span>w <span class="_ _6"></span>trakcie<span class="_ _1"></span> <span class="_ _1"></span>spotkań <span class="_ _1"></span>oraz <span class="_ _1"></span>wymi<span class="_ _1"></span>any <span class="_ _1"></span>korespondencji. <span class="_ _1"></span>Zarząd <span class="_ _1"></span>uw<span class="_ _1"></span>aża </div><div class="t m0 x1 h2 y14b5 ff1 fs0 fc1 sc0 ls0 ws0">takie po<span class="_ _1"></span>dejście <span class="_ _1"></span>za <span class="_ _1"></span>najbardziej <span class="_ _1"></span>efektywne. <span class="_ _6"></span>Współpraca <span class="_ _1"></span>odbywa <span class="_ _1"></span>się <span class="_ _1"></span>również <span class="_ _1"></span>za <span class="_ _1"></span>pośre<span class="_ _1"></span>dnictwem organizacji <span class="_ _1"></span>lub <span class="_ _1"></span>innych </div><div class="t m0 x1 h2 y14b6 ff1 fs0 fc1 sc0 ls0 ws0">podmiotów <span class="_ _5"> </span>uprawnionych <span class="_ _5"> </span>do <span class="_ _5"> </span>reprezento<span class="_ _1"></span>wania <span class="_ _4"> </span>określone<span class="_ _1"></span>j <span class="_ _5"> </span>grupy<span class="_ _0"></span> <span class="_ _5"> </span>klientów <span class="_ _5"> </span>lub <span class="_ _5"> </span>użytkowników<span class="_ _1"></span>. <span class="_ _5"> </span>Grupa <span class="_ _5"> </span>nie <span class="_ _5"> </span>wskazała </div><div class="t m0 x1 h2 y13f2 ff1 fs0 fc1 sc0 ls0 ws0">również <span class="_ _b"> </span>jednej <span class="_ _5"> </span>osoby, <span class="_ _b"> </span>która <span class="_ _5"> </span>byłaby <span class="_ _b"> </span>odpowiedzialna <span class="_ _5"> </span>za <span class="_ _b"> </span>pro<span class="_ _1"></span>wadzenie <span class="_ _5"> </span>dialogu <span class="_ _b"> </span>i <span class="_ _5"> </span>proces<span class="_ _6"></span>ów <span class="_ _5"> </span>ws<span class="_ _1"></span>półpracy <span class="_ _5"> </span>z <span class="_ _5"> </span>klie<span class="_ _1"></span>ntami. </div><div class="t m0 x1 h2 y1197 ff1 fs0 fc1 sc0 ls0 ws0">Odpowiadają za nie właściciele p<span class="_ _0"></span>oszczególnych procesów/ obszarów w Spółkach. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yfac ff1 fs0 fc1 sc0 ls0 ws0">Proces  d<span class="_ _0"></span>ialogu <span class="_ _9"> </span>odbywa <span class="_ _c"> </span>s<span class="_ _1"></span>ię <span class="_ _9"> </span>z <span class="_ _9"> </span>poszanowaniem  pra<span class="_ _0"></span>w <span class="_ _9"> </span>człowieka, <span class="_ _9"> </span>etyki <span class="_ _9"> </span>i <span class="_ _9"> </span>wzajemne<span class="_ _1"></span>go <span class="_ _9"> </span>szacunku. <span class="_ _9"> </span>Grupa <span class="_ _9"> </span>UNIMOT </div><div class="t m0 x1 h2 y14b7 ff1 fs0 fc1 sc0 ls0 ws0">respektuje <span class="_ _4"></span>prawo <span class="_ _4"></span>klientów <span class="_ _4"></span>i <span class="_ _a"></span>użytkowników <span class="_ _4"></span>swoich <span class="_ _4"></span>produktów <span class="_ _4"></span>i <span class="_ _4"></span>usług <span class="_ _4"></span>do <span class="_ _4"></span>wolności <span class="_ _4"></span>wypowiedzi <span class="_ _a"></span>zarówno <span class="_ _4"></span>w <span class="_ _4"></span>trakcie </div><div class="t m0 x1 h2 y123e ff1 fs0 fc1 sc0 ls0 ws0">bezpośrednich <span class="_ _8"></span>spotkań, <span class="_ _0"></span>jak <span class="_ _8"></span>równie<span class="_ _1"></span>ż <span class="_ _8"></span>w <span class="_ _8"></span>ramach <span class="_ _0"></span>komun<span class="ff2">ikacji <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>social <span class="_ _0"></span>mediach. <span class="_ _8"></span><span class="ff1">Grupa <span class="_ _0"></span>uruchomiła <span class="_ _8"></span>rów<span class="_ _1"></span>nież <span class="_ _8"></span>dedykowany </span></span></div><div class="t m0 x1 h2 y14b8 ff1 fs0 fc1 sc0 ls0 ws0">dla <span class="_ _1"></span>klientów <span class="_ _1"></span>stacji <span class="_ _1"></span>paliw <span class="_ _1"></span>AVIA <span class="_ _1"></span>–<span class="ff2"> <span class="_ _1"></span></span>formularz <span class="_ _1"></span>kontaktu, <span class="_ _6"></span>za <span class="_ _1"></span>pośrednictwem <span class="_ _1"></span>którego <span class="_ _1"></span>klienci <span class="_ _1"></span>mogą <span class="_ _1"></span>zgłaszać <span class="_ _1"></span>swoje <span class="_ _1"></span>uw<span class="_ _1"></span>agi, </div><div class="t m0 x1 h2 y14b9 ff1 fs0 fc1 sc0 ls0 ws0">opinie oraz składać pytania. <span class="ff2">  </span></div><div class="t m0 x1 h2 y14ba ff1 fs0 fc1 sc0 ls0 ws0">Od <span class="_ _6"></span>2023 <span class="_ _a"></span>roku <span class="_ _a"></span>Grupa <span class="_ _a"></span>UNIMOT <span class="_ _6"></span>prow<span class="_ _1"></span>adzi <span class="_ _6"></span>komunikację <span class="_ _a"></span>z <span class="_ _a"></span>klientami <span class="_ _6"></span>na <span class="_ _a"></span>temat <span class="_ _a"></span>wybranych <span class="_ _a"></span>aspektów <span class="_ _a"></span>zrównoważonego </div><div class="t m0 x1 h2 y14bb ff1 fs0 fc1 sc0 ls0 ws0">rozwoju.  Podejmowane  działania  mają  n<span class="_ _1"></span>a  celu  zwiększenie<span class="_ _1"></span>  świadomości  klientów  odnośnie  istotnych  kwes<span class="_ _1"></span>tii </div></div></div><div class="pi" ></div></div><div id="pff8" class="pf w0 h0" ><div class="pc pcf8 w0 h0"><img class="bi x9 yce4 w9 h167" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">248<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">dotyczących <span class="_ _8"></span>oc<span class="_ _1"></span>hrony <span class="_ _8"></span>klimatu, a <span class="_ _8"></span>co za <span class="_ _8"></span>tym związane, <span class="_ _8"></span>kreowanie odpowiedzia<span class="_ _0"></span>lnych <span class="_ _0"></span>postaw <span class="_ _0"></span>zakupowych zmierzają<span class="_ _8"></span>c<span class="_ _1"></span>ych </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _7"></span>dekarbonizacji <span class="_ _7"></span>tr<span class="_ _1"></span>ansportu. <span class="_ _7"></span>Wynikiem <span class="_ _7"></span>w<span class="_ _1"></span>spółpracy <span class="_ _7"></span>jest <span class="_ _8"></span>m. <span class="_ _7"></span>in. <span class="_ _7"></span>uru<span class="_ _1"></span>chomienie <span class="_ _7"></span>pilotażowego <span class="_ _7"></span>projektu <span class="_ _7"></span>ws<span class="_ _1"></span>półpracy <span class="_ _7"></span>Grupy </div><div class="t m0 x1 h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _8"></span>z <span class="_ _8"></span>Raben Transport, <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _8"></span>rama<span class="ff1">ch którego <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>zaop<span class="_ _1"></span>atruje <span class="_ _8"></span>flotę <span class="_ _0"></span>firmy <span class="_ _8"></span>w <span class="_ _8"></span>p<span class="_ _1"></span>aliwo <span class="_ _8"></span>HVO100<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span>(paliwo <span class="_ _8"></span>syntetyczne </span></span></div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">na bazie hydrorafinowanego oleju roślinnego), wspierając tym samym jej strategię dekarbonizacji.<span class="ff2"> </span></div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">Od <span class="_ _0"></span>7 maja<span class="_ _0"></span> 2024 <span class="_ _8"></span>ro<span class="_ _1"></span>ku pali<span class="_ _8"></span>w<span class="_ _1"></span>o HVO na <span class="_ _8"></span>stacji AVIA zna<span class="_ _0"></span>jdującej się <span class="_ _8"></span>w<span class="_ _1"></span> My<span class="_ _8"></span>szęc<span class="_ _1"></span>inie <span class="_ _8"></span>mogą zatankować kli<span class="_ _8"></span>e<span class="_ _1"></span>nci indy<span class="_ _0"></span>widualni.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y794 ff2 fs0 fc5 sc0 ls0 ws0">Odpowiedzialna komunikacja marketingowa </div><div class="t m0 x1 h2 y11d ff2 fs0 fce sc0 ls0 ws0">Istotne zagadnienia <span class="ff1">wynikające z badania podwójnej istotności </span> </div></div><div class="c x1 y14bc w6c h63"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y14bc w6d h63"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y14bd w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y14bd w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S4 Konsumenci i użytkownicy końcowi<span class="ff2"> </span></div></div><div class="c x1 y737 w6c h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e y737 w6d h5b"><div class="t m0 x111 h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Odpowiedzialne praktyki marketingowe </div><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Dostęp do informacji<span class="ff2">  </span></div></div><div class="c x1 y233 w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y14be w6e hf4"><div class="t m0 xb h2 y142b ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y233 w6d hf4"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y24 w6c h117"><div class="t m0 xb h2 y14bf ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y24 w6d h117"><div class="t m0 x111 h2 y14bf ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu ds. Transformacji Energetycznej w </div><div class="t m0 x111 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. </div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Dyrektor ds. Marketingu w UNIMOT S.A. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y105 ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie <span class="ff1">istotnych tematów</span> </div></div><div class="c x1 y4df w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-1   MDR-P<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y4e1 ff1 fs0 fc1 sc0 ls0 ws0">Branża <span class="_ _9"> </span>paliwowa,  ze <span class="_ _9"> </span>względu  na <span class="_ _9"> </span>specyfikę<span class="ff2">,  ponosi <span class="_ _9"> </span></span>szczególną  odp<span class="_ _8"></span>o<span class="_ _1"></span>wiedzialność  za <span class="_ _9"> </span>przekazy<span class="_ _0"></span>wanie  rzetelnych </div><div class="t m0 x1 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">informacji dotyczących swoich produktów i ich <span class="_ _0"></span>wpływu na środowisko<span class="_ _1"></span><span class="ff2"> </span>i postawy społeczne<span class="ff2">. </span></div><div class="t m0 x1 h2 y14c0 ff2 fs0 fc1 sc0 ls0 ws0">R<span class="ff1">ozwijanie <span class="_ _5"> </span>odpowiedzialnej <span class="_ _5"> </span>komunikacji <span class="_ _5"> </span>marketingowej <span class="_ _5"> </span>je<span class="_ _1"></span>st <span class="_ _5"> </span>dla <span class="_ _5"> </span>UNIMOT <span class="_ _b"> </span>jednym <span class="_ _5"> </span>z <span class="_ _5"> </span>priorytetó<span class="_ _1"></span>w <span class="_ _5"> </span>i <span class="_ _5"> </span>znajduje <span class="_ _5"> </span>sw<span class="_ _1"></span>oje </span></div><div class="t m0 x1 h2 y12ae ff2 fs0 fc1 sc0 ls0 ws0">miejsce <span class="_ _c"> </span>w <span class="_ _b"> </span>S<span class="_ _1"></span>trategii <span class="_ _b"> </span>Grupy. <span class="_ _9"> </span><span class="ff1">W <span class="_ _b"> </span>fo<span class="_ _1"></span>rmie <span class="_ _b"> </span>Proc<span class="_ _1"></span>edury <span class="_ _b"> </span>opracowano <span class="_ _c"> </span>i <span class="_ _c"> </span>wdrożono <span class="_ _c"> </span>również <span class="_ _c"> </span>formalne <span class="_ _c"> </span>zasady <span class="_ _c"> </span>komunikacji </span></div><div class="t m0 x1 h2 y4e4 ff1 fs0 fc1 sc0 ls0 ws0">marketingowej. <span class="_ _4"> </span>Do<span class="_ _1"></span>kument <span class="_ _4"> </span>określa <span class="_ _5"> </span>standardy <span class="_ _4"> </span>działań <span class="_ _5"> </span>marketingowych <span class="_ _5"> </span>w <span class="_ _5"> </span>ramach <span class="_ _5"> </span>Grupy, <span class="_ _4"> </span>zapewniając <span class="_ _5"> </span>zgodność <span class="_ _5"> </span>z </div><div class="t m0 x1 h2 y4e5 ff1 fs0 fc1 sc0 ls0 ws0">obowiązującymi <span class="_ _4"></span>przepisami <span class="_ _5"> </span>prawa <span class="_ _4"> </span>oraz <span class="_ _5"> </span>dobrymi <span class="_ _5"> </span>praktykami. <span class="_ _5"> </span>Powyższe <span class="_ _b"> </span><span class="ff2">ma <span class="_ _4"> </span>na <span class="_ _5"> </span>celu <span class="_ _5"> </span>budowanie <span class="_ _5"> </span>transparentnych <span class="_ _4"> </span>i </span></div><div class="t m0 x1 h2 y4e6 ff1 fs0 fc1 sc0 ls0 ws0">odpowiedzialnych relacji z klientami, a<span class="_ _0"></span> także zgodność z regulacjami branżowymi i etycznymi.<span class="ff2"> </span></div><div class="t m0 x1 h2 y14c1 ff1 fs0 fc1 sc0 ls0 ws0">Kluczowe aspekty odpowiedzialnych praktyk marketingowych i dostę<span class="_ _1"></span>pu do informacji w Grupie UNIMOT opierają się </div><div class="t m0 x1 h2 y14c2 ff2 fs0 fc1 sc0 ls0 ws0">na czterech segmentach: </div><div class="t m0 xa h11 y65e ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Transparentność i <span class="ff2">wiarygodna informacja </span></span></span></div><div class="t m0 xa h11 y14c3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Informowanie o <span class="_ _1"></span>składzie i jakości paliw: Grupa UNIMOT <span class="_ _1"></span>informuje s<span class="_ _1"></span>woich klientów o składzie ofe<span class="_ _1"></span>rowanych </span></span></div><div class="t m0 xc h2 y4ea ff1 fs0 fc1 sc0 ls0 ws0">paliw, w tym zawartości substancji chemicznych, a ta<span class="_ _0"></span>kże ich wpływie na środowisko;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y4eb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Przekazy <span class="_ _6"></span>są <span class="_ _a"></span>przejrzyste <span class="_ _a"></span>i <span class="_ _6"></span>pozbawione <span class="_ _a"></span>skomplikowanego <span class="_ _6"></span>ję<span class="_ _1"></span>zyka, <span class="_ _6"></span>który <span class="_ _6"></span>mó<span class="_ _1"></span>głby <span class="_ _6"></span>zaciemniać <span class="_ _a"></span>fakty <span class="_ _a"></span>dotyczące </span></span></div><div class="t m0 xc h2 y14c4 ff1 fs0 fc1 sc0 ls0 ws0">np. ich wpływu na środowisko;<span class="ff2"> </span></div><div class="t m0 xa h11 y14c5 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2">Uczciwa polityka cenowa </span></span></div><div class="t m0 xa h11 y573 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Grupa  UNIMOT  w  ja<span class="_ _0"></span>sny  i  zrozumiały  sposób  komunikuje  o <span class="_ _9"> </span>cenach  swoic<span class="_ _1"></span>h  produkt<span class="_ _0"></span>ów  oraz  akcjach </span></span></div><div class="t m0 xc h2 y14c6 ff2 fs0 fc1 sc0 ls0 ws0">promocyjnych; </div><div class="t m0 xa h11 y136 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">Ceny oferowanych produktów są zgodne z realiami rynkowymi;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y137 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Dostosowanie komunikacji do różnych grup odbiorców<span class="ff2 fc1"> </span></span></span></div><div class="t m0 x15 h2 y14c7 ff1 fs0 fc1 sc0 ls0 ws0">Strona <span class="_ _7"></span>internetowa <span class="_ _7"></span>Grupy <span class="_ _7"></span>UNIMOT <span class="_ _7"></span>je<span class="_ _1"></span>st <span class="_ _7"></span>dostosowana <span class="_ _7"></span>do <span class="_ _7"></span>potrzeb <span class="_ _7"></span>os<span class="_ _1"></span>ób <span class="_ _7"></span>z <span class="_ _7"></span>niepełnosprawnościami, <span class="_ _7"></span>co <span class="_ _7"></span>zapewnia <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x15 h2 y14c8 ff1 fs0 fc1 sc0 ls0 ws0">dostępność informacji dla wszystkich klientów<span class="ff2">; </span></div><div class="t m0 xa h11 y44 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Poszanowanie prywatności klientów<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 y14c9 ff1 fs0 fc1 sc0 ls0 ws0">Grupa przestrzega przepisów dotyczących ochrony prywatności i stosowania plik<span class="_ _8"></span>ó<span class="_ _1"></span>w cookie na stronach </div><div class="t m0 xc h2 y14ca ff2 fs0 fc1 sc0 ls0 ws0">internetowych. </div><div class="t m0 x1 h2 y14cb ff1 fs0 fc1 sc0 ls0 ws0">Grupa  UNIMOT <span class="_ _e"> </span>działa <span class="_ _e"> </span>zgodnie <span class="_ _e"> </span>z  krajowymi  o<span class="_ _1"></span>raz  mię<span class="_ _1"></span>dzynarodowymi  przepisami <span class="_ _e"> </span>dotyczącymi <span class="_ _e"> </span>marketingu.  W </div><div class="t m0 x1 h2 yfb0 ff1 fs0 fc1 sc0 ls0 ws0">szczególności <span class="_ _a"></span>przestrzegane <span class="_ _4"></span>są <span class="_ _a"></span>wytyczne <span class="_ _4"></span>wydawane <span class="_ _a"></span>prze<span class="_ _1"></span>z <span class="_ _a"></span>Międzynarodową <span class="_ _a"></span>I<span class="_ _1"></span>zbę <span class="_ _a"></span>Handlową <span class="_ _a"></span>(ICC),<span class="_ _1"></span> <span class="_ _a"></span>a <span class="_ _a"></span>t<span class="_ _1"></span>akże <span class="_ _a"></span>normy </div><div class="t m0 x1 h2 y14cc ff1 fs0 fc1 sc0 ls0 ws0">Komisji <span class="_ _4"></span>Etyki <span class="_ _a"></span>Reklamy <span class="_ _4"></span>w <span class="_ _4"></span>Polsce<span class="_ _1"></span>. <span class="_ _a"></span>Działania <span class="_ _4"></span>marketingowe <span class="_ _4"> </span>Grupy <span class="_ _4"></span>są <span class="_ _4"></span>również <span class="_ _4"></span>zgodne <span class="_ _4"></span>z <span class="_ _a"></span>Ko<span class="_ _1"></span>deksem <span class="_ _4"></span>dobrych <span class="_ _a"></span>praktyk </div><div class="t m0 x1 h2 y953 ff1 fs0 fc1 sc0 ls0 ws0">reklamy, co gwarantuje odpowiedzialne i <span class="_ _8"></span>e<span class="_ _1"></span>tyczne podejście do komunikacji z klientami.<span class="ff2"> </span></div></div><div class="c x1 y227 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-4   MDR-A   <span class="fc1"> </span></span></div></div></div><div class="pi" ></div></div><div id="pff9" class="pf w0 h0" ><div class="pc pcf9 w0 h0"><img class="bi x9 y29c w9 h132" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">249<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Działania <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>obszaru<span class="_ _1"></span> <span class="_ _8"></span>komunikac<span class="_ _1"></span>ji <span class="_ _8"></span>spółki są <span class="_ _8"></span>zróżnicow<span class="_ _1"></span>ane <span class="_ _8"></span>pod kątem <span class="_ _8"></span>o<span class="_ _1"></span>dbiorcy <span class="_ _8"></span>komunikatu,<span class="_ _1"></span> <span class="_ _8"></span>co wymaga <span class="_ _0"></span>odpowiedniego </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">dostosowywania <span class="_ _8"></span>ich treści. Na<span class="_ _0"></span> portfolio <span class="_ _8"></span>usługowe i <span class="_ _8"></span>produktowe Grupy <span class="_ _8"></span>składają się <span class="_ _8"></span>rozwiązania dedyk<span class="_ _0"></span>owane za<span class="_ _0"></span>równo </div><div class="t m0 x1 h2 y142 ff2 fs0 fc1 sc0 ls0 ws0">klientom biznesow<span class="_ _1"></span>ym, jak i <span class="_ _1"></span>indywidualnym<span class="ff1">, <span class="_ _1"></span>a <span class="_ _1"></span>działania marketingowe <span class="_ _1"></span>–</span> <span class="_ _1"></span><span class="ff1">ze w<span class="_ _1"></span>zględu na m<span class="_ _1"></span>nogość <span class="_ _1"></span>interesariuszy i ich </span></div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">dywersyfikację –<span class="ff2"> </span>są prowadzone na szeroką skalę. <span class="ff2"> </span></div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _e"> </span>raportowanym <span class="_ _e"> </span>okres<span class="_ _1"></span>ie <span class="_ _e"> </span>Grupa <span class="_ _e"> </span>UNIMOT <span class="_ _d"> </span>podejmowała <span class="_ _e"> </span>działania <span class="_ _e"> </span>prowa<span class="_ _1"></span>dzące <span class="_ _e"> </span>do <span class="_ _e"> </span>wy<span class="_ _1"></span>korzystania <span class="_ _e"> </span>komunikacji </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">marketingowej <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>kształtowani<span class="_ _1"></span>u <span class="_ _8"></span>odpowiedzialnych i <span class="_ _8"></span>zrówno<span class="_ _1"></span>ważonych <span class="_ _8"></span>zachow<span class="_ _1"></span>ań <span class="_ _8"></span>sw<span class="_ _1"></span>oich <span class="_ _8"></span>klientów<span class="_ _6"></span><span class="ff2">, <span class="_ _0"></span>co wynik<span class="_ _0"></span>a <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>jej<span class="_ _1"></span> <span class="_ _8"></span>c<span class="_ _1"></span>elu </span></div><div class="t m0 x1 h2 y146 ff2 fs0 fc1 sc0 ls0 ws0">strategicznego. Przeprowadzono <span class="_ _1"></span>liczne kampanie informacyjne<span class="_ _1"></span> <span class="ff1">wspierając</span>e<span class="_ _1"></span> <span class="ff1">wzrost świadomości klientów <span class="_ _1"></span>w zakresie </span></div><div class="t m0 x1 h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">troski o <span class="_ _8"></span>klimat i <span class="_ _8"></span>ś<span class="_ _1"></span>rodowisko naturalne. <span class="_ _8"></span>Projekty były <span class="_ _8"></span>prowadzone<span class="_ _1"></span> za<span class="_ _8"></span> pośrednictwem kanałów <span class="_ _8"></span>w social media<span class="_ _8"></span>c<span class="_ _1"></span>h Grup<span class="_ _0"></span>y </div><div class="t m0 x1 h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">oraz strony internetowej www.unimot.pl . Do największych z nich za<span class="_ _0"></span>liczyć należy:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y755 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Projekt edukacyjny dotyczący wspierającego dekarboniz<span class="_ _0"></span>ację transportu paliwa HVO 100<span class="ff2"> </span>–<span class="_ _1"></span><span class="ff2"> </span>cykl postów w </span></span></div><div class="t m0 xc h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">social mediach oraz artykułów eksperckich publikowanych na stronie www i w p<span class="_ _0"></span>rasie<span class="_ _1"></span><span class="ff2">, </span></div><div class="t m0 xa h11 y326 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Projekt edukacyjny obejmujący wskazówki na temat zrównoważonego prowadzenia <span class="_ _0"></span>samochodu w </span></span></div><div class="t m0 xc h2 yf3a ff1 fs0 fc1 sc0 ls0 ws0">kontekście obniżenia emisyjności<span class="ff2">. </span></div><div class="t m0 x1 h2 y758 ff1 fs0 fc1 sc0 ls0 ws0">W trosce o dbałość o wysoką jakość przekazywanych k<span class="_ _0"></span>lientom informacji, Grupa UNIMOT konsultuje wybrane treści </div><div class="t m0 x1 h2 y759 ff1 fs0 fc1 sc0 ls0 ws0">z zespołem zewnętrznych doradców z Akademii Górniczo<span class="ff2">-Hutniczej w Krakowie.   </span></div><div class="t m0 x1 h2 y7de ff2 fs0 fc1 sc0 ls0 ws0">W ramach <span class="_ _1"></span>odpowiedzialnych <span class="_ _1"></span>praktyk <span class="_ _1"></span><span class="ff1">marketingowych s<span class="_ _1"></span>tacji paliw <span class="_ _1"></span>AVIA, Gru<span class="_ _1"></span>pa UNIMOT <span class="_ _1"></span>nie <span class="_ _1"></span>reklamuje pa<span class="_ _1"></span>pierosów i </span></div><div class="t m0 x1 h2 yf45 ff1 fs0 fc1 sc0 ls0 ws0">napojów alk<span class="_ _8"></span>o<span class="_ _1"></span>holowych o <span class="_ _0"></span>zawartości alk<span class="_ _0"></span>oholu powyżej <span class="_ _8"></span>18%. Jedynym rekla<span class="_ _8"></span>mo<span class="_ _1"></span>wanym <span class="_ _0"></span>napojem zawierającym <span class="_ _8"></span>alkohol </div><div class="t m0 x1 h2 yf3e ff1 fs0 fc1 sc0 ls0 ws0">jest <span class="_ _e"> </span>piwo, <span class="_ _d"> </span>a <span class="_ _e"> </span>materiały<span class="_ _1"></span> <span class="_ _e"> </span>są <span class="_ _d"> </span>przygotowane <span class="_ _e"> </span>zgodnie <span class="_ _d"> </span>z <span class="_ _d"> </span>Ustawą <span class="_ _e"> </span>o<span class="_ _1"></span> <span class="_ _e"> </span>wycho<span class="_ _1"></span>waniu <span class="_ _e"> </span>w <span class="_ _e"> </span>trzeź<span class="_ _6"></span>woś<span class="_ _1"></span>ci <span class="_ _e"> </span>i <span class="_ _e"> </span>pr<span class="_ _1"></span>zeciwdziałaniu </div><div class="t m0 x1 h2 yf75 ff1 fs0 fc1 sc0 ls0 ws0">alkoholizmowi, z widocznym komunikatem ostrzegający prz<span class="_ _0"></span>ed skutkami nadmiernego spożycia alkoholu.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ydae ff1 fs0 fc5 sc0 ls0 ws0">Bezpieczeństwo dzieci<span class="ff2"> </span></div><div class="t m0 x1 h2 y102b ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>2024 <span class="_ _1"></span>roku <span class="_ _1"></span>Grupa <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>zainaugurowała <span class="_ _1"></span>cykl <span class="_ _1"></span>w<span class="_ _1"></span>ydarzeń s<span class="_ _1"></span>pecjalnych <span class="_ _1"></span>dla ro<span class="_ _1"></span>dzin <span class="_ _1"></span>będących <span class="_ _1"></span>klientami <span class="_ _1"></span>stacji <span class="_ _1"></span>AVIA. </div><div class="t m0 x1 h2 yf3f ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>trakcie <span class="_ _b"> </span>eventów <span class="_ _b"> </span>zorganizo<span class="_ _1"></span>wanych <span class="_ _b"> </span> <span class="_ _b"> </span>8, <span class="_ _b"> </span>14 <span class="_ _c"> </span>i <span class="_ _b"> </span>15 <span class="_ _b"> </span>grudnia <span class="_ _c"> </span>na <span class="_ _5"> </span>s<span class="_ _1"></span>tacjach <span class="_ _b"> </span>paliw <span class="_ _b"> </span>w <span class="_ _b"> </span>Krakowi<span class="_ _1"></span>e, <span class="_ _b"> </span>Wysogotowie <span class="_ _b"> </span>i <span class="_ _b"> </span>Łodzi, </div><div class="t m0 x1 h2 yf40 ff1 fs0 fc1 sc0 ls0 ws0">zachęcano <span class="_ _8"></span>do b<span class="_ _8"></span>e<span class="_ _1"></span>zpiecznego <span class="_ _8"></span>i <span class="_ _8"></span>odpowiedzialnego <span class="_ _8"></span>po<span class="_ _1"></span>dróżowania, <span class="_ _8"></span>a <span class="_ _8"></span>także <span class="_ _8"></span>przeprowadzono<span class="_ _1"></span> <span class="_ _8"></span>wspólnie <span class="_ _8"></span>z <span class="_ _8"></span>przedstawicielami<span class="_ _1"></span> </div><div class="t m0 x1 h2 yf41 ff1 fs0 fc1 sc0 ls0 ws0">policji warsztaty dotyczące bezpieczeństwa na drodze. <span class="ff2"> </span></div><div class="t m0 x1 h2 yf42 ff2 fs0 fc5 sc0 ls0 ws0">Etykietowanie  </div><div class="t m0 x1 h2 y217 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _b"> </span>UNIMOT <span class="_ _b"> </span>przes<span class="_ _1"></span>trzega <span class="_ _b"> </span>obowiązujących <span class="_ _b"> </span>branżowych <span class="_ _b"> </span>standardów <span class="_ _c"> </span>dotyczących <span class="_ _b"> </span>etykietowania <span class="_ _b"> </span>produktów, <span class="_ _c"> </span>jak </div><div class="t m0 x1 h2 y218 ff1 fs0 fc1 sc0 ls0 ws0">również <span class="_ _a"></span>przepisów <span class="_ _a"></span>regulujących <span class="_ _a"></span>sposób <span class="_ _a"></span>komunikowania <span class="_ _a"></span>o <span class="_ _a"></span>produktach <span class="_ _6"></span>w <span class="_ _a"></span>kampaniach <span class="_ _a"></span>reklamowych.<span class="_ _1"></span> <span class="_ _a"></span>Stosowane <span class="_ _6"></span>są </div><div class="t m0 x1 h2 y219 ff1 fs0 fc1 sc0 ls0 ws0">zarówno krajowe <span class="_ _1"></span>regulacje, <span class="_ _1"></span>jak <span class="_ _1"></span>i międ<span class="_ _1"></span>zynarodowe n<span class="_ _1"></span>ormy, <span class="_ _1"></span>w <span class="_ _1"></span>tym <span class="_ _1"></span>te <span class="_ _1"></span>związane <span class="_ _1"></span>z oc<span class="_ _1"></span>hroną ko<span class="_ _1"></span>nsumentów <span class="_ _1"></span>i wymogami </div><div class="t m0 x1 h2 y21a ff1 fs0 fc1 sc0 ls0 ws0">dotyczącymi informacji o składzie produkt<span class="_ _0"></span>ów. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ybdf ff1 fs0 fc1 sc0 ls0 ws0">Etykiety  cenowe <span class="_ _e"> </span>przygotowywane  są <span class="_ _e"> </span>zgodnie  z  Ustawą <span class="_ _e"> </span>o  informow<span class="_ _1"></span>aniu  o  ce<span class="_ _1"></span>nach  towarów  i <span class="_ _e"> </span>usług  oraz  w </div><div class="t m0 x1 h2 y494 ff1 fs0 fc1 sc0 ls0 ws0">Rozporządzeniu <span class="_ _0"></span>Ministra Rozwoju i <span class="_ _8"></span>Finansów<span class="_ _1"></span> w <span class="_ _8"></span>sprawie uwidaczniania cen <span class="_ _0"></span>towarów i <span class="_ _8"></span>us<span class="_ _1"></span>ług. Na <span class="_ _8"></span>ety<span class="_ _1"></span>kietach cenowych<span class="_ _0"></span> </div><div class="t m0 x1 h2 ye63 ff1 fs0 fc1 sc0 ls0 ws0">produktów <span class="_ _8"></span>umieszczone<span class="_ _1"></span> <span class="_ _7"></span>są: cena <span class="_ _7"></span>brutto <span class="_ _0"></span>za <span class="_ _8"></span>sztukę<span class="_ _1"></span><span class="ff2">, <span class="_ _8"></span>ce<span class="_ _1"></span>na <span class="_ _8"></span>jednostkowa <span class="_ _8"></span>(np. <span class="_ _8"></span>za <span class="_ _0"></span>kilogram, <span class="_ _8"></span>litr), <span class="_ _8"></span>nazwa <span class="_ _0"></span>towaru, <span class="_ _8"></span>jednos<span class="_ _1"></span>tka </span></div><div class="t m0 x1 h2 ybc7 ff1 fs0 fc1 sc0 ls0 ws0">miary <span class="_ _a"></span>dla <span class="_ _a"></span>ceny <span class="_ _4"></span>jednostkowej, <span class="_ _a"></span>okres <span class="_ _4"></span>obowiązywania <span class="_ _a"></span>ceny <span class="_ _a"></span>promocyjnej <span class="_ _4"></span>jeśli <span class="_ _a"></span>dotyczy, <span class="_ _a"></span>cena <span class="_ _a"></span>s<span class="_ _1"></span>przed <span class="_ _a"></span>30 <span class="_ _a"></span>dni. <span class="_ _a"></span>Cena <span class="_ _4"></span>na </div><div class="t m0 x1 h2 yd36 ff1 fs0 fc1 sc0 ls0 ws0">etykiecie jest podana w sposób czytelny, wyraźny i dobrz<span class="_ _0"></span>e widoczny. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf15 ff1 fs0 fc1 sc0 ls0 ws0">Klienci informowani s<span class="_ _1"></span>ą o opłacie konsume<span class="_ _1"></span>nckiej za opakowania zgodnie z <span class="_ _1"></span>nową dyrektywą SUP w<span class="_ _1"></span> miejscu dla <span class="_ _1"></span>niego </div><div class="t m0 x1 h2 y3aa ff2 fs0 fc1 sc0 ls0 ws0">widocznym - <span class="ff1">przy cenniku kaw<span class="_ _1"></span>y oraz przy kasie<span class="_ _1"></span>. Na materiałach promocyjnych wyraźnie ok<span class="_ _1"></span>reślony jest czas trwania </span></div><div class="t m0 x1 h2 yf16 ff2 fs0 fc1 sc0 ls0 ws0">promocji, warunki promocji, cena promocyjna i jednostkowa towaru sprzed 30 dni. </div></div><div class="c x1 y11e4 w3a h11d"><div class="t m0 xb h2 yb6c ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-5<span class="lsc">   <span class="ls1b">MDR</span></span>-T<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y14cd ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>wyznacza <span class="_ _6"></span>kon<span class="_ _1"></span>kretne <span class="_ _a"></span>cele <span class="_ _6"></span>marketingowe, <span class="_ _a"></span>które <span class="_ _6"></span>s<span class="_ _1"></span>ą <span class="_ _6"></span>regularnie <span class="_ _a"></span>monitorowane <span class="_ _6"></span>i <span class="_ _a"></span>mierzone <span class="_ _a"></span>za <span class="_ _4"></span>pomocą </div><div class="t m0 x1 h2 y131d ff1 fs0 fc1 sc0 ls0 ws0">wskaźników <span class="_ _b"> </span>KPI. <span class="_ _b"> </span>Obejmują <span class="_ _b"> </span>one <span class="_ _b"> </span>takie <span class="_ _b"> </span>aspekty <span class="_ _b"> </span>j<span class="_ _1"></span>ak <span class="_ _b"> </span>zasięg <span class="_ _b"> </span>kampanii, <span class="_ _b"> </span>poziom <span class="_ _b"> </span>zaangażowania <span class="_ _b"> </span>klientów,<span class="_ _1"></span> <span class="_ _5"> </span>konw<span class="_ _1"></span>ersje </div><div class="t m0 x1 h2 y496 ff1 fs0 fc1 sc0 ls0 ws0">sprzedażowe, <span class="_ _6"></span>a <span class="_ _a"></span>także <span class="_ _a"></span>wskaźniki <span class="_ _6"></span>satysfakcji<span class="_ _1"></span> <span class="_ _6"></span>klientó<span class="_ _1"></span>w. <span class="_ _6"></span>R<span class="_ _1"></span>egularna<span class="_ _0"></span> <span class="_ _6"></span>o<span class="_ _1"></span>cena <span class="_ _6"></span>tych <span class="_ _a"></span>wskaźników <span class="_ _a"></span>pozwala <span class="_ _a"></span>na <span class="_ _6"></span>dos<span class="_ _1"></span>tosowanie </div><div class="t m0 x1 h2 y10e0 ff2 fs0 fc1 sc0 ls0 ws0">strategii marketingowej w celu opty<span class="ff1">malizacji działań i osiągania z<span class="_ _0"></span>ałożonych wyników.<span class="ff2"> </span></span></div></div><div class="c x1 yfe7 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1b ws0">MDR<span class="ls0">-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y14ce ff1 fs0 fc1 sc0 ls0 ws0">W 2024 roku nie odnotowano przypadków braku <span class="_ _0"></span>zgodności dotyczącego komunikacji marketingowej<span class="_ _1"></span><span class="ff2"> oraz skarg w </span></div><div class="t m0 x1 h2 yc45 ff2 fs0 fc1 sc0 ls0 ws0">tym zakresie. <span class="ff1">W raportowanym okresie Grupa UNIMOT nie była <span class="_ _8"></span>ró<span class="_ _1"></span>wnież stroną żadnego postępowania sądowego </span></div></div></div><div class="pi" ></div></div><div id="pffa" class="pf w0 h0" ><div class="pc pcfa w0 h0"><img class="bi x9 y14cf w9 h225" alt="" 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class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">250<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">związanego z prowadzeniem nieuczciwej praktyki <span class="_ _8"></span>m<span class="_ _1"></span>arketingowej. Grupa stosuje przejrzyste i etyczne podejście do </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">wszystkich działań marketingowych, co minimalizuje ryzyko pojawienia się ta<span class="_ _0"></span>kich zarzutów.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc0 sc0 ls0 ws0">Podejmowanie działań dotyczących istotnych oddziaływań <span class="_ _0"></span>na konsumentów i użytkowników końcowych<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y126f w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-4   MDR-A<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y762 ff2 fs0 fce sc0 ls0 ws0">Istotne zagadnienia <span class="ff1">wynikające z badania podwójnej istotności </span> </div></div><div class="c x1 y14d0 w6c h63"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y14d0 w6d h63"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y4d8 w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y4d8 w6d hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">S4 <span class="ff1">Konsumenci i użytkownicy końcowi</span> </div></div><div class="c x1 y14d1 w6c h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e y14d1 w6d h5b"><div class="t m0 x111 h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Dostęp do produktów i usług<span class="ff2"> </span></div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Niedyskryminacja </div></div><div class="c x1 y14d2 w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y14d3 w6e hf4"><div class="t m0 xb h2 y142b ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y14d2 w6d hf4"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 ye3b w6c hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e ye3b w6d hda"><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu ds. Transformacji Energetycznej w </div><div class="t m0 x111 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. </div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Dyrektor ds. Marketingu w UNIMOT S.A. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybbc ff2 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie <span class="ff1">istotnych tematów</span> </div><div class="t m0 x1 h2 y14d4 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _7"></span>UNIMOT <span class="_ _7"></span>podejmuje <span class="_ _7"></span>działania <span class="_ _7"></span>mające <span class="_ _8"></span>na <span class="_ _7"></span>celu <span class="_ _7"></span>zwiększanie <span class="_ _7"></span>pozytywnych <span class="_ _8"></span>wpływów <span class="_ _7"></span>na <span class="_ _7"></span>swoich <span class="_ _8"></span>klientów. <span class="_ _7"></span>Powyższe </div><div class="t m0 x1 h2 ye58 ff1 fs0 fc1 sc0 ls0 ws0">opiera się <span class="ff2">przede wszystkim </span>na Strategii, która obejmuje działania dwutorowe: <span class="ff2"> </span></div><div class="t m0 xa h11 y383 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Utrzymywanie <span class="_ _e"> </span>efe<span class="_ _1"></span>ktywnej <span class="_ _e"> </span>działalności <span class="_ _d"> </span>w <span class="_ _d"> </span>obszarach <span class="_ _e"> </span>paliw, <span class="_ _d"> </span>tradingu <span class="_ _e"> </span>i <span class="_ _d"> </span>logistyki <span class="_ _e"> </span>wraz <span class="_ _d"> </span>ze<span class="_ _1"></span> <span class="_ _e"> </span>s<span class="_ _1"></span>topniowym </span></span></div><div class="t m0 xc h2 y4e1 ff1 fs0 fc1 sc0 ls0 ws0">poszerzaniem <span class="_ _4"></span>portfolio <span class="_ _a"></span>produktow<span class="_ _1"></span>ego <span class="_ _a"></span>oraz <span class="_ _4"></span>dywersyfikacją <span class="_ _4"></span>portfela <span class="_ _4"></span>klientów <span class="_ _4"></span>w <span class="_ _4"></span>kierunku <span class="_ _4"></span>pali<span class="_ _0"></span>w <span class="_ _4"></span>i <span class="_ _a"></span>e<span class="_ _1"></span>nergii <span class="_ _a"></span>o </div><div class="t m0 xc h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">niższej emisyjności. <span class="ff2"> </span></div><div class="t m0 xa h11 y4e2 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Realizację <span class="_ _8"></span>inwestycji <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>nowe <span class="_ _8"></span>kierunki <span class="_ _0"></span>rozwoju, <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>tym <span class="_ _8"></span>w <span class="_ _8"></span>obszarach <span class="_ _8"></span>e<span class="_ _1"></span>lektroenergetyki <span class="_ _8"></span>i <span class="_ _8"></span>ciepłownictwa, <span class="_ _0"></span>w <span class="_ _8"></span>celu </span></span></div><div class="t m0 xc h2 y4e3 ff1 fs0 fc1 sc0 ls0 ws0">dywersyfikacji źródeł przychodów.<span class="ff2"> </span></div><div class="t m0 x1 h2 y4e4 ff1 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _e"> </span>działań  wspierających <span class="_ _e"> </span>w <span class="_ _e"> </span>obszarze <span class="_ _e"> </span>dostępu <span class="_ _e"> </span>do <span class="_ _e"> </span>produktów <span class="_ _e"> </span>i  usług <span class="_ _e"> </span>oraz <span class="_ _d"> </span>niedyskryminacji <span class="_ _e"> </span>wskazać  należ<span class="_ _1"></span>y<span class="ff2"> </span></div><div class="t m0 x1 h2 y4e5 ff2 fs0 fc1 sc0 ls0 ws0">podejmowanie <span class="ff1">aktywności mających na <span class="_ _1"></span>celu poprawę dostępnoś<span class="_ _1"></span>ci na własnych stacjach benzynowych i tym s<span class="_ _1"></span>amym </span></div><div class="t m0 x1 h2 y4e6 ff1 fs0 fc1 sc0 ls0 ws0">wspieranie kultury włączenia klientów zagrożonych społecznym wyk<span class="_ _0"></span>luczeniem.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 yb6 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-4 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3cc ff1 fs0 fc5 sc0 ls0 ws0">Działania na rzecz dostępności produktów<span class="ff2"> </span></div><div class="t m0 x1 h2 y14d5 ff1 fs0 fc1 sc0 ls0 ws0">W branży <span class="_ _1"></span>paliwowej <span class="_ _1"></span>zapewnienie dostę<span class="_ _1"></span>pności produktów, <span class="_ _1"></span>takich jak benzyna, <span class="_ _1"></span>olej na<span class="_ _1"></span>pędowy, gaz <span class="_ _1"></span>LPG oraz <span class="_ _1"></span>energia </div><div class="t m0 x1 h2 y14d6 ff1 fs0 fc1 sc0 ls0 ws0">odnawialna, <span class="_ _8"></span>jest kluczowym <span class="_ _8"></span>elementem <span class="_ _8"></span>zarządzania łańcuchem <span class="_ _8"></span>dostaw. <span class="_ _8"></span>W<span class="_ _1"></span> <span class="_ _8"></span>konte<span class="_ _1"></span>kście <span class="_ _8"></span>obecnych <span class="_ _8"></span>w<span class="_ _1"></span>yzwań <span class="_ _8"></span>związanych </div><div class="t m0 x1 h2 y14d7 ff1 fs0 fc1 sc0 ls0 ws0">ze <span class="_ _a"></span>zrównoważonym <span class="_ _a"></span>rozwojem, <span class="_ _6"></span>bezpiecze<span class="_ _1"></span>ństwem <span class="_ _a"></span>energetycznym <span class="_ _a"></span>i <span class="_ _a"></span>zmieniającymi <span class="_ _6"></span>się <span class="_ _a"></span>re<span class="_ _1"></span>gulacjami, <span class="_ _6"></span>podejście<span class="_ _1"></span> <span class="_ _a"></span>Grupy </div><div class="t m0 x1 h2 y3bf ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT <span class="_ _19"> </span>do <span class="_ _19"> </span>zapewnienia <span class="_ _19"> </span>dostępności <span class="_ _19"> </span>produktów <span class="_ _17"> </span>opiera <span class="_ _d"> </span>s<span class="_ _1"></span>ię <span class="_ _19"> </span>na <span class="_ _19"> </span>strategicznych <span class="_ _19"> </span>rozwiązaniach <span class="_ _19"> </span>logistycznych, </div><div class="t m0 x1 h2 y46e ff1 fs0 fc1 sc0 ls0 ws0">dywersyfikacji źródeł oraz rozwoju infrastruktury.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1319 ff1 fs0 fc5 sc0 ls0 ws0">Kluczowe działania Grupy UNIMOT mające na celu zapewnienie dostępności produkt<span class="_ _0"></span>ów:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y248 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Zabezpieczanie łańcucha dostaw<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y14d8 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dywersyfikacja <span class="_ _9"> </span>źródeł <span class="_ _9"> </span>dostaw:  Grup<span class="_ _0"></span>a <span class="_ _9"> </span>UNIMOT  d<span class="_ _0"></span>ywersyfikuje <span class="_ _9"> </span>źródła <span class="_ _9"> </span>surowc<span class="_ _1"></span>ów, <span class="_ _9"> </span>by <span class="_ _9"> </span>zmniejszyć <span class="_ _9"> </span>ryzyko </span></span></div><div class="t m0 xc h2 y14d9 ff1 fs0 fc1 sc0 ls0 ws0">związane z<span class="_ _1"></span> <span class="_ _1"></span>zależnością <span class="_ _1"></span>od <span class="_ _1"></span>jedne<span class="_ _1"></span>go re<span class="_ _1"></span>gionu <span class="_ _1"></span>lub <span class="_ _1"></span>dostawcy. <span class="_ _1"></span>Działa <span class="_ _1"></span>to <span class="_ _1"></span>także <span class="_ _1"></span>jako <span class="_ _1"></span>bufor <span class="_ _1"></span>przed<span class="_ _1"></span> w<span class="_ _1"></span>ahaniami c<span class="_ _1"></span>en </div><div class="t m0 xc h2 y14da ff1 fs0 fc1 sc0 ls0 ws0">surowców oraz zakłóceniami spowodowanymi kryzysami geopoli<span class="ff2">tycznymi. </span></div><div class="t m0 xa h11 y1252 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Inwestycje w infra<span class="_ _0"></span>strukturę mag<span class="_ _8"></span>a<span class="_ _1"></span>zynową: utrzy<span class="_ _0"></span>mywanie strategicznych za<span class="_ _0"></span>pasów oraz <span class="ff2">terminali p<span class="_ _0"></span>aliwowych </span></span></span></div><div class="t m0 xc h2 y1253 ff1 fs0 fc1 sc0 ls0 ws0">umożliwia <span class="ff2">Grupie </span>lepsze zarządzanie d<span class="_ _8"></span>o<span class="_ _1"></span>stępnością paliwa w sytuacjach awaryjnych.<span class="ff2"> </span></div><div class="t m0 xa h11 y1254 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Logistyka <span class="_ _6"></span>i <span class="_ _6"></span>transport: <span class="_ _a"></span>Grupa <span class="_ _a"></span><span class="ff1">współpracuj</span>e <span class="_ _a"></span><span class="ff1">z <span class="_ _1"></span>ró<span class="_ _1"></span>żnymi <span class="_ _1"></span>pr<span class="_ _1"></span>zewoźnikami, <span class="_ _6"></span>co <span class="_ _6"></span>pozwala <span class="_ _6"></span>n<span class="_ _1"></span>a <span class="_ _6"></span>s<span class="_ _1"></span>prawną <span class="_ _6"></span>i <span class="_ _6"></span>efe<span class="_ _1"></span>ktowną</span> </span></span></div><div class="t m0 xc h2 yae6 ff1 fs0 fc1 sc0 ls0 ws0">dystrybucję <span class="_ _5"> </span>produktów <span class="_ _5"> </span>na <span class="_ _5"> </span>r<span class="_ _1"></span>ynku <span class="_ _5"> </span>lokalnym <span class="_ _5"> </span>i <span class="_ _b"> </span>międzynarodowym. <span class="_ _b"> </span>Włączenie <span class="_ _5"> </span>do <span class="_ _b"> </span>struktur <span class="_ _5"> </span>Spółki <span class="_ _5"> </span>kolejowej </div><div class="t m0 xc h2 y125f ff2 fs0 fc1 sc0 ls0 ws0">Olavion <span class="ff1">było kolejnym krokiem do zap<span class="_ _0"></span>ewnienia dostępności produktów.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 xa h11 y14db ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Zarządzanie relacjami z klientami i op<span class="_ _0"></span>tymalizacja stacji paliw<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y14dc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Lokalizacja <span class="_ _1"></span>i ro<span class="_ _1"></span>zwój <span class="_ _1"></span>stacji <span class="_ _1"></span>paliw: <span class="_ _1"></span>Budowanie <span class="_ _1"></span>i <span class="_ _1"></span>zarządzanie <span class="_ _1"></span>s<span class="_ _1"></span>iecią <span class="_ _1"></span>stacji <span class="_ _1"></span>paliw <span class="_ _1"></span>AVIA <span class="_ _1"></span>pozwala <span class="_ _1"></span>na<span class="_ _1"></span> <span class="_ _1"></span>zapewnienie </span></span></div><div class="t m0 xc h2 y14dd ff1 fs0 fc1 sc0 ls0 ws0">ciągłej <span class="_ _7"></span>dostępności <span class="_ _7"></span>produktów <span class="_ _8"></span>dla <span class="_ _7"></span>klientów <span class="_ _7"></span>indywidualnych <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _7"></span>biznesow<span class="_ _1"></span>ych. <span class="_ _7"></span>Strategiczne <span class="_ _7"></span>rozmieszczenie <span class="_ _7"></span>stacji </div><div class="t m0 xc h2 y14de ff1 fs0 fc1 sc0 ls0 ws0">ułatwia dostępność produktów.<span class="ff2"> </span></div><div class="t m0 xa h11 y1465 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dostosowanie oferty: zarządzanie polityką cenową, promocje.<span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pffb" class="pf w0 h0" ><div class="pc pcfb w0 h0"><img class="bi x9 y14df w9 h226" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">251<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozwój <span class="_ _c"> </span>programu <span class="_ _c"> </span>karty <span class="_ _c"> </span>flotowe<span class="_ _1"></span>j <span class="_ _c"> </span>AVIA <span class="_ _c"> </span>Card, <span class="_ _c"> </span>która <span class="_ _c"> </span>pozwala <span class="_ _9"> </span>klientom <span class="_ _c"> </span>instytucjonalnym <span class="_ _c"> </span>zoptymalizować </span></span></div><div class="t m0 xc h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">wydatki zyskując jednocześnie wygodę i bezpieczeństwo transakcji.<span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">W  obliczu <span class="_ _9"> </span>rosnących  wyzwań  ekologicznych,  świadomości  klientów,  zmieniających <span class="_ _9"> </span>się  trendów  zakupowych  i </div><div class="t m0 x1 h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">zapotrzebowania <span class="_ _5"> </span>n<span class="_ _1"></span>a <span class="_ _b"> </span>innowacyjne <span class="_ _c"> </span>źródła <span class="_ _b"> </span>energii <span class="_ _b"> </span>Grupa <span class="_ _c"> </span>UNIMOT <span class="_ _b"> </span>zweryfikowała <span class="_ _b"> </span>swoje <span class="_ _c"> </span>podejście <span class="_ _b"> </span>do <span class="_ _b"> </span>zapewnienia </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">dostępności <span class="_ _8"></span>produktów. <span class="ff2 lsa">W <span class="_ _7"></span><span class="ls0">S<span class="ff1">trategii <span class="_ _8"></span>Grupa <span class="_ _8"></span>określiła misję, <span class="_ _8"></span>polegają<span class="_ _0"></span>cą <span class="_ _8"></span>na dostarcza<span class="_ _0"></span>niu <span class="_ _8"></span>czystej i <span class="_ _7"></span>taniej <span class="_ _8"></span>e<span class="_ _1"></span>nergii. <span class="_ _8"></span>Ambicją </span></span></span></div><div class="t m0 x1 h2 y145 ff2 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _5"> </span>UNIMOT <span class="_ _b"> </span><span class="ff1">jest <span class="_ _b"> </span>aktywny <span class="_ _b"> </span>udział <span class="_ _b"> </span>w <span class="_ _b"> </span>transformacji <span class="_ _5"> </span>e<span class="_ _1"></span>nergetycznej, <span class="_ _b"> </span>co <span class="_ _5"> </span>zamierza <span class="_ _b"> </span>osiągnąć <span class="_ _b"> </span>dzięki <span class="_ _b"> </span>inwestowaniu <span class="_ _b"> </span>i </span></div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">rozszerzaniu <span class="_ _5"> </span>sw<span class="_ _1"></span>ojej <span class="_ _5"> </span>ofe<span class="_ _1"></span>rty, <span class="_ _5"> </span>w <span class="_ _b"> </span>celu <span class="_ _b"> </span>zapewnienia <span class="_ _b"> </span>klientom <span class="_ _b"> </span>dostępu <span class="_ _b"> </span>do <span class="_ _5"> </span>now<span class="_ _1"></span>oczesnych<span class="_ _1"></span><span class="ff2"> <span class="_ _b"> </span></span>niskoemisyjnych <span class="_ _b"> </span>produktów </div><div class="t m0 x1 h2 y147 ff2 fs0 fc1 sc0 ls0 ws0">energetycznych. <span class="_ _10"> </span><span class="ff1">Projekty <span class="_ _10"> </span>trans<span class="_ _1"></span>formacyjne <span class="_ _10"> </span>zostały <span class="_ _10"> </span>zaprezentowane <span class="_ _10"> </span>w <span class="_ _24"> </span>części <span class="_ _f"> </span>2.<span class="_ _1"></span>1.1. <span class="_ _f"> </span>oraz <span class="_ _10"> </span>2.2.<span class="_ _1"></span> <span class="_ _f"> </span>ninie<span class="_ _1"></span>jszego </span></div><div class="t m0 x1 h2 y148 ff2 fs0 fc1 sc0 ls0 ws0">Sprawozdania. </div><div class="t m0 x1 h2 y755 ff1 fs0 fc1 sc0 ls0 ws0">W  obszarze <span class="_ _e"> </span>produktowym  nie<span class="_ _1"></span>zwykle  istotne <span class="_ _e"> </span>są  dla <span class="_ _e"> </span>Grupy  UNIMOT <span class="_ _e"> </span>zapewnienie <span class="_ _e"> </span>realizacji  Narodowego  Celu<span class="_ _1"></span> </div><div class="t m0 x1 h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnikowego <span class="_ _a"></span>(NCW) <span class="_ _4"></span>oraz <span class="_ _a"></span>Narodowe<span class="_ _1"></span>go <span class="_ _a"></span>Celu <span class="_ _a"></span>Re<span class="_ _1"></span>dukcyjnego <span class="_ _a"></span>(NCR) <span class="_ _a"></span>popr<span class="_ _1"></span>zez <span class="_ _a"></span>właściwy <span class="_ _4"></span>udziału <span class="_ _a"></span>biokomponentów <span class="_ _4"></span>i </div><div class="t m0 x1 h2 y326 ff1 fs0 fc1 sc0 ls0 ws0">innych paliw odnawialnych w o<span class="_ _1"></span>dniesieniu do całego wolu<span class="_ _1"></span><span class="ff2">menu sprowadzanych i oferowanych paliw przy utrzymaniu </span></div><div class="t m0 x1 h2 yf3a ff2 fs0 fc1 sc0 ls0 ws0">odpowiedniej <span class="ff1">dla klientów ceny oferowanych produktów. </span> </div></div><div class="c x1 y1265 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-5   MDR-T   <span class="ls1b">MDR</span>-M<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yfec ff1 fs0 fc1 sc0 ls0 ws0">Grupa wyznaczyła w Strategii mierzalne cele dotyczące rozwoju produktów i usług o obniżonej emisyjności:<span class="ff2"> </span></div><div class="t m0 xa h11 y1e5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Fotowoltaika: <span class="_ _8"></span>zwiększenie udz<span class="_ _0"></span>iału <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>rynku <span class="_ _8"></span>realizacji instalacji <span class="_ _8"></span>OZE <span class="_ _8"></span>oraz<span class="_ _1"></span> <span class="_ _8"></span>sprzedaży <span class="_ _8"></span>kompone<span class="_ _1"></span>ntów <span class="_ _8"></span>(zakładana </span></span></div><div class="t m0 xc h2 yfee ff1 fs0 fc1 sc0 ls0 ws0">EBITDA w 2028 r.: 14,8 mln zł);<span class="ff2"> </span></div><div class="t m0 xa h11 y1b2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">RCEkoenergia: <span class="_ _24"> </span>zwiększenie <span class="_ _24"> </span>produkcji <span class="_ _10"> </span>energii <span class="_ _24"> </span>elektrycznej <span class="_ _24"> </span>i <span class="_ _24"> </span>cieplnej <span class="_ _24"> </span>w <span class="_ _24"> </span>zmodernizowanym <span class="_ _24"> </span>źródle </span></span></div><div class="t m0 xc h2 ybd5 ff1 fs0 fc1 sc0 ls0 ws0">dostosowanym <span class="_ _f"> </span>do <span class="_ _10"> </span>wymogów <span class="_ _10"> </span>środowiskowych <span class="_ _f"> </span>o<span class="_ _1"></span>raz <span class="_ _f"> </span>aktywne <span class="_ _10"> </span>uczestnictwo <span class="_ _10"> </span>w <span class="_ _f"> </span>transfo<span class="_ _1"></span>rmacji <span class="_ _f"> </span>rynku </div><div class="t m0 xc h2 y13eb ff1 fs0 fc1 sc0 ls0 ws0">ciepłowniczego (zakładana EBITDA w 2028 r.: 9,7 mln z<span class="_ _0"></span>ł);<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y39c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Energia <span class="_ _24"> </span>e<span class="_ _1"></span>lektryczna: <span class="ff1">wzrost <span class="_ _1d"> </span>wolumenów <span class="_ _1d"> </span>sprzedaży <span class="_ _1d"> </span>oraz <span class="_ _1d"> </span>zwiększenie <span class="_ _1d"> </span>udziału <span class="_ _1d"> </span>zielonej <span class="_ _1d"> </span>energii <span class="_ _1d"> </span>w </span></span></span></div><div class="t m0 xc h2 y13ec ff2 fs0 fc1 sc0 ls0 ws0">ofercie <span class="ff1">(zakładana EBITDA w 2028 r.: 73,9 mln zł);</span> </div><div class="t m0 xa h11 yb36 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Fotowoltaika: <span class="_ _8"></span>zwiększenie udz<span class="_ _0"></span>iału <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>rynku <span class="_ _8"></span>realizacji instalacji <span class="_ _8"></span>OZE <span class="_ _8"></span>oraz<span class="_ _1"></span> <span class="_ _8"></span>sprzedaży <span class="_ _8"></span>kompone<span class="_ _1"></span>ntów <span class="_ _8"></span>(zakładana </span></span></div><div class="t m0 xc h2 y11eb ff1 fs0 fc1 sc0 ls0 ws0">EBITDA w 2028 r.: 14,8 mln zł)<span class="ff2"> </span></div><div class="t m0 xa h11 y11ec ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">RCEkoenergia: <span class="_ _24"> </span>zwiększenie <span class="_ _24"> </span>produkcji <span class="_ _10"> </span>energii <span class="_ _24"> </span>elektrycznej <span class="_ _24"> </span>i <span class="_ _24"> </span>cieplnej <span class="_ _24"> </span>w <span class="_ _24"> </span>zmodernizowanym <span class="_ _24"> </span>źródle </span></span></div><div class="t m0 xc h2 y11ed ff1 fs0 fc1 sc0 ls0 ws0">dostosowanym <span class="_ _f"> </span>do <span class="_ _10"> </span>wymogów <span class="_ _10"> </span>środowiskowych <span class="_ _f"> </span>o<span class="_ _1"></span>raz <span class="_ _f"> </span>aktywne <span class="_ _10"> </span>uczestnictwo <span class="_ _10"> </span>w <span class="_ _f"> </span>transfo<span class="_ _1"></span>rmacji <span class="_ _f"> </span>rynku </div><div class="t m0 xc h2 y7ce ff1 fs0 fc1 sc0 ls0 ws0">ciepłowniczego (zakładana EBITDA w 2028 r.: 9,7 mln z<span class="_ _0"></span>ł)<span class="ff2"> </span></div><div class="t m0 x1 h2 ye5f ff1 fs0 fc1 sc0 ls0 ws0">Do mierników realizacji celów w omawianym ob<span class="_ _0"></span>szarze w perspektywie śre<span class="_ _1"></span>dniookresowej Grupa<span class="_ _0"></span> zalicza<span class="_ _1"></span><span class="ff2"> </span>również<span class="ff2">: </span></div><div class="t m0 xa h11 y14e0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Stworzenie pierwszego w Polsce działu handlowego oferującego paliwa o obniż<span class="_ _0"></span>onej emisyjnoś<span class="_ _1"></span>ci,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y11ef ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Stworzenie specjalnych pakietów niskoemisyjnych obniżają<span class="_ _0"></span>cych emisje<span class="_ _1"></span> klientów,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yb68 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wdrożenie kalkulatora emisyjności wraz z indywid<span class="_ _0"></span>ualnie dopasowanymi rozwiązaniami,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ye62 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wzrost zaangażowania w klastry energii oraz rozwój energetyki rozproszonej.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y14e1 ff1 fs0 fc1 sc0 ls0 ws0">Stopień realizacji powyższych celów został zaprezentowany w części 1.5. Sprawozd<span class="_ _0"></span>ania. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y193 ff1 fs0 fc1 sc0 ls0 ws0">Klienci <span class="_ _8"></span>nie <span class="_ _8"></span>byli <span class="_ _8"></span>bezpośrednio <span class="_ _8"></span>zaangażowani <span class="_ _8"></span>w <span class="_ _8"></span>proces <span class="_ _8"></span>wyznaczania <span class="_ _8"></span>powyższych <span class="_ _8"></span>celów.<span class="_ _1"></span> <span class="_ _7"></span>Niemniej <span class="_ _8"></span>jednak, <span class="_ _8"></span>cele <span class="_ _8"></span>te<span class="_ _1"></span> <span class="_ _7"></span>zostały </div><div class="t m0 x1 h2 y194 ff1 fs0 fc1 sc0 ls0 ws0">opracowane <span class="_ _b"> </span>w <span class="_ _c"> </span>oparciu <span class="_ _b"> </span>o <span class="_ _c"> </span>analizę <span class="_ _5"> </span>nas<span class="_ _1"></span>trojów <span class="_ _b"> </span>społecznych, <span class="_ _b"> </span>trendów <span class="_ _c"> </span>rynkowych <span class="_ _b"> </span>oraz <span class="_ _b"> </span>oc<span class="_ _1"></span>zekiwań <span class="_ _5"> </span>inte<span class="_ _1"></span>resariuszy, <span class="_ _b"> </span>co </div><div class="t m0 x1 h2 y195 ff1 fs0 fc1 sc0 ls0 ws0">zapewnia ich zgodność z aktualnymi wyzwa<span class="_ _0"></span>niami i kierunkami rozwoju rynku.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y14e2 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-4   MDR-A </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y10af ff1 fs0 fc5 sc0 ls0 ws0">Działania na rzecz klientów zagrożonych wykluczeniem <span class="ff2"> </span></div><div class="t m0 x1 h2 y14e3 ff1 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT zidentyfikowała klientów, którzy w ramach bezpośrednich relacji z nią mogą być szczególnie podatni </div><div class="t m0 x1 h2 y147d ff1 fs0 fc1 sc0 ls0 ws0">na <span class="_ _1d"> </span>zmarginalizowanie. <span class="_ _1f"> </span>Zaliczyła <span class="_ _1f"> </span>do <span class="_ _1f"> </span>nich <span class="_ _1d"> </span>k<span class="_ _1"></span>lientów <span class="_ _1d"> </span>stacji <span class="_ _1f"> </span>benzynowych <span class="_ _1f"> </span>AVIA, <span class="_ _1f"> </span>którzy <span class="_ _1f"> </span>posiadają <span class="_ _1d"> </span>sto<span class="_ _1"></span>pień </div><div class="t m0 x1 h2 ybad ff1 fs0 fc1 sc0 ls0 ws0">niepełnosprawności. <span class="ff2"> </span></div><div class="t m0 x1 h2 ybae ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _1"></span>stacjach <span class="_ _1"></span>własnych <span class="_ _1"></span>AVIA <span class="_ _1"></span>w <span class="_ _1"></span>godzinach <span class="_ _1"></span>10:00<span class="_ _1"></span><span class="ff2">-</span>12:00 <span class="_ _1"></span>obowiązują <span class="_ _1"></span>ciche <span class="_ _1"></span>godzinny, <span class="_ _1"></span>bez <span class="_ _1"></span>muzyki <span class="_ _1"></span>dla <span class="_ _1"></span>osób <span class="_ _1"></span>w <span class="_ _1"></span>spektrum </div><div class="t m0 x1 h2 y129b ff1 fs0 fc1 sc0 ls0 ws0">autyzmu. Wprowadzone <span class="_ _1"></span>zostały równie<span class="_ _1"></span>ż odpowiednie <span class="_ _1"></span>oznakowania kas dotyczące <span class="_ _1"></span>pierwszeństwa <span class="_ _1"></span>dla kobiet w <span class="_ _1"></span>ciąży </div><div class="t m0 x1 h2 y147e ff1 fs0 fc1 sc0 ls0 ws0">i osób z niepełnosprawnościami. <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pffc" class="pf w0 h0" ><div class="pc pcfc w0 h0"><img class="bi x9 y1255 w9 h1ee" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">252<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _c"> </span>stacjach <span class="_ _c"> </span>własnych <span class="_ _c"> </span>AVIA <span class="_ _9"> </span>wyspy <span class="_ _c"> </span>paliwowe <span class="_ _c"> </span>są <span class="_ _c"> </span>oznakow<span class="_ _1"></span>ane <span class="_ _c"> </span>specjalnymi <span class="_ _c"> </span>znakami <span class="_ _c"> </span>informującymi <span class="_ _c"> </span>o <span class="_ _c"> </span>mo<span class="_ _1"></span>żliwości </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">przywołania obsługi klaksonem w celu zlik<span class="_ _0"></span>widowania barier dla osób z niepełnosprawnościami.<span class="ff2"> </span></div></div><div class="c x1 y14e4 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1b ws0">MDR<span class="ls0">-M<span class="lsc">   </span></span>MDR<span class="ls0">-T   S4-5<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 ybea ff2 fs0 fc1 sc0 ls0 ws0">Na mocy Strategii Grupy UNIMOT, w <span class="ff1">2024 roku podjęto działania, w ra<span class="_ _0"></span>mach których:<span class="ff2"> </span></span></div><div class="t m0 xa h11 y762 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">na  <span class="ls1">29</span> <span class="_ _9"> </span><span class="ff1">stacjach  własnych  (z  ogólnej  liczb<span class="_ _0"></span>y  50  stacji <span class="_ _9"> </span>+1  stacja  samoobsługowa)  <span class="ff2">wydzielono  miejsca </span></span></span></span></div><div class="t m0 xc h2 ybec ff1 fs0 fc1 sc0 ls0 ws0">parkingowe z przeznaczeniem dla osób niepełnosprawnych,<span class="ff2"> </span></div><div class="t m0 xa h11 ya92 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">na <span class="ls1">50</span> <span class="ff1">stacjach własnych wydzielono kasy pierwszeństwa d<span class="_ _0"></span>la tych osób,<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 ybed ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">na <span class="_ _8"></span><span class="ls1">50<span class="ls0"> <span class="ff1">stacjach <span class="_ _8"></span>wł<span class="_ _1"></span>asnych <span class="_ _8"></span>umo<span class="_ _1"></span>żliwiono <span class="_ _8"></span>os<span class="_ _1"></span>obom <span class="_ _8"></span>niepełnosprawnym p<span class="_ _8"></span>rz<span class="_ _1"></span>ywołanie ob<span class="_ _0"></span>sługi z<span class="_ _0"></span>a p<span class="_ _0"></span>omocą k<span class="_ _0"></span>laksonu<span class="_ _1"></span><span class="ff2">, </span></span></span></span></span></span></div><div class="t m0 xa h11 ybee ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">na 50 stacjach własnych <span class="ff2">wprowadzono ciche godziny - bez muzyki na stacji - </span>dla osób spektrum autyzmu.<span class="ff2">  </span></span></span></div><div class="t m0 x1 h2 y1089 ff1 fs0 fc1 sc0 ls0 ws0">Powyższe działania mają na celu pop<span class="_ _0"></span>rawę dostępności, a także przeciwdziałanie jakiejkolwiek dyskryminacji w </div><div class="t m0 x1 h2 y1241 ff1 fs0 fc1 sc0 ls0 ws0">ramach prowadzonej działalności. <span class="ff2"> </span></div><div class="t m0 x1 h2 y27a ff1 fs0 fc5 sc0 ls0 ws0">W 2025 roku planowane są do realiz<span class="_ _0"></span>acji kolejne działania mające na celu poprawę dostępności stacji paliwowych:<span class="ff2"> </span></div><div class="t m0 xa h11 y127e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Montaż przewijaków dla niemowląt na 43 stacjach własnych,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf97 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wyznaczenie kolejnych 20 miejsc parkingowych z oznaczeniem przeznaczenia dla osób </span></span></div><div class="t m0 xc h2 y14e5 ff1 fs0 fc1 sc0 ls0 ws0">niepełnosprawnych,<span class="ff2"> </span></div><div class="t m0 xa h11 y6fb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wydzielenie toalet dla osób niepełnosprawnych na 46 <span class="_ _0"></span>stacjach własnych, <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y20e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dostosowanie przejść pomiędzy regałami dla osób poruszających się na wózku inwalid<span class="_ _0"></span>zkim na 48 stacjach </span></span></div><div class="t m0 xc h2 y1206 ff1 fs0 fc1 sc0 ls0 ws0">własnych.  <span class="ff2"> </span></div><div class="t m0 x1 h2 yf9c ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienia wynikające z bada<span class="_ _0"></span>nia podwójnej istotności <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y14e6 w6c h63"><div class="t m0 xb h2 y661 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y14e6 w6d h63"><div class="t m0 x111 h2 y661 ff1 fs0 fc1 sc0 ls0 ws0">Społeczny (S)<span class="ff2"> </span></div></div><div class="c x1 y14e7 w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y14e7 w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">S4 Konsumenci i użytkownicy końcowi<span class="ff2"> </span></div></div><div class="c x1 y4e6 w6c h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e y4e6 w6d h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo i higiena pracy<span class="ff2"> </span></div><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Bezpieczeństwo klientów<span class="ff2"> </span></div></div><div class="c x1 yc97 w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Ocena <span class="ff1">wpływu</span> </div></div><div class="c x7e y14e8 w6e hf4"><div class="t m0 xb h2 y122f ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e yc97 w6d hf4"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y35 w6c h145"><div class="t m0 xb h2 y77e ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y35 w6d h145"><div class="t m0 x111 h2 y77e ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu ds. HR w UNIMOT S.A.<span class="ff2"> </span></div><div class="t m0 x111 h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu ds. Transformacji Energetycznej w </div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y14e9 ff1 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnych tematów<span class="ff2"> </span></div><div class="t m0 x1 h2 y4ea ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _4"></span>poziomie <span class="_ _4"> </span>c<span class="_ _1"></span>ałej <span class="_ _4"></span>Grupy <span class="_ _4"></span>Kapi<span class="_ _1"></span>tałowej <span class="_ _4"></span>nie <span class="_ _5"> </span>funkcjonuje <span class="_ _4"></span>jeden <span class="_ _4"></span>dokument, <span class="_ _4"> </span>który<span class="_ _1"></span> <span class="_ _4"></span>w <span class="_ _5"> </span>kompleksowy <span class="_ _4"> </span>s<span class="_ _1"></span>posób <span class="_ _4"></span>dotyczyłby </div><div class="t m0 x1 h2 y4eb ff1 fs0 fc1 sc0 ls0 ws0">kwestii <span class="_ _a"></span>bezpieczeństwa <span class="_ _6"></span>klientów. <span class="_ _a"></span>Formalne <span class="_ _a"></span>uregulowanie <span class="_ _6"></span>tego <span class="_ _a"></span>obszaru <span class="_ _6"></span>jest <span class="_ _a"></span>zależne <span class="_ _a"></span>od <span class="_ _6"></span>specyfiki <span class="_ _a"></span>działalności <span class="_ _6"></span>danej </div><div class="t m0 x1 h2 y14c4 ff1 fs0 fc1 sc0 ls0 ws0">Spółki. <span class="ff2"> </span></div></div><div class="c x1 y1302 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-1<span class="lsc">   <span class="ls1b">MDR</span></span>-P<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1424 ff2 fs0 fc5 sc0 ls0 ws0">Magazynowanie paliw </div><div class="t m0 x1 h2 y14d8 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>ramach za<span class="_ _0"></span>rządzania b<span class="_ _0"></span>ezpieczeństwem klientów <span class="_ _8"></span>terminali paliwowych, <span class="_ _8"></span>Spółka UNIMOT <span class="_ _8"></span>Te<span class="_ _1"></span>rminale <span class="_ _8"></span>wdrożyła system </div><div class="t m0 x1 h2 y14d9 ff1 fs0 fc1 sc0 ls0 ws0">zarządzania bezpieczeństwem<span class="ff2"> </span>i higieną pracy, na który składają się następujące dokumenty:<span class="ff2"> </span></div><div class="t m0 xa h11 yfe4 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">Procedura Reagowanie na sytuacje kryzysowe, </span></span></div><div class="t m0 xa h11 y3ad ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff2 fc1">Procedura Reagowanie na awarie, </span></span></div><div class="t m0 xa h11 y14ea ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">Instrukcja Prowadzenie dochodzeń po awariach,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y14eb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">Procedura Zasady postępowania przy wykonywaniu prac w<span class="ff2"> oparciu o pisemne<span class="_ _1"></span> zezwolenia, </span></span></span></div><div class="t m0 xa h11 y13c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">Instrukcja Zabezpieczenia przeciwpożarowe prac niebezpiecznych,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y14ec ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">Instrukcja Wytyczne bezpieczeństwa pracy wewnątrz zbiorników lub aparatów,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y14ed ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">Instrukcja Zasady <span class="_ _8"></span>organizacji kontroli <span class="_ _8"></span>sprawności, konserwacji, <span class="_ _8"></span>napraw i <span class="_ _8"></span>remontów zab<span class="_ _0"></span>ezpieczeń i <span class="_ _8"></span>urządzeń </span></span></div><div class="t m0 x15 h2 yaa1 ff1 fs0 fc1 sc0 ls0 ws0">przeciwpożarowych dla Oddziału Terminal Czechowice,<span class="ff2"> </span></div><div class="t m0 xa h11 y1338 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">Instrukcja <span class="_ _c"> </span>Zasady <span class="_ _b"> </span>opracowywania <span class="_ _b"> </span>i <span class="_ _c"> </span>nadzorowania <span class="_ _b"> </span>ins<span class="_ _1"></span>trukcji <span class="_ _b"> </span>technologicznych, <span class="_ _c"> </span>stanowiskowych, <span class="_ _b"> </span>obsł<span class="_ _1"></span>ugi </span></span></div><div class="t m0 x15 h2 y14ee ff1 fs0 fc1 sc0 ls0 ws0">urządzeń i instrukcji BHP i<span class="ff2"> </span>ppoż.<span class="ff2">, </span></div><div class="t m0 xa h11 y14ef ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _36"> </span><span class="ff1 fc1">Instrukcja Cele i zadania Komisji Bezpieczeństwa i<span class="ff2"> Ochrony Zdrowia. </span></span></span></div></div></div><div class="pi" ></div></div><div id="pffd" class="pf w0 h0" ><div class="pc pcfd w0 h0"><img class="bi x9 y14f0 w9 h227" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">253<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>Infrastruktura <span class="_ _5"> </span>wp<span class="_ _1"></span>rowadzono <span class="_ _5"> </span>z <span class="_ _5"> </span>kolei <span class="_ _5"> </span>dokument <span class="_ _b"> </span>pn. <span class="_ _5"> </span>Zasady <span class="_ _5"> </span>postępowania <span class="_ _5"> </span>na <span class="_ _b"> </span>terenie <span class="_ _b"> </span>terminala <span class="_ _4"></span>paliw </div><div class="t m0 x1 h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Infrastruktura.  </div><div class="t m0 x1 h2 y119 ff2 fs0 fc5 sc0 ls0 ws0">Przewozy kolejowe </div><div class="t m0 x1 h2 y11a ff1 fs0 fc1 sc0 ls0 ws0">Spółka Olavion posiada certyfikaty, które podnoszą <span class="_ _0"></span>standardy bezpieczeństwa transportu towarów niebezpiecznych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y119c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Jednolity Certyfikat Bezpieczeństwa (System SMS),<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y11c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Certyfikat zgodności dla podmiotu odpowiedzialnego za utrzymanie (System MMS), <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y11d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">SQAS <span class="_ _0"></span>(Safety <span class="_ _0"></span>and <span class="_ _8"></span>Quality Assessment <span class="_ _8"></span>fo<span class="_ _1"></span>r <span class="_ _8"></span>Sustainability), <span class="_ _0"></span>który <span class="_ _8"></span>stanow<span class="_ _1"></span>i <span class="_ _8"></span>narzędzie umożliwia<span class="_ _0"></span>jące obiektywną </span></span></div><div class="t m0 xc h2 y11e ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _19"> </span>niezależną <span class="_ _17"> </span>ocenę <span class="_ _17"> </span>systemów <span class="_ _19"> </span>zarządzania <span class="_ _19"> </span>ja<span class="_ _1"></span>kością, <span class="_ _19"> </span>bez<span class="_ _1"></span>pieczeństwem <span class="_ _19"> </span>oraz <span class="_ _17"> </span>ochroną <span class="_ _19"> </span>śro<span class="_ _1"></span>dowiska <span class="_ _19"> </span>w </div><div class="t m0 xc h2 y11f ff1 fs0 fc1 sc0 ls0 ws0">przedsiębiorstwie,<span class="ff2"> </span></div><div class="t m0 xa h11 y120 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">ATTI <span class="_ _9"> </span>(Agreement <span class="_ _9"> </span>on  Fr<span class="_ _8"></span>e<span class="_ _1"></span>ight <span class="_ _9"> </span>Train <span class="_ _9"> </span>Transfer <span class="_ _9"> </span>Inspection), <span class="_ _9"> </span>który <span class="_ _9"> </span>dotyczy <span class="_ _9"> </span>standardów <span class="_ _9"> </span>kontroli <span class="_ _9"> </span>transferu </span></span></div><div class="t m0 xc h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">pociągów towarowych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y7dd ff2 fs0 fc5 sc0 ls0 ws0">Produkty asfaltowe </div><div class="t m0 x1 h2 y7c7 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _b"> </span>UNIMOT <span class="_ _b"> </span>Bitumen <span class="_ _c"> </span>wprowadziła <span class="_ _b"> </span>wew<span class="_ _1"></span>nętrzne <span class="_ _b"> </span>procedury <span class="_ _b"> </span>i <span class="_ _c"> </span>rozwiązania <span class="_ _b"> </span>mające <span class="_ _c"> </span>na <span class="_ _b"> </span>celu <span class="_ _c"> </span>ochronę <span class="_ _b"> </span>klientów <span class="_ _c"> </span>i </div><div class="t m0 x1 h2 y7f0 ff1 fs0 fc1 sc0 ls0 ws0">konsumentów w odniesieniu do wprowadza<span class="_ _0"></span>nych na rynek produktów. Do najważniejszych z nich zaliczyć należy:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y152 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zakładową Kontrolę Produkcji;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y153 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Deklaracje Właściwości użytkowych, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y154 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Znakowanie znakiem CE  </span></span></div><div class="t m0 xa h11 yf0c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Informację o substancji, dla której nie jest wymagana <span class="_ _0"></span>Karta <span class="_ _1"></span><span class="ff2">Charakterystyki, </span></span></span></div><div class="t m0 xa h11 yc51 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">System ISO 45001 Zarządzanie bezpieczeństwem.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y7ca ff2 fs0 fc5 sc0 ls0 ws0">RCEkoenergia </div><div class="t m0 x1 h2 yf0d ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _5"> </span>gronie <span class="_ _5"> </span>klientów <span class="_ _b"> </span><span class="ff2">RCEkoenergia <span class="_ _4"> </span></span>zn<span class="_ _1"></span>ajdują <span class="_ _5"> </span>się <span class="_ _5"> </span>podmioty <span class="_ _5"> </span>ma<span class="_ _1"></span>jące <span class="_ _5"> </span>swoje <span class="_ _5"> </span>sie<span class="_ _1"></span>dziby<span class="_ _0"></span> <span class="_ _5"> </span>na <span class="_ _5"> </span>terenie<span class="_ _1"></span> <span class="_ _5"> </span>należącym <span class="_ _5"> </span>do <span class="_ _b"> </span>Spółki<span class="ff2 ls10">. </span></div><div class="t m0 x1 h2 yf0e ff1 fs0 fc1 sc0 ls0 ws0">Możliwość <span class="_ _6"></span>oddziaływania <span class="_ _6"></span>na<span class="_ _1"></span> <span class="_ _6"></span>bezpieczeństwo <span class="_ _a"></span>tych <span class="_ _6"></span>podmiotów <span class="_ _6"></span>w<span class="_ _1"></span>ynika <span class="_ _6"></span>z <span class="_ _a"></span>bezpośre<span class="_ _1"></span>dniego <span class="_ _6"></span>sąsiedztwa <span class="_ _6"></span>dużej <span class="_ _a"></span>jednostki </div><div class="t m0 x1 h2 y215 ff1 fs0 fc1 sc0 ls0 ws0">biznesowej  Sp<span class="_ _0"></span>ółki <span class="_ _9"> </span>oraz <span class="_ _9"> </span>potencjalnej  możliwości <span class="_ _9"> </span>wystąpienia <span class="_ _9"> </span>awarii <span class="_ _9"> </span>(np.  rozszczelnienia <span class="_ _c"> </span>ins<span class="_ _1"></span>talacji) <span class="_ _9"> </span>zagrażającej </div><div class="t m0 x1 h2 y216 ff1 fs0 fc1 sc0 ls0 ws0">zdrowiu <span class="_ _8"></span>lub<span class="_ _1"></span> <span class="_ _8"></span>życiu<span class="_ _1"></span> <span class="_ _8"></span>ludzi znajdujących <span class="_ _8"></span>się<span class="_ _1"></span> <span class="_ _8"></span>w pobliżu.<span class="ff2"> </span>By <span class="_ _8"></span>minimalizować ryzyk<span class="_ _0"></span>o, Sp<span class="_ _0"></span>ółka wprowadziła <span class="_ _8"></span>i stosuje <span class="_ _0"></span>procedury </div><div class="t m0 x1 h2 y12c ff1 fs0 fc1 sc0 ls0 ws0">mające na celu dbałość o należyty stan urządzeń i instalacji, regularne przeglądy, konserwacje, monitoring instalacji </div><div class="t m0 x1 h2 y217 ff1 fs0 fc1 sc0 ls0 ws0">i w razie stwierdzonych nieprawidłowości podejmowała niezwłocznych działań naprawczych. <span class="ff2"> </span></div></div><div class="c x1 y14f1 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-4   MDR-A </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y389 ff2 fs0 fc5 sc0 ls0 ws0">Magazynowanie paliw </div><div class="t m0 x1 h2 y21c ff1 fs0 fc1 sc0 ls0 ws0">Kierownik <span class="_ _a"></span>Bazy <span class="_ _a"></span>Paliw <span class="_ _a"></span>oraz <span class="_ _a"></span>Sp<span class="_ _1"></span>ecjalista <span class="_ _a"></span> <span class="_ _a"></span>ds. <span class="_ _a"></span>bezpieczeństw<span class="_ _1"></span>a <span class="_ _6"></span>proc<span class="_ _1"></span>esowego <span class="_ _a"></span>przeprowadzają <span class="_ _a"></span>raz <span class="_ _a"></span>w <span class="_ _a"></span>miesiącu <span class="_ _a"></span>przegląd </div><div class="t m0 x1 h2 yf9e ff1 fs0 fc1 sc0 ls0 ws0">terenu <span class="_ _6"></span>danej <span class="_ _6"></span>bazy <span class="_ _1"></span>paliw. <span class="_ _6"></span>Prowadzona <span class="_ _1"></span>jest <span class="_ _6"></span>Ks<span class="_ _1"></span>iążka <span class="_ _1"></span>Kontroli, <span class="_ _6"></span>w <span class="_ _6"></span>której <span class="_ _6"></span>wyszczególnione <span class="_ _6"></span>są <span class="_ _1"></span>wszelkie <span class="_ _6"></span>uwagi <span class="_ _6"></span>dotyczące </div><div class="t m0 x1 h2 yf9f ff2 fs0 fc1 sc0 ls0 ws0">stanu <span class="_ _5"> </span>instalacji. <span class="_ _5"> </span>Pracownicy <span class="_ _5"> </span>b<span class="_ _1"></span>azy <span class="_ _5"> </span>p<span class="ff1">aliw <span class="_ _5"> </span>posia<span class="_ _1"></span>dają <span class="_ _4"> </span>urzą<span class="_ _1"></span>dzenia <span class="_ _5"> </span>zaopatrzone <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>GPS <span class="_ _5"> </span>służące <span class="_ _b"> </span>do <span class="_ _5"> </span>codziennej <span class="_ _5"> </span>kontro<span class="_ _1"></span>li </span></div><div class="t m0 x1 h2 yfa0 ff1 fs0 fc1 sc0 ls0 ws0">obszarów  bazy. <span class="_ _e"> </span>Urządzenia  gene<span class="_ _1"></span>rują  raporty  n<span class="_ _1"></span>a  podstawie<span class="_ _1"></span>,  których  nie<span class="_ _1"></span>zwłocznie  podejmowane <span class="_ _e"> </span>są  działania </div><div class="t m0 x1 h2 yfa1 ff2 fs0 fc1 sc0 ls0 ws0">naprawcze instalacji.  </div><div class="t m0 x1 h2 yfa2 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 <span class="_ _1"></span>r. <span class="_ _1"></span>zostały <span class="_ _1"></span>wykonane re<span class="_ _1"></span>monty i <span class="_ _1"></span>oznakowanie <span class="_ _1"></span>dróg. O<span class="_ _1"></span> bezpieczeńs<span class="_ _1"></span>twie klientów <span class="_ _1"></span>baz paliw <span class="_ _1"></span>informują <span class="_ _1"></span>również </div><div class="t m0 x1 h2 y8e6 ff2 fs0 fc1 sc0 ls0 ws0">piktogramy.  </div><div class="t m0 x1 h2 yfae ff1 fs0 fc1 sc0 ls0 ws0">Prowadzony <span class="_ _c"> </span>jest <span class="_ _c"> </span>stały <span class="_ _c"> </span>monit<span class="_ _1"></span>oring <span class="_ _c"> </span>przez <span class="_ _c"> </span>rozbudowaną <span class="_ _c"> </span>sie<span class="_ _1"></span>ć <span class="_ _c"> </span>kamer, <span class="_ _c"> </span>a <span class="_ _c"> </span>na <span class="_ _c"> </span>s<span class="_ _1"></span>tronie <span class="_ _c"> </span>www <span class="_ _c"> </span>Spółek <span class="_ _c"> </span>zamies<span class="_ _1"></span>zczane <span class="_ _c"> </span>są </div><div class="t m0 x1 h2 yfa3 ff1 fs0 fc1 sc0 ls0 ws0">informacje o zasadach BHP dla klientów. <span class="ff2"> </span></div><div class="t m0 x1 h2 y19b ff1 fs0 fc1 sc0 ls0 ws0">Dodatkowo, <span class="_ _d"> </span>Spółka <span class="_ _e"> </span>UNIMOT <span class="_ _d"> </span>Infrastruktura <span class="_ _d"> </span>raz <span class="_ _e"> </span>na <span class="_ _d"> </span>dwa <span class="_ _d"> </span>lata <span class="_ _e"> </span>pr<span class="_ _1"></span>zeprowadza <span class="_ _e"> </span>szkolenia <span class="_ _d"> </span>dla <span class="_ _d"> </span>każdego <span class="_ _e"> </span>kierowc<span class="_ _1"></span>y </div><div class="t m0 x1 h2 y19c ff1 fs0 fc1 sc0 ls0 ws0">korzystającego z bazy paliw.<span class="ff2"> </span></div><div class="t m0 x1 h2 ydc0 ff2 fs0 fc5 sc0 ls0 ws0">Przewozy kolejowe </div><div class="t m0 x1 h2 y380 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>branży <span class="_ _8"></span>transportu kolejowego <span class="_ _8"></span>towarów, <span class="_ _8"></span>S<span class="_ _1"></span>półka <span class="_ _8"></span><span class="ff2">Olavion <span class="_ _8"></span><span class="ff1">w<span class="_ _1"></span>pływa <span class="_ _8"></span>na <span class="_ _8"></span>bezpiecze<span class="_ _1"></span>ństwo <span class="_ _8"></span>swoich <span class="_ _8"></span>klientów<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span><span class="ff1">i za<span class="_ _8"></span>rzą<span class="_ _1"></span>dza <span class="_ _8"></span>tym </span></span></span></span></div><div class="t m0 x1 h2 y7db ff1 fs0 fc1 sc0 ls0 ws0">wpływem<span class="ff2"> <span class="lsa">w </span></span>poniższych <span class="ff2">obszarach: </span></div></div></div><div class="pi" ></div></div><div id="pffe" class="pf w0 h0" ><div class="pc pcfe w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">254<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Bezpieczeństwo operacyjne:<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y118 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">standaryzacja <span class="_ _1f"> </span>procedur: <span class="_ _22"> </span>wprowadzenie <span class="_ _1f"> </span>standardowych <span class="_ _1f"> </span>proce<span class="_ _1"></span>dur <span class="_ _1f"> </span>operacyjnych, <span class="_ _1f"> </span>k<span class="_ _1"></span>tóre <span class="_ _1f"> </span>zwiększają </span></span></div><div class="t m0 xc h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwo transportu, takich jak regula<span class="_ _0"></span>rne kontrole stanu technicznego pojazdów i infrastruktury;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y1a2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">szkolenia <span class="_ _8"></span>pracowników <span class="ff2">- <span class="_ _8"></span><span class="ff1">organizowanie <span class="_ _8"></span>szkoleń dla <span class="_ _7"></span>p<span class="_ _1"></span>racowników <span class="_ _8"></span>w z<span class="_ _0"></span>akresie b<span class="_ _8"></span>e<span class="_ _1"></span>zpieczeństwa, <span class="_ _8"></span>co <span class="_ _0"></span>pozwala <span class="_ _8"></span>na </span></span></span></span></div><div class="t m0 xc h2 y1a3 ff2 fs0 fc1 sc0 ls0 ws0">odpowiednie reagowanie w sytuacjach awaryjny<span class="_ _0"></span>ch. </div><div class="t m0 xa h11 y761 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Zarządzanie ryzykiem:<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 y762 ff1 fs0 fc1 sc0 ls0 ws0">ocena <span class="_ _1"></span>ryzyka: <span class="_ _1"></span>przeprowadzanie <span class="_ _6"></span>regularnych <span class="_ _1"></span>analiz <span class="_ _1"></span>ryzyka <span class="_ _1"></span>zw<span class="_ _1"></span>iązanych <span class="_ _1"></span>z <span class="_ _1"></span>transportem <span class="_ _1"></span>towarów,<span class="_ _1"></span> <span class="_ _1"></span>co <span class="_ _1"></span>pozwala </div><div class="t m0 xc h2 y763 ff1 fs0 fc1 sc0 ls0 ws0">na identyfikację i eliminację potencjalnych zagrożeń.<span class="ff2 fc5"> </span></div><div class="t m0 xa h11 y764 ff2 fs0 fc1 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc5">Wpływ na środowisko: </span><span class="ff2"> </span></span></div><div class="t m0 xc h2 y765 ff1 fs0 fc1 sc0 ls0 ws0">inwestycje <span class="_ _9"> </span>w  no<span class="_ _8"></span>w<span class="_ _1"></span>oczesne <span class="_ _9"> </span>lokomotywy, <span class="_ _c"> </span>które<span class="_ _1"></span> <span class="_ _9"> </span>minimalizują <span class="_ _9"> </span>negatywny <span class="_ _9"> </span>wpływ <span class="_ _9"> </span>na <span class="_ _9"> </span>środowisko,<span class="_ _1"></span> <span class="_ _9"> </span>zdrowie </div><div class="t m0 xc h2 y766 ff1 fs0 fc1 sc0 ls0 ws0">społeczeństwa i zwiększają bezpieczeństwo użytkowników.<span class="ff2"> </span></div><div class="t m0 xa h11 y259 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1">Regulacje i zgodność z normami:<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 y767 ff2 fs0 fc1 sc0 ls0 ws0">Normy <span class="_ _6"></span>SMS, <span class="_ _6"></span>MM<span class="_ _1"></span>S, <span class="_ _6"></span><span class="ff1">ce<span class="_ _1"></span>rtyfikacje: <span class="_ _6"></span>utrzymywanie <span class="_ _6"></span>wysokich <span class="_ _6"></span>s<span class="_ _1"></span>tandardów <span class="_ _1"></span>bezpiec<span class="_ _1"></span>zeństwa <span class="_ _6"></span>poprzez <span class="_ _6"></span>uzyskiwanie </span></div><div class="t m0 xc h2 y768 ff1 fs0 fc1 sc0 ls0 ws0">odpowiednich  certyfikacji, <span class="_ _e"> </span>co  gwarantuje  kliento<span class="_ _1"></span>m,  że  pr<span class="_ _1"></span>zewożone  towary  s<span class="_ _1"></span>ą  traktowane  zgodnie <span class="_ _e"> </span>z </div><div class="t m0 xc h2 y769 ff2 fs0 fc1 sc0 ls0 ws0">najlepszymi praktykami. </div><div class="t m0 x1 h2 y14f ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>2024 rok<span class="_ _0"></span>u <span class="_ _8"></span>Spółka p<span class="_ _0"></span>odjęła <span class="_ _8"></span>dz<span class="_ _1"></span>iałania <span class="_ _7"></span>m<span class="_ _1"></span>ające <span class="_ _8"></span>na <span class="_ _8"></span>c<span class="_ _1"></span>elu <span class="_ _8"></span>minimalizowanie <span class="_ _0"></span>ryzyka <span class="_ _8"></span>negatywnego <span class="_ _0"></span>oddziaływania <span class="_ _8"></span>na <span class="_ _8"></span>s<span class="_ _1"></span>woich </div><div class="t m0 x1 h2 y150 ff1 fs0 fc1 sc0 ls0 ws0">klientów <span class="_ _1"></span>w <span class="_ _6"></span>zakresie <span class="_ _1"></span>bezpieczeństwa, <span class="_ _6"></span>w <span class="_ _1"></span>tym <span class="_ _6"></span>zarówno <span class="_ _1"></span>wymogów <span class="_ _6"></span>prawnych, <span class="_ _1"></span>jak <span class="_ _1"></span>i <span class="_ _6"></span>działań <span class="_ _1"></span>d<span class="_ _1"></span>obrowolnych. <span class="_ _1"></span>Przykładem </div><div class="t m0 x1 h2 y151 ff1 fs0 fc1 sc0 ls0 ws0">tych działań są przeprowadzone szkolenia dla pracowników dotyczące kluczowych obszarów, takich jak:<span class="ff2"> </span></div><div class="t m0 xa h11 y1026 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">transport  kolejowy,  zarówno  krajowy,  jak  i  międzynarodowy,  obejmujące  zasady  i  odpowiedzialność </span></span></div><div class="t m0 xc h2 y76b ff1 fs0 fc1 sc0 ls0 ws0">przewoźników. <span class="_ _1"></span>Dzięki <span class="_ _1"></span>t<span class="_ _1"></span>ym <span class="_ _1"></span>szkoleniom <span class="_ _6"></span>pracownicy <span class="_ _1"></span>nabyli <span class="_ _1"></span>wie<span class="_ _1"></span>dzę <span class="_ _1"></span>na <span class="_ _1"></span>temat<span class="_ _1"></span> <span class="_ _1"></span>standardów <span class="_ _1"></span>bez<span class="_ _1"></span>pieczeństwa, <span class="_ _1"></span>co </div><div class="t m0 xc h2 y101f ff1 fs0 fc1 sc0 ls0 ws0">pozwala na skuteczniejsze zarządzanie ryzykiem związanym z przewozem towarów;<span class="ff2"> </span></div><div class="t m0 xa h11 y7c9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prawo <span class="_ _6"></span>ce<span class="_ _1"></span>lne, <span class="_ _6"></span>które<span class="_ _1"></span> <span class="_ _6"></span>jes<span class="_ _1"></span>t <span class="_ _6"></span>niezbędne <span class="_ _a"></span>w <span class="_ _6"></span>kontekśc<span class="_ _1"></span>ie <span class="_ _6"></span>transportu <span class="_ _a"></span>międzynarodowego. <span class="_ _a"></span>Szkolenia <span class="_ _6"></span>z <span class="_ _a"></span>tego <span class="_ _a"></span>zakresu </span></span></div><div class="t m0 xc h2 y2b ff1 fs0 fc1 sc0 ls0 ws0">mają <span class="_ _4"></span>na <span class="_ _5"> </span>celu <span class="_ _5"> </span>zapewnie<span class="_ _1"></span>nie, <span class="_ _5"> </span>że <span class="_ _4"></span>wszyscy <span class="_ _5"> </span>pracownicy <span class="_ _5"> </span>są <span class="_ _5"> </span>świadomi <span class="_ _5"> </span>obowiązujących <span class="_ _5"> </span>przepisów <span class="_ _5"> </span>i <span class="_ _5"> </span>potrafią <span class="_ _5"> </span>je </div><div class="t m0 xc h2 y7ca ff1 fs0 fc1 sc0 ls0 ws0">wdrażać w praktyce, co również wspiera bezpieczeństwo klientów.<span class="ff2"> </span></div><div class="t m0 xc h2 y722 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y214 ff2 fs0 fc5 sc0 ls0 ws0">Stacje paliw </div><div class="t m0 x1 h2 y1027 ff1 fs0 fc1 sc0 ls0 ws0">Działania podejmowane przez UNIMOT w za<span class="_ _0"></span>kresie bezpieczeństwa na stacjach paliw AVIA obejmują za<span class="_ _0"></span>równo jakość </div><div class="t m0 x1 h2 y109a ff1 fs0 fc1 sc0 ls0 ws0">produktów, <span class="_ _1"></span>bezpieczeńs<span class="_ _1"></span>two <span class="_ _1"></span>klientów, <span class="_ _6"></span>ochro<span class="_ _1"></span>nę <span class="_ _1"></span>środowiska, <span class="_ _6"></span>jak <span class="_ _1"></span>i <span class="_ _6"></span>edukację <span class="_ _6"></span>pracow<span class="_ _1"></span>ników. <span class="_ _1"></span>Do <span class="_ _6"></span>najważniejszych <span class="_ _6"></span>z <span class="_ _1"></span>nic<span class="_ _1"></span>h </div><div class="t m0 x1 h2 y109b ff1 fs0 fc1 sc0 ls0 ws0">zaliczyć należy:<span class="ff2"> </span></div><div class="t m0 xa h11 y1020 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Bezpieczeństwo produktów paliwowych i żywności:<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf10 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Paliwa <span class="_ _b"> </span>dostarczane <span class="_ _b"> </span>s<span class="_ _1"></span>ą <span class="_ _b"> </span>z <span class="_ _b"> </span>własnyc<span class="_ _1"></span>h <span class="_ _b"> </span>baz <span class="_ _b"> </span>lub <span class="_ _c"> </span>od <span class="_ _b"> </span>sprawdzonych <span class="_ _c"> </span>dostawców, <span class="_ _b"> </span>co <span class="_ _c"> </span>zapewnia <span class="_ _b"> </span>ich <span class="_ _b"> </span>zgodność <span class="_ _c"> </span>z </span></span></div><div class="t m0 xc h2 y7fe ff1 fs0 fc1 sc0 ls0 ws0">odpowiednimi normami jakościowymi;<span class="ff2"> </span></div><div class="t m0 xa h11 y7ff ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Procedury <span class="_ _8"></span>bezpieczeństwa <span class="_ _8"></span>podczas <span class="_ _8"></span>dostaw <span class="_ _8"></span>paliw <span class="_ _8"></span>obejmują <span class="_ _8"></span>we<span class="_ _1"></span>wnętrzne <span class="_ _7"></span>s<span class="_ _1"></span>ystemy <span class="_ _7"></span>kontroli, <span class="_ _8"></span>które <span class="_ _8"></span>minimalizują </span></span></div><div class="t m0 xc h2 y800 ff1 fs0 fc1 sc0 ls0 ws0">ryzyko nieprawidłowości;<span class="ff2"> </span></div><div class="t m0 xa h11 y1f2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Produkty spoży<span class="_ _0"></span>wcze w sklepa<span class="_ _0"></span>ch stacji pochodzą <span class="_ _8"></span>w<span class="_ _1"></span>yłącznie od <span class="_ _8"></span>zaufanych dostawców,<span class="_ _1"></span> a<span class="_ _8"></span> ich przechowywanie </span></span></div><div class="t m0 xc h2 y363 ff1 fs0 fc1 sc0 ls0 ws0">jest zgodne z zasadami HACCP, co gwarantuje b<span class="_ _0"></span>ezpieczeństwo żywności,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y423 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff2 fc1">Oznakowanie stacji i komunikacja z klientami </span></span></div><div class="t m0 xa h11 y3f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Przy <span class="_ _8"></span>dystrybutorach znajdują <span class="_ _8"></span>się informacje <span class="_ _8"></span>o<span class="_ _1"></span> <span class="_ _8"></span>potencjalnych za<span class="_ _0"></span>grożeniach, <span class="_ _0"></span>m.in. o <span class="_ _8"></span>strefach <span class="_ _0"></span>niebezpiecznych<span class="_ _0"></span> </span></span></div><div class="t m0 xc h2 yf15 ff2 fs0 fc1 sc0 ls0 ws0">i substancjach chemicznych; </div><div class="t m0 xa h11 y3aa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Klienci <span class="_ _a"></span>są <span class="_ _a"></span>informowani <span class="_ _a"></span>o <span class="_ _a"></span>zakazach, <span class="_ _a"></span>takich <span class="_ _a"></span>jak <span class="_ _a"></span>zakaz <span class="_ _a"></span>tankowania <span class="_ _a"></span>przy <span class="_ _a"></span>włączonym <span class="_ _a"></span>silniku, <span class="_ _a"></span>zakaz <span class="_ _a"></span>używania </span></span></div><div class="t m0 xc h2 yf16 ff2 fs0 fc1 sc0 ls0 ws0">otwartego ognia, tankowania butli z gazem czy zakaz palenia <span class="_ _0"></span>tytoniu; </div><div class="t m0 xa h11 y6c2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">W sklepach stacji rów<span class="_ _1"></span>nież wyraźnie informuje się o<span class="_ _1"></span> zakaza<span class="_ _0"></span>ch, np. s<span class="_ _1"></span>przedaży alkoholu i papierosów <span class="_ _1"></span>osobom </span></span></div><div class="t m0 xc h2 y804 ff2 fs0 fc1 sc0 ls0 ws0">nieletnim. </div><div class="t m0 xa h11 y805 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Odpowiedzialność ekologiczna i za<span class="_ _0"></span>rządzanie odpadami<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y806 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Klienci <span class="_ _c"> </span>mogą <span class="_ _b"> </span>oddawać <span class="_ _c"> </span>odpady <span class="_ _c"> </span>do <span class="_ _c"> </span>utylizacji, <span class="_ _c"> </span>w <span class="_ _b"> </span>t<span class="_ _1"></span>ym <span class="_ _b"> </span>op<span class="_ _1"></span>akowania <span class="_ _b"> </span>po<span class="_ _1"></span> <span class="_ _b"> </span>płynach <span class="_ _c"> </span>eksploatacyjnych, <span class="_ _c"> </span>olejach </span></span></div><div class="t m0 xc h2 y807 ff1 fs0 fc1 sc0 ls0 ws0">silnikowych, chemii samochodowej oraz zuży<span class="_ _8"></span>te<span class="_ _1"></span> baterie;<span class="ff2"> </span></div><div class="t m0 xa h11 y808 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zapewnienie <span class="_ _7"></span>e<span class="_ _1"></span>kologicznych <span class="_ _7"></span>apteczek <span class="_ _8"></span>na <span class="_ _7"></span>stacjach <span class="_ _8"></span>umożliwia <span class="_ _7"></span>pr<span class="_ _1"></span>acownikom <span class="_ _7"></span>szybką <span class="_ _7"></span>re<span class="_ _1"></span>akcję <span class="_ _7"></span>w <span class="_ _8"></span>przypadku <span class="_ _8"></span>rozlań </span></span></div><div class="t m0 xc h2 y809 ff2 fs0 fc1 sc0 ls0 ws0">paliwa lub innych substancji chemicznych; </div><div class="t m0 xa h11 y33e ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Szkolenia pracowników<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y102c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Pracownicy  stacji  są  regularnie  szkoleni  z  zasad  bezpiecze<span class="_ _1"></span>ństwa  pożarowego,  używania  gaśnic  oraz </span></span></div><div class="t m0 xc h2 y80c ff2 fs0 fc1 sc0 ls0 ws0">udzielania pierwszej pomocy; </div></div></div><div class="pi" ></div></div><div id="pfff" class="pf w0 h0" ><div class="pc pcff w0 h0"><img class="bi x9 yb92 w9 h152" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">255<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Procedury obejmują <span class="_ _8"></span>równie<span class="_ _1"></span>ż <span class="_ _0"></span>szkolenia <span class="_ _0"></span>z p<span class="_ _0"></span>ostępowania w <span class="_ _0"></span>sytuacjach kryzysowych, w <span class="_ _8"></span>tym z usuwania <span class="_ _8"></span>ro<span class="_ _1"></span>zlań </span></span></div><div class="t m0 xc h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">paliw. </div><div class="t m0 xa h11 y142 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Ochrona danych i przeglądy serwisowe<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1a2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Spółka <span class="_ _7"></span>dba <span class="_ _8"></span>o <span class="_ _8"></span>ochronę <span class="_ _8"></span>danych <span class="_ _8"></span>klientów <span class="_ _8"></span>oraz <span class="_ _7"></span>nagrań<span class="_ _1"></span> <span class="_ _7"></span>wideo, <span class="_ _8"></span>zapewniając <span class="_ _8"></span>odpowiednie <span class="_ _7"></span>standar<span class="_ _1"></span>dy <span class="_ _7"></span>prywatnośc<span class="_ _1"></span>i.<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1a3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wszystkie  urządzenia <span class="_ _9"> </span>na  stacjach  podlegają<span class="_ _0"></span>  regularnym  przeglądom <span class="_ _9"> </span>serw<span class="_ _1"></span>isowym,  co <span class="_ _9"> </span>gwarantuje  ich </span></span></div><div class="t m0 xc h2 y761 ff1 fs0 fc1 sc0 ls0 ws0">prawidłowe działanie zgodnie z obowiązującymi przepisami.<span class="ff2"> </span></div><div class="t m0 x1 h2 y146 ff2 fs0 fc5 sc0 ls0 ws0">Etykietowanie <span class="ff1">i badania jakości</span> </div><div class="t m0 x1 h2 y753 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _e"> </span>UNIMOT <span class="_ _e"> </span>przestrzega <span class="_ _d"> </span>obowiązujących <span class="_ _e"> </span>branżowych <span class="_ _e"> </span>standardów <span class="_ _e"> </span>dotyczących<span class="_ _1"></span><span class="ff2"> <span class="_ _e"> </span></span>ja<span class="_ _1"></span>kości <span class="_ _d"> </span>oraz<span class="ff2"> <span class="_ _e"> </span>etykietowania </span></div><div class="t m0 x1 h2 y754 ff1 fs0 fc1 sc0 ls0 ws0">produktów<span class="ff2 ls2">. <span class="_ _1"></span></span>Stosowane <span class="_ _6"></span>są <span class="_ _6"></span>zarówno <span class="_ _a"></span>krajowe <span class="_ _1"></span>regulacje, <span class="_ _6"></span>jak <span class="_ _1"></span>i <span class="_ _6"></span>międzynarodowe <span class="_ _6"></span>normy, <span class="_ _6"></span>w <span class="_ _6"></span>tym <span class="_ _1"></span>te<span class="_ _1"></span> <span class="_ _1"></span>związane <span class="_ _6"></span>z <span class="_ _6"></span>ochroną </div><div class="t m0 x1 h2 y755 ff1 fs0 fc1 sc0 ls0 ws0">konsumentów i wymogami dotyczącymi <span class="_ _8"></span>info<span class="_ _1"></span>rmacji o składzie produktów.<span class="ff2"> </span></div><div class="t m0 x1 h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">Grupa opiera się na regulacjach:<span class="ff2"> </span></div><div class="t m0 xa h11 y7dd ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Dyrektywa <span class="_ _8"></span>98/70/<span class="_ _1"></span>WE <span class="_ _8"></span>w sprawie <span class="_ _8"></span>jakości p<span class="_ _0"></span>aliw –<span class="ff2"> <span class="_ _8"></span><span class="ff1">określa minima<span class="_ _8"></span>lne<span class="_ _1"></span> <span class="_ _8"></span>wymagania <span class="_ _8"></span>j<span class="_ _1"></span>akościowe dla<span class="_ _8"></span> paliw <span class="_ _8"></span>ciekłych </span></span></span></span></div><div class="t m0 xc h2 y123 ff2 fs0 fc1 sc0 ls0 ws0">w UE. </div><div class="t m0 xa h11 y124 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozporządzenie <span class="_ _5"> </span>(WE) <span class="_ _b"> </span>nr <span class="_ _b"> </span>1272/2008 <span class="_ _b"> </span>(CLP) <span class="_ _b"> </span>–<span class="ff2"> <span class="_ _b"> </span></span>reguluje <span class="_ _b"> </span>klasyfikację, <span class="_ _b"> </span>oznakowanie <span class="_ _5"> </span>i <span class="_ _b"> </span>pakow<span class="_ _1"></span>anie <span class="_ _5"> </span>substancji </span></span></div><div class="t m0 xc h2 y125 ff2 fs0 fc1 sc0 ls0 ws0">chemicznych, w tym paliw. </div><div class="t m0 xa h11 y7de ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Ustawa <span class="_ _7"></span>Prawo <span class="_ _7"></span>e<span class="_ _1"></span>nergetyczne <span class="_ _7"></span>(Dz.U. <span class="_ _7"></span>1997 <span class="_ _8"></span>nr <span class="_ _7"></span>54 <span class="_ _8"></span>poz. <span class="_ _7"></span>348) <span class="_ _8"></span><span class="ff1">–<span class="ff2"> <span class="_ _8"></span><span class="ff1">reguluje <span class="_ _7"></span>rynek <span class="_ _8"></span>paliw <span class="_ _7"></span>oraz <span class="_ _7"></span>obowiązki <span class="_ _8"></span>sprzedawców </span></span></span></span></span></div><div class="t m0 xc h2 yf45 ff1 fs0 fc1 sc0 ls0 ws0">paliw ciekłych.<span class="ff2"> </span></div><div class="t m0 xa h11 yf3e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Ustawa <span class="_ _1"></span>o <span class="_ _1"></span>s<span class="_ _1"></span>ystemie <span class="_ _1"></span>monitorowania <span class="_ _1"></span>i <span class="_ _1"></span>kontrolow<span class="_ _1"></span>ania <span class="_ _1"></span>jakości <span class="_ _1"></span>paliw <span class="_ _1"></span>(Dz.U. <span class="_ _6"></span>2006 <span class="_ _1"></span>nr <span class="_ _6"></span>169 <span class="_ _1"></span>poz. <span class="_ _6"></span>1200) <span class="_ _a"></span>–<span class="ff2"> <span class="_ _1"></span></span>nakłada </span></span></div><div class="t m0 xc h2 yf75 ff1 fs0 fc1 sc0 ls0 ws0">wymogi dotyczące jakości paliw, kontroli i sankcji za <span class="_ _8"></span>nie<span class="_ _1"></span>zgodność.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yd0b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Rozporządzenie <span class="_ _7"></span>Minis<span class="_ _1"></span>tra <span class="_ _8"></span>Klimatu <span class="_ _8"></span>i <span class="_ _7"></span>Ś<span class="_ _1"></span>rodowiska <span class="_ _8"></span>w <span class="_ _8"></span>sprawie <span class="_ _8"></span>wym<span class="_ _1"></span>agań <span class="_ _7"></span>jakoś<span class="_ _1"></span>ciowych <span class="_ _8"></span>dla <span class="_ _8"></span>paliw <span class="_ _8"></span>ciekłych –<span class="ff2"> <span class="_ _8"></span><span class="ff1">określa </span></span></span></span></div><div class="t m0 xc h2 yf76 ff2 fs0 fc1 sc0 ls0 ws0">parametry techniczne paliw oferowanych na rynku. </div><div class="t m0 xa h11 yf2d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Ustawa <span class="_ _c"> </span>o<span class="_ _1"></span> <span class="_ _c"> </span>biokomponentach <span class="_ _9"> </span>i <span class="_ _9"> </span>biopaliwach <span class="_ _9"> </span>ciekłych <span class="_ _9"> </span>(Dz.U. <span class="_ _c"> </span>2006 <span class="_ _9"> </span>nr <span class="_ _9"> </span>169 <span class="_ _9"> </span>poz. <span class="_ _c"> </span>1199)  –<span class="ff2"> <span class="_ _9"> </span></span>reguluje <span class="_ _9"> </span>udział </span></span></div><div class="t m0 xc h2 yf2e ff1 fs0 fc1 sc0 ls0 ws0">biokomponentów w paliwach.<span class="ff2"> </span></div><div class="t m0 xa h11 yd0f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Ustawa <span class="_ _1"></span>o<span class="_ _1"></span> <span class="_ _1"></span>za<span class="_ _1"></span>pasach <span class="_ _1"></span>ro<span class="_ _1"></span>py <span class="_ _1"></span>nafto<span class="_ _1"></span>wej, <span class="_ _6"></span>produktów <span class="_ _1"></span>nafto<span class="_ _1"></span>wych <span class="_ _6"></span>i <span class="_ _6"></span>gazu <span class="_ _6"></span>ziemne<span class="_ _1"></span>go <span class="_ _1"></span>(Dz.U. <span class="_ _6"></span>2007<span class="_ _1"></span> <span class="_ _1"></span>nr<span class="_ _1"></span> <span class="_ _6"></span>52 <span class="_ _6"></span>poz. <span class="_ _6"></span>343) <span class="_ _4"></span>–<span class="ff2"> </span></span></span></div><div class="t m0 xc h2 yf2f ff1 fs0 fc1 sc0 ls0 ws0">reguluje obowiązki przedsiębiorstw paliwowych w za<span class="_ _0"></span>kresie magazynowania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yf30 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Ustawa o substancjach chemicznych i ich mieszaninach (Dz.U. 2011 nr 63 poz. 322) <span class="_ _1"></span><span class="ff1">–</span> dotyczy klasyfikacji i </span></span></div><div class="t m0 xc h2 y1027 ff2 fs0 fc1 sc0 ls0 ws0">oznakowania paliw. </div></div><div class="c x1 y14f2 w3a h11d"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-5   MDR-T<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y13cf ff1 fs0 fc1 sc0 ls0 ws0">Spółki <span class="_ _1"></span>z <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>wyznaczają <span class="_ _6"></span>indywidualne <span class="_ _6"></span>cele <span class="_ _6"></span>w <span class="_ _6"></span>zakresie <span class="_ _6"></span>bezpieczeństwa <span class="_ _6"></span>swoich <span class="_ _6"></span>klientów. <span class="_ _6"></span>Należy <span class="_ _1"></span>do <span class="_ _6"></span>nich </div><div class="t m0 x1 h2 y13d0 ff1 fs0 fc1 sc0 ls0 ws0">przede wszystkim prze<span class="_ _1"></span>ciwdziałanie wypadkom na <span class="_ _1"></span>terenach baz<span class="_ _1"></span> paliw oraz <span class="_ _1"></span>brak zagrażających <span class="_ _1"></span>zdrowiu i <span class="_ _1"></span>życiu awarii </div><div class="t m0 x1 h2 y13d1 ff1 fs0 fc1 sc0 ls0 ws0">przemysłowych. <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>Infrastruktura <span class="_ _b"> </span>ora<span class="_ _1"></span>z <span class="_ _c"> </span>UNIMOT <span class="_ _b"> </span>Te<span class="_ _1"></span>rminale <span class="_ _c"> </span>konsultują <span class="_ _b"> </span>c<span class="_ _1"></span>ele <span class="_ _c"> </span>w <span class="_ _b"> </span>t<span class="_ _1"></span>ym <span class="_ _c"> </span>zakresie <span class="_ _c"> </span>z <span class="_ _c"> </span>kluczowymi </div><div class="t m0 x1 h2 y13d2 ff2 fs0 fc1 sc0 ls0 ws0">klientami.  </div><div class="t m0 x1 h2 y133 ff1 fs0 fc1 sc0 ls0 ws0">W raportowanym okresie nie miały miejsca zdarzenia mogące istotnie wpłynąć na bezpieczeństwo klientów.<span class="ff2">  </span></div><div class="t m0 x1 h2 y422 ff1 fs0 fc0 sc0 ls0 ws0">Procesy <span class="_ _a"></span>remediacji <span class="_ _a"></span>negatywnych <span class="_ _a"></span>oddziaływań <span class="_ _a"></span>i <span class="_ _a"></span>kanały <span class="_ _a"></span>zgłaszania <span class="_ _a"></span>problemów <span class="_ _a"></span>przez <span class="_ _a"></span>konsumentó<span class="_ _1"></span>w <span class="_ _a"></span>i <span class="_ _a"></span>użytkowników </div><div class="t m0 x1 h2 y10ad ff1 fs0 fc0 sc0 ls0 ws0">końcowych<span class="ff2"> </span></div></div><div class="c x1 y3a9 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-3 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yffa ff2 fs0 fc5 sc0 ls0 ws0">Klienci biznesowi i instytucjonalni </div><div class="t m0 x1 h2 y10af ff1 fs0 fc1 sc0 ls0 ws0">Spółki <span class="_ _a"></span>z <span class="_ _a"></span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>adresują <span class="_ _a"></span>swoją <span class="_ _a"></span>działalność <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>większości <span class="_ _a"></span>do <span class="_ _a"></span>klientów <span class="_ _a"></span>biznesow<span class="_ _1"></span>ych <span class="_ _6"></span>i <span class="_ _a"></span>instytucjonalnych. <span class="_ _5"> </span><span class="ff2 lsa">W </span></div><div class="t m0 x1 h2 ybab ff2 fs0 fc1 sc0 ls0 ws0">stosunku <span class="_ _17"> </span>do <span class="_ _17"> </span>nich <span class="_ _17"> </span>nie <span class="_ _17"> </span>wprowadzono <span class="_ _17"> </span><span class="ff1">na <span class="_ _17"> </span>poziomie <span class="_ _17"> </span>całej <span class="_ _17"> </span>Grupy <span class="_ _17"> </span>dedykowanych <span class="_ _17"> </span>klientom <span class="_ _17"> </span>kanałów <span class="_ _17"> </span>kontaktu </span></div><div class="t m0 x1 h2 ybac ff1 fs0 fc1 sc0 ls0 ws0">charakterystycznych <span class="_ _8"></span>dla b<span class="_ _0"></span>ranż, <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>których g<span class="_ _8"></span>ł<span class="_ _1"></span>ównym <span class="_ _8"></span>odbiorcą jest <span class="_ _8"></span>klient <span class="_ _8"></span>indywi<span class="_ _1"></span>dualny <span class="_ _8"></span>(infolinia, <span class="_ _8"></span>dedykowana skrzy<span class="_ _0"></span>nka </div><div class="t m0 x1 h2 y3ae ff1 fs0 fc1 sc0 ls0 ws0">mailowa). <span class="_ _a"></span>Kluczowe <span class="_ _4"></span>znaczenie <span class="_ _a"></span>ma <span class="_ _a"></span>budowanie <span class="_ _a"></span>profes<span class="_ _1"></span>jonalnych <span class="_ _a"></span>i <span class="_ _a"></span>długoterminow<span class="_ _1"></span>ych <span class="_ _a"></span>relacji <span class="_ _a"></span>z <span class="_ _a"></span>odbiorcami <span class="_ _a"></span>towa<span class="_ _1"></span>rów <span class="_ _4"></span>i </div><div class="t m0 x1 h2 y14f3 ff1 fs0 fc1 sc0 ls0 ws0">usług <span class="_ _9"> </span>oraz <span class="_ _c"> </span>rozwij<span class="_ _1"></span>anie <span class="_ _9"> </span>dedykowanych <span class="_ _9"> </span>rozwiązań <span class="_ _c"> </span>w<span class="_ _1"></span>spierających <span class="_ _9"> </span>ich <span class="_ _9"> </span>potrzeby <span class="_ _9"> </span>operacyjne.  Każdy <span class="_ _9"> </span>z <span class="_ _9"> </span>pracowników </div><div class="t m0 x1 h2 y14f4 ff1 fs0 fc1 sc0 ls0 ws0">odpowiedzialnych <span class="_ _7"></span>za <span class="_ _8"></span>bezpoś<span class="_ _1"></span>redni <span class="_ _7"></span>kontakt <span class="_ _8"></span>z <span class="_ _8"></span>danym <span class="_ _8"></span>klientem przyjmuje <span class="_ _7"></span>również <span class="_ _8"></span>informacje <span class="_ _8"></span>o <span class="_ _8"></span>jego <span class="_ _8"></span>problemach, <span class="_ _8"></span>a <span class="_ _8"></span>także </div><div class="t m0 x1 h2 y131e ff1 fs0 fc1 sc0 ls0 ws0">podejmuje działania mające na celu ich rozwiąz<span class="_ _0"></span>anie. <span class="ff2"> </span></div><div class="t m0 x1 h2 yb54 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>raportowanym <span class="_ _8"></span>okres<span class="_ _1"></span>ie <span class="_ _8"></span>Grupa <span class="_ _0"></span>nie <span class="_ _8"></span>mierzyła w <span class="_ _7"></span>fo<span class="_ _1"></span>rmalny <span class="_ _8"></span>sposób saty<span class="_ _8"></span>s<span class="_ _1"></span>fakcji <span class="_ _8"></span>swoich k<span class="_ _0"></span>lientów<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span>biznesowych<span class="_ _1"></span><span class="ls2">. <span class="_ _8"></span><span class="ls0">Informacje </span></span></span></div><div class="t m0 x1 h2 y13d4 ff1 fs0 fc1 sc0 ls0 ws0">na temat zad<span class="_ _0"></span>owolenia z oferowanych dóbr i usług, a ta<span class="_ _0"></span>kże obsługi klienta, Grup<span class="_ _0"></span>a pozyskuje w trakcie bezp<span class="_ _0"></span>ośrednich </div><div class="t m0 x1 h2 y1cf ff1 fs0 fc1 sc0 ls0 ws0">spotkań, telekonferencji oraz za pośrednictwem korespondencji mailowej. <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf100" class="pf w0 h0" ><div class="pc pc100 w0 h0"><img class="bi x9 y14f5 w9 h228" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">256<span class="ls0"> </span></div></div><div class="c x1 y72d w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-1   MDR-P<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y12db ff2 fs0 fc1 sc0 lsa ws0">W <span class="_ _9"> </span><span class="ff1 ls0">Spółce<span class="_ _1"></span> <span class="_ _9"> </span>UNIMOT  Bitumen <span class="_ _9"> </span>funkcjonuje  Procedura<span class="_ _0"></span>  Rozpatrywania<span class="_ _8"></span>  reklamacji,  która <span class="_ _9"> </span>ma  na <span class="_ _9"> </span>celu  zapewnienie<span class="_ _0"></span> </span></div><div class="t m0 x1 h2 y1353 ff1 fs0 fc1 sc0 ls0 ws0">skutecznego sposobu postępowania przy <span class="_ _0"></span>rozpatrywaniu reklamacji dotyczących produktów asfaltowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ybea ff1 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _19"> </span>proce<span class="_ _1"></span>dury <span class="_ _19"> </span>załączony <span class="_ _17"> </span>jest <span class="_ _19"> </span>Formularz <span class="_ _17"> </span>Karty <span class="_ _17"> </span>Reklamacji, <span class="_ _19"> </span>który <span class="_ _17"> </span>służy <span class="_ _19"> </span>do <span class="_ _17"> </span>wewnętrznego <span class="_ _19"> </span>dokumento<span class="_ _1"></span>wania </div><div class="t m0 x1 h2 ybeb ff1 fs0 fc1 sc0 ls0 ws0">rozpatrywanych <span class="_ _c"> </span>re<span class="_ _1"></span>klamacji. <span class="_ _9"> </span>W <span class="_ _c"> </span>przypadku <span class="_ _9"> </span>konieczności <span class="_ _9"> </span>rozpatrzenia <span class="_ _9"> </span>reklamacji <span class="_ _9"> </span>przez <span class="_ _9"> </span>zewnętrznego <span class="_ _9"> </span>producenta </div><div class="t m0 x1 h2 y11db ff1 fs0 fc1 sc0 ls0 ws0">asfaltów, <span class="_ _1"></span>które <span class="_ _1"></span>oferowane <span class="_ _1"></span>są <span class="_ _1"></span>do <span class="_ _1"></span>sprzedaży <span class="_ _1"></span>przez <span class="_ _1"></span>UNI<span class="_ _1"></span>MOT <span class="_ _1"></span>Bitumen, <span class="_ _1"></span>pracownik <span class="_ _1"></span>Biura <span class="_ _1"></span>Obsługi <span class="_ _1"></span>Handlu <span class="_ _1"></span>przekierowuje </div><div class="t m0 x1 h2 y11dc ff1 fs0 fc1 sc0 ls0 ws0">korespondencję <span class="_ _9"> </span>do <span class="_ _c"> </span>Biura <span class="_ _9"> </span>Zarządzania <span class="_ _c"> </span>Łańcuche<span class="_ _1"></span>m <span class="_ _9"> </span>Dostaw <span class="_ _c"> </span>z <span class="_ _9"> </span>prośbą <span class="_ _c"> </span>o <span class="_ _9"> </span>kontakt <span class="_ _9"> </span>z <span class="_ _9"> </span>wyznaczoną <span class="_ _9"> </span>osobą <span class="_ _9"> </span>ze <span class="_ _9"> </span>strony </div><div class="t m0 x1 h2 y1203 ff1 fs0 fc1 sc0 ls0 ws0">producenta, która rozpatruje reklamację i udziela odpowiedzi zwrotnej do UN<span class="_ _0"></span>IMOT Bitumen.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ybee ff1 fs0 fc1 sc0 ls0 ws0">Spółka  informuje <span class="_ _e"> </span>swoich  klientów  o <span class="_ _e"> </span>możliwości  złożenia  reklamacji  w  Ogólnych <span class="_ _e"> </span>Warunkach  Dostaw  (<span class="_ _1"></span>OWD). </div><div class="t m0 x1 h2 ybef ff1 fs0 fc1 sc0 ls0 ws0">Odwołanie <span class="_ _6"></span>do <span class="_ _6"></span>OWD <span class="_ _a"></span>znajduje <span class="_ _6"></span>się <span class="_ _a"></span>w <span class="_ _6"></span>umowach <span class="_ _6"></span>z <span class="_ _6"></span>klientami, <span class="_ _6"></span>d<span class="_ _1"></span>odatkowo <span class="_ _6"></span>dokument <span class="_ _6"></span>jest <span class="_ _a"></span>dostępny <span class="_ _1"></span>na <span class="_ _a"></span>stronie <span class="_ _6"></span>UNIMOT </div><div class="t m0 x1 h2 ybf0 ff1 fs0 fc1 sc0 ls0 ws0">Bitumen. <span class="_ _1"></span>Klient <span class="_ _1"></span>po <span class="_ _1"></span>złożeniu <span class="_ _1"></span>zamówie<span class="_ _1"></span>nia potwie<span class="_ _1"></span>rdza z<span class="_ _1"></span>apoznanie <span class="_ _1"></span>się<span class="_ _1"></span> z <span class="_ _1"></span>OWD. <span class="_ _6"></span>Jeśli <span class="_ _1"></span>OWD <span class="_ _1"></span>jest <span class="_ _1"></span>aktualizowane <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>trakcie </div><div class="t m0 x1 h2 y588 ff1 fs0 fc1 sc0 ls0 ws0">sezonu, Spółka informuje o tym klientów za pośrednictwem wiad<span class="_ _0"></span>omości e<span class="_ _1"></span><span class="ff2">-mail.   </span></div><div class="t m0 x1 h2 y5d ff1 fs0 fc1 sc0 ls0 ws0">Spółka prowadzi Rejestr reklamacji<span class="ff2"> </span>oraz podsumowuje swoje działania w tej kwestii co roku w rama<span class="_ _8"></span>c<span class="_ _1"></span>h przeglądu </div><div class="t m0 x1 h2 yfeb ff1 fs0 fc1 sc0 ls0 ws0">Zintegrowanego Systemu Zarządzania.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1205 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _7"></span>ramach <span class="_ _8"></span>funkcjonowania <span class="_ _7"></span>w <span class="_ _8"></span>U<span class="_ _1"></span>NIMOT <span class="_ _7"></span>Infrastruktura <span class="_ _8"></span>bazy <span class="_ _8"></span>paliw <span class="_ _7"></span>została <span class="_ _8"></span>wdrożona <span class="_ _8"></span>Procedura <span class="_ _8"></span>dotycząca <span class="_ _7"></span>postępowania </div><div class="t m0 x1 h2 y1e5 ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _6"></span>usł<span class="_ _1"></span>ugą <span class="_ _6"></span>niezgodną <span class="_ _a"></span>z <span class="_ _a"></span>wymaganiami <span class="_ _a"></span>w <span class="_ _a"></span>Bazie <span class="_ _6"></span>P<span class="_ _1"></span>aliw. <span class="_ _6"></span>Dokument <span class="_ _a"></span>określa <span class="_ _a"></span>sposób <span class="_ _a"></span>identyfikowania <span class="_ _6"></span>us<span class="_ _1"></span>ługi <span class="_ _6"></span>niezgodnej <span class="_ _a"></span>z </div><div class="t m0 x1 h2 yfee ff1 fs0 fc1 sc0 ls0 ws0">wymaganiami oraz tryb postępowania z zidentyfikowaną usługą <span class="_ _0"></span>niezgodną. <span class="ff2"> </span></div><div class="t m0 x1 h2 y1206 ff1 fs0 fc1 sc0 ls0 ws0">Pozostałe <span class="_ _8"></span>Spółki <span class="_ _7"></span>z <span class="_ _7"></span>Grup<span class="_ _1"></span>y <span class="_ _7"></span>UNIMOT <span class="_ _8"></span>w <span class="_ _7"></span>umo<span class="_ _1"></span>wach <span class="_ _7"></span>handlowych <span class="_ _8"></span>określają <span class="_ _7"></span>i <span class="_ _7"></span>udos<span class="_ _1"></span>tępniają <span class="_ _7"></span>swoim <span class="_ _8"></span>klientom <span class="_ _8"></span>zasady <span class="_ _7"></span>zgłaszania </div><div class="t m0 x1 h2 y1207 ff1 fs0 fc1 sc0 ls0 ws0">reklamacji. <span class="_ _e"> </span>Zwyk<span class="_ _1"></span>le <span class="_ _e"> </span>obejmuje<span class="_ _1"></span> <span class="_ _e"> </span>to <span class="_ _d"> </span>szczegóły <span class="_ _d"> </span>dotyczące <span class="_ _d"> </span>for<span class="_ _1"></span>my <span class="_ _e"> </span>z<span class="_ _1"></span>głoszenia, <span class="_ _d"> </span>wymaganej <span class="_ _d"> </span>dokumentacji, <span class="_ _e"> </span>te<span class="_ _1"></span>rminów </div><div class="t m0 x1 h2 y5fd ff1 fs0 fc1 sc0 ls0 ws0">rozpatrzenia oraz działań podejmowanych w przypadku <span class="_ _0"></span>zasa<span class="_ _1"></span>dności reklamacji.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf2e ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _1"></span>z <span class="_ _1"></span>prawem <span class="_ _6"></span>Spółki <span class="_ _1"></span>ustalają <span class="_ _1"></span>równie<span class="_ _1"></span>ż <span class="_ _1"></span>maksymalny <span class="_ _1"></span>termin <span class="_ _6"></span>rozpatrzenia <span class="_ _1"></span>reklamacji, <span class="_ _1"></span>zw<span class="_ _1"></span>ykle <span class="_ _1"></span>wynoszący <span class="_ _a"></span><span class="ff2">7-<span class="ls1">14</span> <span class="_ _1"></span>dni </span></div><div class="t m0 x1 h2 ye42 ff1 fs0 fc1 sc0 ls0 ws0">roboczych, <span class="_ _a"></span>w <span class="_ _a"></span>zależności <span class="_ _a"></span>od <span class="_ _a"></span>ro<span class="_ _1"></span>dzaju <span class="_ _a"></span>umowy <span class="_ _a"></span>oraz <span class="_ _a"></span>jej <span class="_ _4"></span>zapisów. <span class="_ _a"></span>Osoba <span class="_ _a"></span>odpowiedzialna <span class="_ _a"></span>za<span class="_ _1"></span> <span class="_ _a"></span>proces <span class="_ _a"></span>kontaktu <span class="_ _a"></span>z <span class="_ _4"></span>danym </div><div class="t m0 x1 h2 ye43 ff1 fs0 fc1 sc0 ls0 ws0">klientem przejmuje rolę koordynatora reklamacji, ułatwiając proces i odpowiadając na pytania klienta na bieżąco. <span class="_ _1"></span><span class="ff2 lsa">W </span></div><div class="t m0 x1 h2 y707 ff1 fs0 fc1 sc0 ls0 ws0">przypadku <span class="_ _4"> </span>uz<span class="_ _1"></span>asadnionych <span class="_ _5"> </span>reklamacji <span class="_ _5"> </span>Spółki <span class="_ _b"> </span>podejmują <span class="_ _5"> </span>działania <span class="_ _5"> </span>korygujące, <span class="_ _b"> </span>w <span class="_ _5"> </span>tym <span class="_ _5"> </span>wy<span class="_ _1"></span>miany <span class="_ _5"> </span>produktów <span class="_ _5"> </span>lub <span class="_ _5"> </span>ich </div><div class="t m0 x1 h2 y723 ff1 fs0 fc1 sc0 ls0 ws0">naprawy. <span class="_ _8"></span>Jednocześ<span class="_ _1"></span>nie <span class="_ _8"></span>analizują <span class="_ _0"></span>przyczyny <span class="_ _8"></span>rekl<span class="_ _1"></span>amacji <span class="_ _8"></span>w celu <span class="_ _8"></span>ich eliminacji<span class="ff2"> </span>oraz<span class="_ _0"></span> <span class="_ _0"></span>by <span class="_ _8"></span>wdrażać ulepszenia <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>przyszłości.<span class="ff2"> </span></div><div class="t m0 x1 h2 y725 ff2 fs0 fc5 sc0 ls0 ws0">Klienci indywidualni stacji paliw AVIA </div></div><div class="c x1 y6ae w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-1   MDR-P </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y11ef ff1 fs0 fc1 sc0 ls0 ws0">Największą grupę klientów indywid<span class="_ _0"></span>ualnych stanowią klienci prowadzonych przez <span class="_ _0"></span>Grupę UNIMOT stacji benzynowych </div><div class="t m0 x1 h2 y1259 ff1 fs0 fc1 sc0 ls0 ws0">AVIA. <span class="_ _a"></span>W <span class="_ _a"></span>sieci <span class="_ _a"></span>stacji <span class="_ _a"></span>wł<span class="_ _1"></span>asnych <span class="_ _a"></span>została <span class="_ _a"></span>wdrożona <span class="_ _a"></span>Procedura <span class="_ _4"></span>przyjmowania <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _a"></span> <span class="_ _a"></span>rozpatrywania <span class="_ _4"></span> <span class="_ _a"></span>reklamacji. <span class="_ _4"> </span><span class="ff2">Do<span class="_ _1"></span>kument </span></div><div class="t m0 x1 h2 y14f6 ff1 fs0 fc1 sc0 ls0 ws0">wskazuje <span class="_ _d"> </span>spos<span class="_ _1"></span>ób <span class="_ _d"> </span>sprawnego, <span class="_ _d"> </span>merytorycznie <span class="_ _19"> </span>obiektywnego <span class="_ _d"> </span>i <span class="_ _19"> </span>terminowego <span class="_ _19"> </span>postępowania <span class="_ _d"> </span>przy <span class="_ _19"> </span>rozpatrywaniu </div><div class="t m0 x1 h2 yff5 ff1 fs0 fc1 sc0 ls0 ws0">reklamacji. <span class="_ _6"></span>Zgodnie <span class="_ _6"></span>z <span class="_ _a"></span>Procedurą, <span class="_ _6"></span>przedmiotem <span class="_ _6"></span>reklamacji <span class="_ _6"></span>kl<span class="_ _1"></span>ientów <span class="_ _a"></span>stacji <span class="_ _6"></span>paliw <span class="_ _6"></span>AVIA <span class="_ _6"></span>mogą <span class="_ _a"></span>być <span class="_ _1"></span>różne<span class="_ _1"></span> <span class="_ _6"></span>zdarzenia, <span class="_ _6"></span>w </div><div class="t m0 x1 h2 ye30 ff1 fs0 fc1 sc0 ls0 ws0">tym <span class="_ _17"> </span>kwestie <span class="_ _17"> </span>obsługi <span class="_ _17"> </span>klienta, <span class="_ _17"> </span>oferty <span class="_ _f"> </span>promocyjnej, <span class="_ _17"> </span>płatności, <span class="_ _17"> </span>jakości <span class="_ _17"> </span>produktów <span class="_ _17"> </span>w <span class="_ _17"> </span>ofe<span class="ff2">rc<span class="_ _1"></span>ie <span class="_ _17"> </span>sklepu <span class="_ _17"> </span>i <span class="_ _17"> </span>oferty </span></div><div class="t m0 x1 h2 yff6 ff1 fs0 fc1 sc0 ls0 ws0">gastronomicznej, <span class="_ _c"> </span>jakośc<span class="_ _1"></span>i <span class="_ _c"> </span>i <span class="_ _c"> </span>ilości <span class="_ _9"> </span>paliwa <span class="_ _c"> </span>oraz <span class="_ _c"> </span>usługi, <span class="_ _9"> </span>a <span class="_ _c"> </span>także <span class="_ _c"> </span>działania <span class="_ _c"> </span>wszelkich <span class="_ _9"> </span>urządzeń <span class="_ _9"> </span>na <span class="_ _c"> </span>stacji <span class="_ _c"> </span>paliw <span class="_ _9"> </span>oraz </div><div class="t m0 x1 h2 yff7 ff2 fs0 fc1 sc0 ls0 ws0">infrastruktura terenu stacji. </div></div><div class="c x1 y4ef w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls7 ws0">S4<span class="ls0">-3<span class="lsc">   </span></span>S4<span class="ls0">-4<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y14f7 ff1 fs0 fc1 sc0 ls0 ws0">Głównym założeniem procesu rekla<span class="_ _0"></span>macyjnego jest dokładne przeana<span class="_ _0"></span>lizowanie powodów, czynników i zd<span class="_ _0"></span>arzeń, które </div><div class="t m0 x1 h2 y319 ff1 fs0 fc1 sc0 ls0 ws0">przyczyniły <span class="_ _4"></span>się <span class="_ _5"> </span>do <span class="_ _4"> </span>pow<span class="_ _1"></span>stania <span class="_ _4"></span>reklamacji <span class="_ _4"></span>oraz<span class="_ _1"></span> <span class="_ _4"></span>podjęcie <span class="_ _4"> </span>dział<span class="_ _1"></span>ań <span class="_ _4"></span>do <span class="_ _4"></span>wyeliminowania,<span class="_ _1"></span> <span class="_ _4"></span>naprawienia <span class="_ _4"> </span>bądź<span class="_ _1"></span> <span class="_ _4"></span>polepszenia </div><div class="t m0 x1 h2 y1031 ff1 fs0 fc1 sc0 ls0 ws0">sytuacji, <span class="_ _a"></span>która <span class="_ _a"></span>miała <span class="_ _a"></span>wpływ <span class="_ _a"></span>na <span class="_ _a"></span>reklam<span class="_ _1"></span>ację. <span class="_ _a"></span>Proces<span class="_ _1"></span> <span class="_ _a"></span>reklamacyjny <span class="_ _6"></span>trwa <span class="_ _a"></span>do <span class="_ _a"></span>14<span class="_ _1"></span> <span class="_ _a"></span>dni <span class="_ _a"></span>jeżeli <span class="_ _a"></span>przedmiotem <span class="_ _a"></span>re<span class="_ _1"></span>klamacji <span class="_ _6"></span>są </div><div class="t m0 x1 h2 y14f8 ff1 fs0 fc1 sc0 ls0 ws0">produkty, <span class="_ _8"></span>usługi, płatności <span class="_ _8"></span> i <span class="_ _8"></span>o<span class="_ _1"></span>bsługa <span class="_ _8"></span>klienta. Za <span class="_ _8"></span>weryfikację skargi <span class="_ _8"></span>i reklamacji <span class="_ _8"></span>oraz odpowiedź <span class="_ _8"></span>do klienta <span class="_ _8"></span>odpowiada </div><div class="t m0 x1 h2 y14f9 ff1 fs0 fc1 sc0 ls0 ws0">Prowadzący <span class="_ _6"></span>Stację <span class="_ _a"></span>i <span class="_ _a"></span>Kierownik <span class="_ _6"></span>Re<span class="_ _1"></span>gionalny. <span class="_ _6"></span>W <span class="_ _a"></span>przypadku <span class="_ _6"></span>roszczeń <span class="_ _4"></span>związanych <span class="_ _6"></span>ze <span class="_ _a"></span>szkodą <span class="_ _a"></span>na <span class="_ _a"></span>mieniu <span class="_ _6"></span>klienta <span class="_ _a"></span>proces </div><div class="t m0 x1 h2 y134c ff1 fs0 fc1 sc0 ls0 ws0">reklamacyjny <span class="_ _1"></span>może <span class="_ _1"></span>być <span class="_ _1"></span>rozpatrywany<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _1"></span>ramach <span class="_ _1"></span>polisy <span class="_ _1"></span>ubez<span class="_ _1"></span>pieczeniowej <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>i <span class="_ _1"></span> <span class="_ _1"></span>może<span class="_ _1"></span> <span class="_ _1"></span>trwać <span class="_ _1"></span>dłużej <span class="_ _1"></span>ze <span class="_ _1"></span>wz<span class="_ _1"></span>ględu </div><div class="t m0 x1 h2 y14fa ff2 fs0 fc1 sc0 ls0 ws0">na przekierowanie sprawy do ubezpieczyciela.   </div><div class="t m0 x1 h2 yd90 ff1 fs0 fc1 sc0 ls0 ws0">Kanały kontaktu dedykowane klientom stacji pa<span class="_ _0"></span>liw AVIA:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yd91 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">numer telefonu dostępny na stronie www, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y113e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">adres e-<span class="ff1">mail dostępny na stronie www, </span> </span></span></div><div class="t m0 xa h11 y9d8 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">formularz reklamacyjny dostępny na stacji,<span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf101" class="pf w0 h0" ><div class="pc pc101 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">257<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">formularz reklamacyjny dostępny na stronie www. <span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y7 ff1 fs0 fc1 sc0 ls0 ws0">Dodatkowo <span class="_ _5"> </span>klienci <span class="_ _5"> </span>korzystający <span class="_ _5"> </span>z <span class="_ _5"> </span>apli<span class="_ _1"></span>kacji <span class="_ _4"></span>mobilne<span class="_ _1"></span>j <span class="_ _5"> </span>AVIA <span class="_ _5"> </span>Go <span class="_ _5"> </span>mogą <span class="_ _5"> </span>podzielić <span class="_ _b"> </span>się <span class="_ _5"> </span>swoją <span class="_ _5"> </span>opinią <span class="_ _5"> </span>poprzez <span class="_ _5"> </span>formularz </div><div class="t m0 x1 h2 y119 ff2 fs0 fc1 sc0 ls0 ws0">kontaktowy. </div><div class="t m0 x1 h2 y11a ff1 fs0 fc1 sc0 ls0 ws0">Każdy <span class="_ _a"></span>pracownik <span class="_ _a"></span>stacji <span class="_ _a"></span>jest <span class="_ _a"></span>zobowiązany <span class="_ _a"></span>do <span class="_ _a"></span>poinformo<span class="_ _1"></span>wania <span class="_ _6"></span>klienta <span class="_ _a"></span>o<span class="_ _1"></span> <span class="_ _a"></span>różnych <span class="_ _a"></span>możliwościach <span class="_ _a"></span>złożenia <span class="_ _a"></span>reklamacji. </div><div class="t m0 x1 h2 y11b ff1 fs0 fc1 sc0 ls0 ws0">Klient wybiera najdogodniejszy dla niego sposób. <span class="ff2"> </span></div><div class="t m0 x1 h2 y11c ff1 fs0 fc1 sc0 ls0 ws0">Najczęstszym kana<span class="_ _0"></span>łem zgłaszania <span class="_ _8"></span>re<span class="_ _1"></span>klamacji <span class="_ _8"></span>w raportowanym okresie był <span class="_ _8"></span>fo<span class="_ _1"></span>rmularza <span class="_ _8"></span>dostę<span class="_ _1"></span>pny <span class="_ _8"></span>na danej stacji <span class="_ _0"></span>paliw.  </div><div class="t m0 x1 h2 y11d ff1 fs0 fc1 sc0 ls0 ws0">W 2025 roku Grupa UNIMOT p<span class="_ _1"></span>lanuje wdrożenie we ws<span class="_ _1"></span>zystkich własnych stacjach AVIA tabliczek z kodem QR,<span class="_ _1"></span> które </div><div class="t m0 x1 h2 y11e ff1 fs0 fc1 sc0 ls0 ws0">będą <span class="_ _1"></span>informować <span class="_ _1"></span>klientów <span class="_ _6"></span>o <span class="_ _6"></span>możliwoś<span class="_ _1"></span>ci <span class="_ _1"></span>zgłaszania <span class="_ _1"></span>reklamacji <span class="_ _6"></span>oraz <span class="_ _1"></span>przekierowywać <span class="_ _6"></span>bezpośrednio <span class="_ _6"></span>na <span class="_ _1"></span>stronę <span class="_ _6"></span>www <span class="_ _1"></span>z </div><div class="t m0 x1 h2 y11f ff2 fs0 fc1 sc0 ls0 ws0">formularzem reklamacyjnym.  </div><div class="t m0 x1 h2 y102e ff1 fs0 fc1 sc0 ls0 ws0">Działania <span class="_ _e"> </span>naprawcze <span class="_ _e"> </span>s<span class="_ _1"></span>ą <span class="_ _e"> </span>uzależnione<span class="_ _1"></span> <span class="_ _e"> </span>od <span class="_ _e"> </span>kategorii <span class="_ _e"> </span>z<span class="_ _1"></span>darzeń <span class="_ _e"> </span>reklamacyjnych. <span class="_ _e"> </span>Zd<span class="_ _1"></span>arzenia <span class="_ _e"> </span>związane <span class="_ _d"> </span>z <span class="_ _e"> </span>działaniem </div><div class="t m0 x1 h2 yf0a ff1 fs0 fc1 sc0 ls0 ws0">dystrybutorów, <span class="_ _1"></span>urządzeń,<span class="_ _1"></span> <span class="_ _1"></span>jakośc<span class="_ _1"></span>ią <span class="_ _1"></span>produktów <span class="_ _6"></span>są <span class="_ _6"></span>weryfikowane <span class="_ _6"></span>i <span class="_ _6"></span>według <span class="_ _6"></span>potrzeb <span class="_ _6"></span>zamawiane<span class="_ _1"></span> <span class="_ _1"></span>są <span class="_ _6"></span>naprawy, <span class="_ _6"></span>badania, </div><div class="t m0 x1 h2 y7dd ff1 fs0 fc1 sc0 ls0 ws0">przeglądy <span class="_ _1"></span>serwis<span class="_ _1"></span>owe. <span class="_ _1"></span>Reklamacje <span class="_ _1"></span>dotyczące <span class="_ _6"></span>płatnoś<span class="_ _1"></span>ci <span class="_ _1"></span>są <span class="_ _1"></span>wyj<span class="_ _1"></span>aśniane <span class="_ _1"></span>z <span class="_ _1"></span>operatorem <span class="_ _6"></span>terminali, <span class="_ _6"></span>operatorem <span class="_ _1"></span>flotowym </div><div class="t m0 x1 h2 y123 ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _6"></span>dostawcą <span class="_ _6"></span>syste<span class="_ _1"></span>mu <span class="_ _6"></span>kasowego, <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _6"></span>zależności <span class="_ _6"></span>od <span class="_ _6"></span>specyfiki <span class="_ _6"></span>reklamacji <span class="_ _6"></span>i <span class="_ _6"></span>jej <span class="_ _a"></span>potencjalnych <span class="_ _6"></span>przyczyn. <span class="_ _6"></span>W <span class="_ _6"></span>przypadku </div><div class="t m0 x1 h2 y124 ff1 fs0 fc1 sc0 ls0 ws0">reklamacji <span class="_ _0"></span>zakupu towarów sklepowych <span class="_ _8"></span>lub gastronomicznych wprowadz<span class="_ _0"></span>ane są dz<span class="_ _0"></span>iała<span class="_ _1"></span>nia sprawdzające, k<span class="_ _8"></span>o<span class="_ _1"></span>rygujące i </div><div class="t m0 x1 h2 y125 ff1 fs0 fc1 sc0 ls0 ws0">naprawcze w tym obszarze. Każda uznana rekla<span class="_ _0"></span>macja powoduje działania zmierzające do poprawy danego obszaru.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y126 ff1 fs0 fc5 sc0 ls0 ws0">Kanały zgłaszania naruszeń<span class="ff2"> </span></div><div class="t m0 x1 h2 y154 ff2 fs0 fc1 sc0 ls0 ws0">Grupa zapewnia klientom <span class="ff1">możliwość zgłoszenia nieprawidłowości czy obaw za p<span class="_ _0"></span>ośrednictwem:<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 xa h11 y7c9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">kontaktu <span class="_ _5"> </span>mailowego <span class="_ _b"> </span>lub <span class="_ _5"> </span>telefonic<span class="_ _1"></span>znego <span class="_ _5"> </span>z <span class="_ _b"> </span>daną <span class="_ _5"> </span>Spółką <span class="_ _5"> </span>(<span class="_ _1"></span>dane <span class="_ _b"> </span>kontaktowe <span class="_ _5"> </span>są <span class="_ _b"> </span>udostępnione <span class="_ _5"> </span>na <span class="_ _b"> </span>stronach </span></span></div><div class="t m0 xc h2 y2b ff1 fs0 fc1 sc0 ls0 ws0">internetowych Spółek);<span class="ff2"> </span></div><div class="t m0 x1 h2 y1e9 ff1 fs0 fc1 sc0 ls0 ws0">a także naruszeń prawa za pośrednictwem:<span class="ff2"> </span></div><div class="t m0 xa h11 yf2f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">formularza <span class="_ _6"></span>dostępnego <span class="_ _a"></span>na <span class="_ _6"></span>stronie<span class="_ _1"></span> <span class="_ _6"></span>internetowej: <span class="_ _a"></span><span class="ff2">https://www.unimot.pl/zrownowazony-rozwoj/zglaszanie-</span></span></span></div><div class="t m0 xc h2 yf30 ff2 fs0 fc1 sc0 ls0 ws0">naduzyc. </div><div class="t m0 x1 h2 y7f9 ff1 fs0 fc1 sc0 ls0 ws0">Każde <span class="_ _5"> </span>z<span class="_ _1"></span>głoszenie <span class="_ _b"> </span>jest <span class="_ _b"> </span>re<span class="_ _1"></span>jestrowane <span class="_ _5"> </span>i <span class="_ _b"> </span>podejmowane <span class="_ _b"> </span>s<span class="_ _1"></span>ą <span class="_ _5"> </span>w<span class="_ _1"></span>zględem <span class="_ _5"> </span>nie<span class="_ _1"></span>go <span class="_ _5"> </span>działania <span class="_ _b"> </span>prze<span class="_ _1"></span>widziane <span class="_ _b"> </span>przez <span class="_ _b"> </span>P<span class="_ _1"></span>rocedurę </div><div class="t m0 x1 h2 y671 ff1 fs0 fc1 sc0 ls0 ws0">dokonywania zgłoszeń naruszeń prawa i podejmowania działań następczych w UNIMOT S.A.<span class="ff2"> </span></div><div class="t m0 x1 h2 yfa8 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _7"></span>2024 <span class="_ _8"></span>roku <span class="_ _7"></span>nie<span class="_ _1"></span> <span class="_ _7"></span>odnotowano <span class="_ _7"></span> <span class="_ _8"></span>incydentów <span class="_ _7"></span>w <span class="_ _8"></span>związku <span class="_ _7"></span>z <span class="_ _7"></span>prawami <span class="_ _8"></span>człowieka <span class="_ _8"></span>wśród <span class="_ _7"></span>klientów <span class="_ _8"></span>i <span class="_ _7"></span>użytkowników <span class="_ _7"></span>końc<span class="_ _1"></span>owych<span class="ff2 ls10">. </span></div><div class="t m0 x1 h2 y18d ff1 fs0 fc1 sc0 ls0 ws0">W roku sprawozdawczym nie odnotowano skarg, k<span class="_ _0"></span>tórych adresatami byłyby <span class="ff2 lsa">ww. <span class="ls0">grupy Interesariuszy. </span></span></div><div class="t m0 x1 h2 y14b3 ff1 fs0 fc1 sc0 ls0 ws0">Wraz  z <span class="_ _9"> </span>początkiem  202<span class="ff2">5  </span>roku  Grupa<span class="_ _0"></span>  UNIMOT  wprowadziła  formularz<span class="_ _0"></span>  dostępny  dla  k<span class="_ _0"></span>lientów  własnych  stacji<span class="_ _0"></span> </div><div class="t m0 x1 h2 y1361 ff1 fs0 fc1 sc0 ls0 ws0">benzynowych. Za pośrednictwem formularza Kl<span class="_ _0"></span>ienci mogą zgłosić swoje uwagi, reklamacje, <span class="_ _0"></span>opinie oraz pytania. <span class="_ _0"></span>Ten </div><div class="t m0 x1 h2 y50a ff1 fs0 fc1 sc0 ls0 ws0">kanał kontaktu jest promowany z<span class="_ _0"></span>a pomocą specjalnych tabliczek umi<span class="ff2">e<span class="_ _1"></span>szczonych na stacjach.  </span></div><div class="t m0 x1 h2 y7d0 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>nie <span class="_ _c"> </span>przeprowadziła <span class="_ _c"> </span>w <span class="_ _c"> </span>raportowanym <span class="_ _c"> </span>kres<span class="_ _1"></span>ie <span class="_ _c"> </span>szczegółowej <span class="_ _c"> </span>analizy <span class="_ _c"> </span>świadomości <span class="_ _c"> </span>konsumentów <span class="_ _c"> </span>o </div><div class="t m0 x1 h2 y7d1 ff1 fs0 fc1 sc0 ls0 ws0">dostępności <span class="_ _7"></span>formularza <span class="_ _8"></span>oraz <span class="_ _8"></span>procesów <span class="_ _8"></span>z <span class="_ _7"></span>nim <span class="_ _8"></span>związanych. <span class="_ _8"></span>Ocena <span class="_ _8"></span>stopnia <span class="_ _7"></span>ś<span class="_ _1"></span>wiadomości <span class="_ _7"></span>i <span class="_ _8"></span>efektywnoś<span class="_ _1"></span>ci <span class="_ _7"></span>wykorzystywania </div><div class="t m0 x1 h2 y7d2 ff1 fs0 fc1 sc0 ls0 ws0">formularza przez klientów będzie miała <span class="_ _0"></span>miejsce<span class="_ _1"></span> w ramach p<span class="_ _0"></span>lanowanej ewaluacji tego rozwiązania w II połowie 2025 </div><div class="t m0 x1 h2 y109d ff1 fs0 fc1 sc0 ls0 ws0">roku. <span class="_ _1"></span>W <span class="_ _6"></span>ramach <span class="_ _1"></span>ewaluacji <span class="_ _1"></span>zostaną <span class="_ _1"></span>zebrane <span class="_ _1"></span>i <span class="_ _6"></span>przeanalizowane <span class="_ _6"></span>dane <span class="_ _1"></span>dotyczące <span class="_ _1"></span>liczby <span class="_ _6"></span>zgłoszeń, <span class="_ _1"></span>o<span class="_ _1"></span>pinii <span class="_ _1"></span>oraz <span class="_ _1"></span>rodzajów </div><div class="t m0 x1 h2 y109e ff1 fs0 fc1 sc0 ls0 ws0">pytań, <span class="_ _9"> </span>a <span class="_ _9"> </span>także <span class="_ _9"> </span>zostanie <span class="_ _9"> </span>przeprowadzona <span class="_ _9"> </span>analiza, <span class="_ _9"> </span>która <span class="_ _9"> </span>pozwoli <span class="_ _9"> </span>ocenić, <span class="_ _9"> </span>czy <span class="_ _9"> </span>k<span class="_ _1"></span>onsumenci <span class="_ _9"> </span>są <span class="_ _9"> </span>w <span class="_ _9"> </span>pełni <span class="_ _9"> </span>świadomi </div><div class="t m0 x1 h2 yf48 ff1 fs0 fc1 sc0 ls0 ws0">dostępnych kanałów kontaktu i procedur.<span class="ff2 fc0"> <span class="_ _2"> </span> </span></div></div></div><div class="pi" ></div></div><div id="pf102" class="pf w0 h0" ><div class="pc pc102 w0 h0"><img class="bi x9 y14fb w7 h229" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">258<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 he y9b ff2 fs2 fc6 sc0 ls3 ws0">4.<span class="ff5 ls0"> <span class="_ _17"> </span><span class="ff1">POSTĘPOWANIE W BIZNESIE<span class="ff2"> </span></span></span></div></div><div class="c x1 y9c w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">ESRS G1<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yc47 ff1 fs0 fc1 sc0 ls0 ws0">Przestrzeganie <span class="_ _9"> </span>przepisów <span class="_ _c"> </span>pra<span class="_ _1"></span>wnych, <span class="_ _9"> </span>regulacji, <span class="_ _9"> </span>norm <span class="_ _c"> </span>o<span class="_ _1"></span>raz <span class="_ _c"> </span>w<span class="_ _1"></span>ewnętrznych <span class="_ _9"> </span>polityk <span class="_ _c"> </span>i  procedur, <span class="_ _9"> </span>a <span class="_ _c"> </span>także <span class="_ _9"> </span>etyczne <span class="_ _9"> </span>i </div><div class="t m0 x1 h2 yf4f ff1 fs0 fc1 sc0 ls0 ws0">transparentne <span class="_ _c"> </span>postępowanie <span class="_ _c"> </span>jest <span class="_ _c"> </span>fundamente<span class="_ _1"></span>m <span class="_ _c"> </span>działania <span class="_ _b"> </span>G<span class="_ _1"></span>rupy <span class="_ _b"> </span>UNIMOT <span class="_ _c"> </span>na<span class="_ _1"></span> <span class="_ _c"> </span>wszystkich <span class="_ _c"> </span>poziomach <span class="_ _c"> </span>organizacji. </div><div class="t m0 x1 h2 yf50 ff1 fs0 fc1 sc0 ls0 ws0">Przestrzeganie <span class="_ _4"> </span>wys<span class="_ _1"></span>okich <span class="_ _4"></span>standardów <span class="_ _4"></span>ładu <span class="_ _5"> </span>korpo<span class="_ _1"></span><span class="ff2">racyjnego <span class="_ _5"> </span>pomaga <span class="_ _4"></span>w <span class="_ _5"> </span>minimalizowaniu <span class="_ _5"> </span>ryzyka, <span class="_ _5"> </span>ochronie <span class="_ _5"> </span>reputacji </span></div><div class="t m0 x1 h2 y14fc ff1 fs0 fc1 sc0 ls0 ws0">firmy i budowaniu zaufania zarówno wśród kli<span class="_ _0"></span>entów, jak i inwestorów. <span class="ff2"> </span></div><div class="t m0 xa hf ya92 ff2 fs1 fc7 sc0 ls0 ws0">4.1.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Polityki postępowania w <span class="_ _8"></span>biznesie i kultura korpora<span class="_ _8"></span>cyjna<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 ya0f ff1 fs0 fce sc0 ls0 ws0">Istotne zagadnienia wynikające z bada<span class="_ _0"></span>nia podwójnej istotności<span class="ff2 fc17"> </span></div></div><div class="c x1 ya30 w6c h63"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e ya30 w6d h63"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Ład korporacyjny (G)<span class="ff2"> </span></div></div><div class="c x1 y66 w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y66 w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">G1 Postępowanie w biznesie<span class="ff2"> </span></div></div><div class="c x1 y14f w6c h117"><div class="t m0 xb h2 y84c ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e y14f w6d h117"><div class="t m0 x111 h2 y84c ff2 fs0 fc1 sc0 ls0 ws0">Kultura korporacyjna </div><div class="t m0 x111 h2 y84d ff1 fs0 fc1 sc0 ls0 ws0">Ochrona Sygnalistów<span class="ff2"> </span></div><div class="t m0 x111 h2 yb6c ff2 fs0 fc1 sc0 ls0 ws0">Incydenty </div></div><div class="c x1 y14fd w6c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y14fe w6e h64"><div class="t m0 xb h2 y122f ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y14fd w6d h64"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 y10b9 w6c hdd"><div class="t m0 xb h2 y776 ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e y10b9 w6d hdd"><div class="t m0 x111 h2 y776 ff2 fs0 fc1 sc0 ls0 ws0">Wiceprezes ds. HR UNIMOT S.A. </div><div class="t m0 x111 h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. <span class="ff2"> </span></div><div class="t m0 x111 h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">ds. Transformacji Energetycznej </div><div class="t m0 x111 h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Dyrektor Biura Prawnego UNIMOT S.A. </div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Dyrektor ds. Relacji Inwestorskich w UNIMOT S.A. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y43b ff1 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnych tematów<span class="ff2"> </span></div></div><div class="c x1 y1013 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">SBM-1   G1-1<span class="fc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y14ff ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT, <span class="_ _6"></span>re<span class="_ _1"></span>alizując <span class="_ _6"></span>swoją <span class="_ _a"></span>misję <span class="_ _6"></span>i <span class="_ _a"></span>wizję, <span class="_ _6"></span>opiera <span class="_ _a"></span>się <span class="_ _6"></span>n<span class="_ _1"></span>a <span class="_ _6"></span>kluczowych <span class="_ _6"></span>w<span class="_ _1"></span>artościach <span class="_ _6"></span>kultury <span class="_ _6"></span>organizacyjnej, <span class="_ _a"></span>które </div><div class="t m0 x1 h2 yc69 ff1 fs0 fc1 sc0 ls0 ws0">kształtują <span class="_ _e"> </span>jej <span class="_ _d"> </span>codzienne <span class="_ _e"> </span>d<span class="_ _1"></span>ziałania <span class="_ _e"> </span>i <span class="_ _d"> </span>długoterminową <span class="_ _e"> </span>s<span class="_ _1"></span>trategię. <span class="_ _e"> </span>Na <span class="_ _d"> </span>wartościach <span class="_ _d"> </span>opiera<span class="_ _1"></span>ją <span class="_ _e"> </span>się<span class="_ _1"></span> <span class="_ _e"> </span><span class="ff2">relacje <span class="_ _d"> </span>Grupy <span class="_ _d"> </span><span class="ls12">z </span></span></div><div class="t m0 x1 h2 ydd1 ff2 fs0 fc1 sc0 ls0 ws0">pracownikami, klientami, partnerami biz<span class="_ _0"></span>nesowymi i innymi interesariuszami.<span class="_ _1"></span> </div><div class="t m0 x1 h2 ye6 ff2 fs0 fc5 sc0 ls0 ws0">Misja: <span class="fc1">dostarczanie czystej i taniej energii. </span></div><div class="t m0 x1 h2 y1500 ff2 fs0 fc5 sc0 ls0 ws0">Wizja: <span class="_ _8"></span><span class="fc1">S<span class="ff1">prawnoś<span class="_ _1"></span>ć <span class="_ _8"></span>o<span class="_ _1"></span>rganizacyjna, <span class="_ _8"></span>efektywność kosztowa, <span class="_ _8"></span>otwartość na<span class="_ _0"></span> <span class="_ _0"></span>zmiany <span class="_ _8"></span>i wychodzenie <span class="_ _8"></span>poza horyzont, <span class="_ _8"></span>pozwolą </span></span></div><div class="t m0 x1 h2 y1501 ff1 fs0 fc1 sc0 ls0 ws0">Grupie <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>na wyp<span class="_ _0"></span>rzedzanie <span class="_ _0"></span>konkurencji <span class="_ _8"></span>poprzez <span class="_ _8"></span>ofe<span class="_ _1"></span>rowanie <span class="_ _8"></span>najlepszych <span class="_ _8"></span>produktów <span class="_ _8"></span>i<span class="_ _1"></span> najwyż<span class="_ _8"></span>s<span class="_ _1"></span>zej <span class="_ _8"></span>jakości <span class="_ _8"></span>obsł<span class="_ _1"></span>ugi </div><div class="t m0 x1 h2 y1502 ff1 fs0 fc1 sc0 ls0 ws0">na rynku, tym samym zrównoważony rozwój zdywersyfikowanego biznesu.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1503 ff1 fs0 fc5 sc0 ls0 ws0">Wartości:<span class="ff2">  </span></div><div class="t m0 xa h11 y11b9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc5">Wiarygodność –<span class="ff2"> </span><span class="fc1">budujemy najwyższe standardy zarządzania, etyki biznesu i tra<span class="_ _0"></span>nsparentności,<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y1504 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc5">Współpraca –<span class="ff2"> <span class="_ _1"></span></span><span class="fc1">tworzymy <span class="_ _1"></span>atmosferę <span class="_ _1"></span>opartą na <span class="_ _1"></span>wzajemnym z<span class="_ _1"></span>aufaniu, szacunku <span class="_ _1"></span>oraz tro<span class="_ _1"></span>sce <span class="_ _1"></span>o dobro <span class="_ _1"></span>naszych </span></span></span></div><div class="t m0 xc h2 y1505 ff1 fs0 fc1 sc0 ls0 ws0">pracowników i partnerów biznesowych,<span class="ff2"> </span></div><div class="t m0 xa h11 y11d1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc5">Odpowiedzialność –<span class="ff2"> </span><span class="fc1">spełniamy najwyższe standardy rynkowe i pracujemy na <span class="_ _8"></span>r<span class="_ _1"></span>zecz dobra wspólnego,<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y1506 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc5">Profesjonalizm <span class="ff1">–</span> <span class="ff1 fc1">dostarczamy najwyższej <span class="_ _1"></span>klasy towary i usługi, kładąc nacisk na <span class="_ _1"></span>ciągły rozwój kompetencji </span></span></span></div><div class="t m0 xc h2 y1507 ff1 fs0 fc1 sc0 ls0 ws0">oraz zaangażowanie pracowników,<span class="ff2"> </span></div><div class="t m0 xa h11 yd8c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc5">Elastyczność –<span class="ff2"> </span><span class="fc1">dostosowujemy nasze działania do szybko <span class="_ _0"></span>zmieniających się warunków rynkowych.<span class="_ _1"></span><span class="ff2 fc5"> </span></span></span></span></div><div class="t m0 x1 h2 y337 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>buduje <span class="_ _1"></span>swo<span class="_ _1"></span>ją <span class="_ _1"></span>kulturę <span class="_ _1"></span>korporacyjną <span class="_ _6"></span>na <span class="_ _1"></span>funda<span class="_ _1"></span>mencie <span class="_ _1"></span>Strategii<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>na <span class="_ _1"></span>lata <span class="_ _6"></span>2024-<span class="ls1">2028</span>, <span class="_ _6"></span>w </span></div><div class="t m0 x1 h2 ya2a ff1 fs0 fc1 sc0 ls0 ws0">której w obszarze ładu korporacyjnego zdefiniowano trzy kierunki.<span class="ff2"> </span></div><div class="t m0 x1 h2 yc05 ff2 fs0 fc1 sc0 ls0 ws0">KIERUNEK 1  </div><div class="t m0 x1 h2 y11d4 ff1 fs0 fc5 sc0 ls0 ws0">Ład korporacyjny jako podstawa funkcjonowania firmy. <span class="ff2"> </span></div><div class="t m0 x1 h2 y1508 ff2 fs0 fc1 sc0 ls0 ws0">Cele: </div><div class="t m0 xa h11 y1509 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Zarządzanie organizacją przy zachowaniu ładu korporacyjnego, cele zarząd<span class="_ _0"></span>cze powiązane z ESG,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yae9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wypełnianie obowiązków informacyjnych, budowanie pozytywnych relacji z akcjonariuszami,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y5e9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Szczelny system ochrony danych, wzmocnienie odporności na zag<span class="_ _0"></span>rożenia płynące z cyberprzestrzeni,<span class="_ _1"></span><span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf103" class="pf w0 h0" ><div class="pc pc103 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">259<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Przeciwdziałanie korupcji i łapownictwu.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y7 ff2 fs0 fc1 sc0 ls0 ws0">KIERUNEK 2  </div><div class="t m0 x1 h2 y14 ff1 fs0 fc5 sc0 ls0 ws0">Zarządzanie ryzykiem i system kontroli wewnętrznej<span class="ff2"> </span></div><div class="t m0 x1 h2 yfc ff1 fs0 fc1 sc0 ls0 ws0">Celem <span class="_ _5"> </span>w <span class="_ _5"> </span>re<span class="_ _1"></span>alizacji <span class="_ _4"></span>tego <span class="_ _5"> </span>kieru<span class="_ _1"></span>nku <span class="_ _5"> </span>jest <span class="_ _5"> </span>działalność <span class="_ _b"> </span>zgodna <span class="_ _5"> </span>z <span class="_ _5"> </span>modelem <span class="_ _b"> </span>biznesowym <span class="_ _5"> </span>w <span class="_ _5"> </span>oparciu <span class="_ _5"> </span>o <span class="_ _b"> </span>przyjęte <span class="_ _5"> </span>polityki, </div><div class="t m0 x1 h2 y119c ff1 fs0 fc1 sc0 ls0 ws0">określające ryzyka i systemy zapob<span class="_ _0"></span>iegania ich wystąpieniu. <span class="ff2 fc5"> </span></div><div class="t m0 x1 h2 y150a ff2 fs0 fc1 sc0 ls0 ws0">KIERUNEK 3 </div><div class="t m0 x1 h2 y766 ff1 fs0 fc5 sc0 ls0 ws0">Kultura etyczna i poszanowanie praw człowieka w całym łańcuchu wartości<span class="ff2"> </span></div><div class="t m0 x1 h2 y382 ff1 fs0 fc1 sc0 ls0 ws0">Cel: <span class="_ _4"></span>Kształtujemy <span class="_ _4"></span>kulturę <span class="_ _4"></span>etyczną <span class="_ _a"></span>stosując <span class="_ _4"> </span>Kodeks <span class="_ _4"></span>Odpowiedzialności <span class="_ _4"></span>Grupy <span class="_ _4"></span>UNIMOT, <span class="_ _4"></span>Kodeks <span class="_ _4"></span>Etyki <span class="_ _4"></span>oraz <span class="_ _4"></span>Politykę </div><div class="t m0 x1 h2 y150b ff1 fs0 fc1 sc0 ls0 ws0">Poszanowania Praw Człowieka w całym łańcuchu wartości.<span class="ff2"> </span></div><div class="t m0 x1 h2 yf3b ff1 fs0 fc1 sc0 ls0 ws0">Wskaźniki <span class="_ _4"></span>realizacji <span class="_ _4"></span>celów <span class="_ _5"> </span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _5"> </span>w <span class="_ _4"></span>zakresie <span class="_ _4"> </span>ł<span class="_ _1"></span>adu <span class="_ _a"></span>korporacyjnego <span class="_ _4"> </span>zos<span class="_ _1"></span>tały <span class="_ _4"></span>zaprezentowane <span class="_ _4"></span>w <span class="_ _4"> </span>częśc<span class="_ _1"></span>i <span class="_ _4"></span>1.5. </div><div class="t m0 x1 h2 yf3c ff2 fs0 fc1 sc0 ls0 ws0">niniejszego Sprawozdania.  </div><div class="t m0 x1 h2 y150c ff1 fs0 fc1 sc0 ls0 ws0">Kulturę <span class="_ _5"> </span>korporacyjną <span class="_ _5"> </span>Grupy <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>two<span class="_ _1"></span>rzą <span class="_ _5"> </span><span class="ff2">polityki, <span class="_ _4"> </span>proce<span class="_ _1"></span>dury <span class="_ _5"> </span><span class="ls4">i <span class="_ _5"> </span></span>mechanizmy</span>, <span class="_ _5"> </span>które <span class="_ _b"> </span>służą <span class="_ _5"> </span>utrzymaniu <span class="_ _5"> </span>wysokich </div><div class="t m0 x1 h2 y75b ff1 fs0 fc1 sc0 ls0 ws0">standardów <span class="_ _a"></span>zarządzania, <span class="_ _6"></span>ety<span class="_ _1"></span>ki <span class="_ _a"></span>oraz <span class="_ _a"></span>odpowiedzialności <span class="_ _a"></span>w <span class="_ _a"></span>całej <span class="_ _a"></span>organizacji. <span class="_ _6"></span>Te<span class="_ _1"></span> <span class="_ _a"></span>elementy <span class="_ _a"></span>wspierają <span class="_ _6"></span>re<span class="_ _1"></span>alizację <span class="_ _6"></span>ce<span class="_ _1"></span>lów </div><div class="t m0 x1 h2 y75c ff1 fs0 fc1 sc0 ls0 ws0">strategicznych <span class="_ _1"></span>oraz w<span class="_ _1"></span>zmacniają <span class="_ _1"></span>spójność <span class="_ _1"></span>działań <span class="_ _1"></span>na <span class="_ _1"></span>wszystkich <span class="_ _1"></span>poziomach <span class="_ _1"></span>organizacyjnych.<span class="_ _1"></span> Najważniejsze<span class="_ _1"></span> polit<span class="_ _1"></span>y<span class="_ _1"></span><span class="ff2">ki, </span></div><div class="t m0 x1 h2 yd0a ff1 fs0 fc1 sc0 ls0 ws0">procedury i mechanizmy, na których opiera się kultura korp<span class="_ _0"></span>oracyjna Grupy, obejmują:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yd0b ff1 fs0 fc5 sc0 ls0 ws0">W zakresie własnych operacji:<span class="ff2"> </span></div><div class="t m0 xa h11 y3e9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Kodeks Etyki Grupy UNIMOT, </span></span></div><div class="t m0 xa h11 ydaf ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Polityka Poszanowania Praw Człowieka w UNIMOT S.A.,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y7f5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Procedura przeciwdziałania mobbingowi, dyskryminacji i <span class="_ _0"></span>innym działaniom niepożądanym w pracy<span class="ff2">, </span></span></span></div><div class="t m0 xa h11 y7f6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Procedura dokonywania zgłoszeń naruszeń prawa i pod<span class="_ _0"></span>ejmowania działań następczych w UNIMOT S.A.<span class="_ _1"></span><span class="ff2">, </span></span></span></div><div class="t m0 xa h11 y7f7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Program Antykorupcyjny Grupy UNIMOT. </span></span></div><div class="t m0 x1 h2 y1379 ff1 fs0 fc5 sc0 ls0 ws0">W zakresie łańcucha wartości: <span class="ff2"> </span></div><div class="t m0 xa h11 y10a3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Kodeks Postępowania dla Partnerów Biznesowych Grupy UNIMOT,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yccc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Procedura Weryfikacji Kontrahentów Grupy UNIMOT,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf32 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Procedura dokonywania zgłoszeń naruszeń prawa i pod<span class="_ _0"></span>ejmowania działań następczych w UNIMOT S.A.,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf33 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Program Antykorupcyjny Grupy UNIMOT. </span></span></div><div class="t m0 x1 h2 y13ca ff2 fs0 fc0 sc0 ls0 ws0">Kodeks etyki Grupy UNIMOT </div><div class="t m0 x1 h2 ye63 ff1 fs0 fc1 sc0 ls0 ws0">Zbiór <span class="_ _6"></span>standardów <span class="_ _a"></span>etycznych <span class="_ _6"></span>i <span class="_ _a"></span>dobrych <span class="_ _a"></span>praktyk <span class="_ _6"></span>bizne<span class="_ _1"></span>sowych, <span class="_ _6"></span>których <span class="_ _a"></span>przestrzega <span class="_ _6"></span>w <span class="_ _a"></span>swojej <span class="_ _6"></span>działalnoś<span class="_ _1"></span>ci <span class="_ _6"></span>biznesowej </div><div class="t m0 x1 h2 ybc7 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>zos<span class="_ _1"></span>tał <span class="_ _6"></span>określony <span class="_ _6"></span>w <span class="_ _6"></span>Kodeksie<span class="_ _1"></span> <span class="_ _6"></span>etyki. <span class="_ _6"></span>Celem <span class="_ _a"></span>Kodeksu <span class="_ _6"></span>jes<span class="_ _1"></span>t <span class="_ _6"></span>sprecyzowanie <span class="_ _6"></span>zasad <span class="_ _6"></span>etycznych <span class="_ _6"></span>Grupy,<span class="_ _1"></span> <span class="_ _6"></span>ich </div><div class="t m0 x1 h2 y1166 ff1 fs0 fc1 sc0 ls0 ws0">promowanie <span class="_ _6"></span>wśró<span class="_ _1"></span>d <span class="_ _1"></span>pracowników<span class="_ _1"></span> <span class="_ _6"></span>i <span class="_ _6"></span>partne<span class="_ _1"></span>rów <span class="_ _6"></span>biznesowych,<span class="_ _1"></span> <span class="_ _1"></span>kształtowanie <span class="_ _a"></span>wśród <span class="_ _6"></span>interes<span class="_ _1"></span>ariuszy <span class="_ _1"></span>postaw <span class="_ _6"></span>z<span class="_ _1"></span>godnych <span class="_ _6"></span>z </div><div class="t m0 x1 h2 yc72 ff1 fs0 fc1 sc0 ls0 ws0">wartościami Kodeksu. <span class="ff2"> </span></div><div class="t m0 x1 h2 y3aa ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _e"> </span>Kodeksie <span class="_ _e"> </span>zdefiniowano <span class="_ _e"> </span>zasady  e<span class="_ _1"></span>tyczne <span class="_ _e"> </span>Grupy, <span class="_ _e"> </span>do <span class="_ _e"> </span>których <span class="_ _e"> </span>zaliczyć <span class="_ _e"> </span>należy <span class="_ _e"> </span>m. <span class="_ _e"> </span>in. <span class="_ _e"> </span>prowadzenie <span class="_ _e"> </span>biznesu <span class="_ _e"> </span>z </div><div class="t m0 x1 h2 yf16 ff1 fs0 fc1 sc0 ls0 ws0">poszanowaniem  prawa  i <span class="_ _e"> </span>dobrych  obyczajów, <span class="_ _e"> </span>działanie  z  należytą <span class="_ _e"> </span>starannością,  szacune<span class="_ _1"></span>k  dla  reguł  uc<span class="_ _1"></span>zciwej </div><div class="t m0 x1 h2 y6c2 ff1 fs0 fc1 sc0 ls0 ws0">konkurencji, <span class="_ _6"></span>brak <span class="_ _6"></span>tolerancji <span class="_ _a"></span>dla <span class="_ _6"></span>korupcji <span class="_ _6"></span>i <span class="_ _6"></span>nadużyć<span class="_ _1"></span> <span class="_ _6"></span>wynikających <span class="_ _6"></span>z <span class="_ _a"></span>konfliktu <span class="_ _1"></span>inte<span class="_ _1"></span>resów, <span class="_ _6"></span>tworzenie <span class="_ _6"></span>ś<span class="_ _1"></span>rodowiska <span class="_ _1"></span>pracy </div><div class="t m0 x1 h2 y804 ff1 fs0 fc1 sc0 ls0 ws0">opartego <span class="_ _6"></span>na <span class="_ _a"></span>kulturze <span class="_ _a"></span>zespołowej <span class="_ _a"></span>współpracy <span class="_ _6"></span>i <span class="_ _6"></span>zauf<span class="_ _1"></span>aniu, <span class="_ _6"></span>dbałość<span class="_ _1"></span> <span class="_ _6"></span>o <span class="_ _a"></span>bezpieczeństwo, <span class="_ _6"></span>poczucie <span class="_ _a"></span>odpowiedzialności <span class="_ _6"></span>za </div><div class="t m0 x1 h2 y11d3 ff1 fs0 fc1 sc0 ls0 ws0">wpływ wywierany na lokalne społeczności i ochronę środowisk<span class="_ _0"></span>a.<span class="ff2"> </span></div><div class="t m0 x1 h2 y102a ff2 fs0 fc1 sc0 ls0 ws0">Pracownikom <span class="_ _a"></span>Grupy <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>oraz <span class="_ _a"></span>intere<span class="_ _1"></span>sariusz<span class="ls2">om</span> <span class="_ _a"></span><span class="ff1">zewnę<span class="_ _1"></span>trzn</span>ym <span class="_ _a"></span>(partnerom <span class="_ _4"></span>biznesowym<span class="ls2">, <span class="_ _4"></span></span>dostawcom, <span class="_ _a"></span>klientom <span class="_ _4"></span>i </div><div class="t m0 x1 h2 y1021 ff1 fs0 fc1 sc0 ls0 ws0">społecznościom <span class="_ _17"> </span>lokalny<span class="_ _8"></span>m<span class="_ _1"></span><span class="ff2 ls2">) <span class="_ _19"> </span></span>u<span class="_ _1"></span>dostępniono <span class="_ _19"> </span>kanały <span class="_ _17"> </span>zgłaszania <span class="_ _17"> </span><span class="ff2"> <span class="_ _19"> </span></span>zaistniałych <span class="_ _17"> </span>lub <span class="_ _19"> </span>potenc<span class="_ _1"></span>jalnych <span class="_ _19"> </span>naruszeń <span class="_ _17"> </span>zasad </div><div class="t m0 x1 h2 y1022 ff1 fs0 fc1 sc0 ls0 ws0">wynikających <span class="_ _c"> </span>z <span class="_ _9"> </span>Kodeksu<span class="_ _1"></span><span class="ff2"> <span class="_ _c"> </span></span>zgodnie <span class="_ _9"> </span>z <span class="_ _9"> </span>Procedurą <span class="_ _9"> </span>dokonywania <span class="_ _c"> </span>zgłos<span class="_ _1"></span>zeń <span class="_ _9"> </span>naruszeń <span class="_ _9"> </span>prawa <span class="_ _c"> </span>i <span class="_ _9"> </span>podejmowania <span class="_ _c"> </span>działań </div><div class="t m0 x1 h2 yf18 ff1 fs0 fc1 sc0 ls0 ws0">następczych <span class="_ _4"></span>w <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>S.A.<span class="_ _1"></span>, <span class="_ _a"></span>która <span class="_ _4"> </span>zos<span class="_ _1"></span>tała <span class="_ _a"></span>opisana <span class="_ _5"> </span>poniżej <span class="_ _4"></span>w <span class="_ _4"> </span>ramach<span class="_ _1"></span> <span class="_ _a"></span>dalsze<span class="_ _1"></span>j <span class="_ _a"></span>częś<span class="_ _1"></span>ci <span class="_ _a"></span>uja<span class="_ _1"></span>wnienia <span class="_ _a"></span>G1<span class="_ _1"></span><span class="ff2">-1. <span class="_ _4"></span>Wszystkie </span></div><div class="t m0 x1 h2 y1023 ff1 fs0 fc1 sc0 ls0 ws0">zgłoszenia, <span class="_ _1"></span>w <span class="_ _6"></span>tym <span class="_ _1"></span>anonimowe <span class="_ _1"></span>przyjmowane <span class="_ _6"></span>są <span class="_ _1"></span>przez <span class="_ _1"></span>Biuro <span class="_ _6"></span>Prawne <span class="_ _6"></span>Spółki, <span class="_ _1"></span>a <span class="_ _1"></span>sygnalistom <span class="_ _6"></span>przysługuje <span class="_ _1"></span>przewidziana </div><div class="t m0 x1 h2 y1024 ff2 fs0 fc1 sc0 ls0 ws0">w Procedurze ochrona.  </div></div></div><div class="pi" ></div></div><div id="pf104" class="pf w0 h0" ><div class="pc pc104 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">260<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Informacje <span class="_ _1"></span>dotyczące <span class="_ _1"></span>Kodeksu <span class="_ _1"></span>etyki są <span class="_ _6"></span>przekazywane <span class="_ _1"></span>nowoprzyjętym <span class="_ _6"></span><span class="ff2">pracownikom <span class="_ _1"></span>przez <span class="_ _1"></span>osoby <span class="_ _1"></span>odpowiedzialne <span class="_ _1"></span>za </span></div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">proces <span class="_ _1"></span>rekrutacji. O <span class="_ _1"></span>funkcjonowaniu <span class="_ _1"></span>dokumentu, który <span class="_ _1"></span>dostępny <span class="_ _1"></span>jest <span class="_ _1"></span>na <span class="_ _1"></span>stronach intrane<span class="_ _1"></span>towych Spółe<span class="_ _1"></span>k <span class="_ _6"></span><span class="ff2">pracownicy </span></div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">informowani są również w trakcie onboardingu. <span class="ff2"> </span></div><div class="t m0 x1 h2 y143 ff2 fs0 fc1 sc0 ls0 ws0">Za <span class="_ _7"></span>n<span class="ff1">adzorowanie <span class="_ _8"></span>treś<span class="_ _1"></span>ci <span class="_ _8"></span>Kodeksu, <span class="_ _7"></span>implementację<span class="_ _1"></span> <span class="_ _7"></span>procedur, <span class="_ _8"></span>informowanie <span class="_ _8"></span>o <span class="_ _8"></span>nim, <span class="_ _8"></span>nadzorowanie <span class="_ _8"></span>procesu <span class="_ _8"></span>rozpatrywania<span class="_ _8"></span> </span></div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">zgłoszeń o naruszeniach jest podlegający Prezesowi Zarządu UNIMOT S.A. Dyrektor Biura<span class="_ _0"></span> Prawnego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y794 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 roku nie odnotowano zgłoszeń naruszeń zasad wynikają<span class="_ _0"></span>cych z Kodeksu etyki Grupy UNIMOT. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y11d ff1 fs0 fc1 sc0 ls0 ws0">W raportowanym okresie nie prowadzono szkoleń z zakresu Kodeksu etyki <span class="_ _0"></span>dla pracowników Grupy UNIMOT.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y205 ff1 fs0 fc0 sc0 ls0 ws0">Polityka Poszanowania Praw Człowieka <span class="ff2"> </span></div><div class="t m0 x1 h2 y767 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _5"> </span>UNIMOT <span class="_ _c"> </span>przykłada <span class="_ _5"> </span>s<span class="_ _1"></span>zczególną <span class="_ _b"> </span>wagę <span class="_ _b"> </span>do <span class="_ _b"> </span>poszanowa<span class="_ _1"></span>nia <span class="_ _5"> </span>praw <span class="_ _b"> </span>c<span class="_ _1"></span>złowieka <span class="_ _b"> </span>i <span class="_ _b"> </span>przestrzega <span class="_ _b"> </span>wszelkich <span class="_ _b"> </span>uznanych </div><div class="t m0 x1 h2 y768 ff1 fs0 fc1 sc0 ls0 ws0">międzynarodowo p<span class="_ _1"></span>raw, <span class="_ _1"></span>wolności, <span class="_ _1"></span>przywilejów <span class="_ _1"></span>i <span class="_ _1"></span>standardów <span class="_ _a"></span>traktowania, których <span class="_ _6"></span>punktem <span class="_ _1"></span>wyjścia <span class="_ _1"></span>jest <span class="_ _1"></span>przyrodzona </div><div class="t m0 x1 h2 y1110 ff1 fs0 fc1 sc0 ls0 ws0">godność każdego człowieka.<span class="ff2"> </span></div><div class="t m0 x1 h2 y14f ff1 fs0 fc1 sc0 ls0 ws0">Polityka <span class="_ _6"></span>poszanowania <span class="_ _6"></span>praw <span class="_ _6"></span>c<span class="_ _1"></span>złowieka <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>s<span class="_ _1"></span>tanowi <span class="_ _6"></span>zobowiązanie <span class="_ _6"></span> <span class="_ _a"></span>i <span class="_ _1"></span>o<span class="_ _1"></span>kreśla <span class="_ _6"></span>kie<span class="_ _1"></span>runki <span class="_ _1"></span>działania <span class="_ _6"></span>Grup<span class="_ _1"></span>y, <span class="_ _6"></span>z </div><div class="t m0 x1 h2 y150 ff1 fs0 fc1 sc0 ls0 ws0">uwzględnieniem <span class="_ _b"> </span>aspektów <span class="_ _b"> </span>etycznych <span class="_ _b"> </span>i <span class="_ _c"> </span>biznesowych <span class="_ _b"> </span>w <span class="_ _b"> </span>całym <span class="_ _b"> </span>łańcuchu <span class="_ _b"> </span>w<span class="_ _1"></span>artości <span class="_ _b"> </span>w <span class="_ _b"> </span>zakresie <span class="_ _b"> </span>poszanowania <span class="_ _b"> </span>praw<span class="_ _1"></span> </div><div class="t m0 x1 h2 y151 ff1 fs0 fc1 sc0 ls0 ws0">człowieka. Celem przyjęcia Polityki jest wspieranie poszanowania praw człowieka w całym ł<span class="_ _1"></span>ańcuchu wartości  Grupy </div><div class="t m0 x1 h2 y152 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT, <span class="_ _7"></span>zidentyfikowanie <span class="_ _7"></span>i<span class="_ _1"></span> <span class="_ _7"></span>przec<span class="_ _1"></span>iwdziałanie <span class="_ _7"></span>niekorzystnemu <span class="_ _7"></span>wpływowi <span class="_ _8"></span>działalności <span class="_ _7"></span>Grupy <span class="_ _8"></span>UNIMOT<span class="_ _1"></span> <span class="_ _7"></span>na <span class="_ _7"></span>poszanowanie </div><div class="t m0 x1 h2 y153 ff1 fs0 fc1 sc0 ls0 ws0">praw  człowieka  oraz  minimalizowanie  ryzyk  z  nim  związanych,  wprowadzanie  mec<span class="_ _1"></span>hanizmów  umożliwiających </div><div class="t m0 x1 h2 y154 ff1 fs0 fc1 sc0 ls0 ws0">działania zaradcze <span class="_ _1"></span>w <span class="_ _1"></span> <span class="_ _1"></span>przypadku ne<span class="_ _1"></span>gatywnego wpływu <span class="_ _1"></span>na <span class="_ _1"></span>prawa c<span class="_ _1"></span>złowieka, spowodow<span class="_ _1"></span>anego przez <span class="_ _1"></span>Grupę U<span class="_ _1"></span>NIMOT </div><div class="t m0 x1 h2 yf0c ff1 fs0 fc1 sc0 ls0 ws0">lub do którego powstania firma się prz<span class="_ _0"></span>yczyniła oraz promowanie poszanowania pra<span class="_ _0"></span>w człowieka wśród interesariuszy </div><div class="t m0 x1 h2 yc51 ff2 fs0 fc1 sc0 ls0 ws0">Grupy UNIMOT. </div><div class="t m0 x1 h2 y7ca ff1 fs0 fc1 sc0 ls0 ws0">Opracowanie <span class="_ _b"> </span>Polityki <span class="_ _c"> </span>było <span class="_ _b"> </span>poprzedzone <span class="_ _c"> </span>przeglądem <span class="_ _b"> </span>procesów, <span class="_ _c"> </span>procedur <span class="_ _b"> </span>i <span class="_ _c"> </span>dokumentów <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>U<span class="_ _1"></span>NIMOT, <span class="_ _b"> </span>w <span class="_ _c"> </span>tym </div><div class="t m0 x1 h2 y722 ff1 fs0 fc1 sc0 ls0 ws0">również <span class="_ _5"> </span>analizą <span class="_ _4"></span>łańcuc<span class="_ _1"></span>ha <span class="_ _4"></span>warto<span class="_ _1"></span>ści <span class="_ _4"> </span>Grupy, <span class="_ _5"> </span>któr<span class="_ _1"></span><span class="ff2">a <span class="_ _4"> </span></span>miało <span class="_ _5"> </span>na<span class="_ _1"></span> <span class="_ _4"></span>c<span class="_ _1"></span>elu <span class="_ _5"> </span> <span class="_ _4"> </span>identyfikację <span class="_ _5"> </span>kluczowych <span class="_ _5"> </span>ryzyk <span class="_ _5"> </span>w <span class="_ _5"> </span>obszarze <span class="_ _5"> </span>praw </div><div class="t m0 x1 h2 y7cb ff1 fs0 fc1 sc0 ls0 ws0">człowieka oraz rozpoczęcie procesu należytej staranności, by przeciwdzia<span class="_ _0"></span>łać materializacji tych ryzyk.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y215 ff1 fs0 fc5 sc0 ls0 ws0">Procedury należytej staranności w zak<span class="_ _0"></span>resie poszanowania praw człowie<span class="_ _1"></span>ka<span class="ff2"> </span></div><div class="t m0 x1 h2 y109a ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>podejmuje <span class="_ _1"></span>ś<span class="_ _1"></span>rodki <span class="_ _1"></span>w <span class="_ _1"></span>celu <span class="_ _6"></span>przeprowadzenia <span class="_ _1"></span>należytej <span class="_ _1"></span>starannośc<span class="_ _1"></span>i <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _1"></span>tematyki <span class="_ _1"></span>poszanowania </div><div class="t m0 x1 h2 y109b ff1 fs0 fc1 sc0 ls0 ws0">praw <span class="_ _b"> </span>człowieka, <span class="_ _c"> </span>które <span class="_ _b"> </span>s<span class="_ _1"></span>ą <span class="_ _b"> </span>współmierne <span class="_ _c"> </span>do <span class="_ _b"> </span>skali <span class="_ _c"> </span>i <span class="_ _b"> </span>prawdopo<span class="_ _1"></span>dobieństwa <span class="_ _b"> </span>wystąpienia <span class="_ _b"> </span>neg<span class="_ _1"></span>atywnego <span class="_ _b"> </span>skutku <span class="_ _c"> </span>z <span class="_ _b"> </span>tym </div><div class="t m0 x1 h2 yf0f ff1 fs0 fc1 sc0 ls0 ws0">związanego. <span class="_ _6"></span>Zagrożenia <span class="_ _6"></span>dla <span class="_ _a"></span>praw <span class="_ _6"></span>człowie<span class="_ _1"></span>ka <span class="_ _1"></span>ro<span class="_ _1"></span>zumiane <span class="_ _6"></span>są <span class="_ _a"></span>jako <span class="_ _6"></span>potencjalny <span class="_ _6"></span>negatywny <span class="_ _a"></span>wpływ <span class="_ _6"></span>przedsiębiorstwa <span class="_ _6"></span>na </div><div class="t m0 x1 h2 ybdc ff1 fs0 fc1 sc0 ls0 ws0">poszanowanie <span class="_ _4"> </span>praw<span class="_ _1"></span> <span class="_ _4"> </span>czło<span class="_ _1"></span>wieka. <span class="_ _4"></span>Na <span class="_ _5"> </span>możliwość<span class="_ _1"></span> <span class="_ _4"></span>zaistnienia <span class="_ _5"> </span>po<span class="_ _1"></span>tencjalnego <span class="_ _5"> </span>wpływu <span class="_ _4"> </span>Grupa<span class="_ _1"></span> <span class="_ _4"></span>UNIMOT<span class="_ _1"></span> <span class="_ _4"></span>reaguje <span class="_ _5"> </span>poprzez </div><div class="t m0 x1 h2 ybdd ff1 fs0 fc1 sc0 ls0 ws0">zapobieganie <span class="_ _4"></span>lub <span class="_ _5"> </span>łagodzenie <span class="_ _5"> </span>jego <span class="_ _5"> </span>ewentualnych <span class="_ _5"> </span>skutków, <span class="_ _5"> </span>podczas <span class="_ _4"></span>gdy <span class="_ _4"> </span>w <span class="_ _5"> </span>przypadku <span class="_ _5"> </span>wpływu, <span class="_ _5"> </span>k<span class="_ _1"></span>tóry <span class="_ _5"> </span>już <span class="_ _4"> </span>nas<span class="_ _1"></span>tąpił, </div><div class="t m0 x1 h2 ybde ff1 fs0 fc1 sc0 ls0 ws0">podejmuje adekwatne środki zaradcze.<span class="ff2"> </span></div><div class="t m0 x1 h2 y800 ff1 fs0 fc1 sc0 ls0 ws0">Ocena <span class="_ _a"></span>wpływu <span class="_ _6"></span>Grupy <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>na <span class="_ _a"></span>poszanowanie <span class="_ _a"></span>praw <span class="_ _6"></span>czło<span class="_ _1"></span>wieka <span class="_ _6"></span>jes<span class="_ _1"></span>t <span class="_ _6"></span>przeprowadzana <span class="_ _a"></span>regularnie, <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>reakcji <span class="_ _a"></span>lub <span class="_ _a"></span>w </div><div class="t m0 x1 h2 y1f2 ff1 fs0 fc1 sc0 ls0 ws0">oczekiwaniu <span class="_ _4"></span>na <span class="_ _a"></span>zmiany <span class="_ _4"></span>w <span class="_ _4"></span>otoczeniu <span class="_ _4"></span>firmy <span class="_ _4"></span>(np. <span class="_ _4"></span>rosnące <span class="_ _4"></span>napięcia <span class="_ _a"></span>s<span class="_ _1"></span>połeczne), <span class="_ _a"></span>a <span class="_ _4"></span>także <span class="_ _a"></span>o<span class="_ _1"></span>kresowo <span class="_ _5"> </span>–<span class="ff2"> <span class="_ _4"></span></span>po <span class="_ _4"></span>zakończeniu </div><div class="t m0 x1 h2 y363 ff2 fs0 fc1 sc0 ls0 ws0">danego roku obrotowego.  </div><div class="t m0 x1 h2 y21f ff1 fs0 fc1 sc0 ls0 ws0">Proces <span class="_ _4"></span>należytej <span class="_ _a"></span>staranności <span class="_ _a"></span>w <span class="_ _4"></span>obszarze <span class="_ _a"></span>poszanowania <span class="_ _4"></span>praw <span class="_ _a"></span>czło<span class="_ _1"></span>wieka <span class="_ _a"></span>w <span class="_ _a"></span>Grupie <span class="_ _4"></span>UNIMOT <span class="_ _a"></span>polega <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _a"></span>zarządzaniu </div><div class="t m0 x1 h2 y220 ff1 fs0 fc1 sc0 ls0 ws0">rzeczywistym i potencjalnym wpływem na prawa człowieka w łańcuchu wartości orga<span class="_ _0"></span>nizacji. Do procesu zalicza się:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y7ed ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Identyfikację <span class="_ _e"> </span>i <span class="_ _e"> </span>oc<span class="_ _1"></span>enę <span class="_ _e"> </span>rzeczywistego <span class="_ _d"> </span>lub <span class="_ _e"> </span>potenc<span class="_ _1"></span>jalnego <span class="_ _e"> </span>wpływu <span class="_ _e"> </span>na <span class="_ _e"> </span>poszanowanie<span class="_ _1"></span> <span class="_ _e"> </span>praw <span class="_ _e"> </span>człowie<span class="_ _1"></span>ka <span class="_ _e"> </span>z </span></span></div><div class="t m0 xc h2 y150d ff1 fs0 fc1 sc0 ls0 ws0">wykorzystaniem analizy ryzyka oraz przy <span class="_ _0"></span>zaangażowaniu zainteresowanych stron;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 yef0 ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Cykliczny  przegląd <span class="_ _9"> </span>rejes<span class="_ _1"></span>tru  ryzy<span class="_ _8"></span>k,<span class="_ _1"></span>  identyfikację  ryzyk,  k<span class="_ _0"></span>tóre  mogły  zostać  pominięte,  w  pop<span class="_ _0"></span>rzednich </span></span></div><div class="t m0 xc h2 yeaa ff1 fs0 fc1 sc0 ls0 ws0">procesach należytej staranności oraz uwzględnienie ich w przy<span class="_ _0"></span>szłości, <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y150e ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Podejmowanie <span class="_ _8"></span>działań, <span class="_ _8"></span>wdrażanie<span class="_ _1"></span> <span class="_ _8"></span>i <span class="_ _8"></span>doskonalenie<span class="_ _1"></span> <span class="_ _8"></span>procedur, <span class="_ _8"></span>aby <span class="_ _8"></span>ograniczyć <span class="_ _8"></span>ryzyko <span class="_ _8"></span>w<span class="_ _1"></span>ystąpienia <span class="_ _8"></span>negatywnych </span></span></div><div class="t m0 xc h2 yda1 ff1 fs0 fc1 sc0 ls0 ws0">wpływów, zapobiec skutkom ich wystąpienia <span class="_ _0"></span>i ich dotkliwości; <span class="ff2"> </span></div><div class="t m0 xa h11 yf79 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Stosowanie Procedury dokonywania zgłoszeń naruszeń prawa i p<span class="_ _0"></span>odejmowania działań następczych w </span></span></div><div class="t m0 xc h2 yf7a ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A., w tym udostępnienie kanałów zgłaszania naruszeń, zab<span class="_ _0"></span>ezpieczeniu ochrony sygnalistów </div><div class="t m0 xc h2 y12b8 ff1 fs0 fc1 sc0 ls0 ws0">oraz środków zaradczych dla poszkodowanych; <span class="ff2"> </span></div><div class="t m0 xa h11 y452 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Przegląd zgłoszonych przypadków nieprawidłowości w zakresie praw człowieka oraz<span class="_ _0"></span> działań naprawczych;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yf1 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Stosowanie zgodnych z Procedurą dokonywania zgłoszeń naruszeń prawa i p<span class="_ _0"></span>odejmowania działań </span></span></div><div class="t m0 xc h2 y150f ff1 fs0 fc1 sc0 ls0 ws0">następczych w UNIMOT S.A., stosownych działań <span class="_ _0"></span>naprawczych;<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf105" class="pf w0 h0" ><div class="pc pc105 w0 h0"><img class="bi x9 y770 w9 h22a" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">261<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y85 ff2 fs0 fc5 sc0 ls1 ws0">7.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Monitorowanie, na podstawie wskaźników ilościowych i jakościowych oraz informacji z<span class="_ _0"></span>wrotnych ze źródeł </span></span></div><div class="t m0 xc h2 yc2c ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznych i zewnętrznych, w tym od interesariuszy dotkniętych tym oddzia<span class="_ _0"></span>ływaniem,  skuteczności </div><div class="t m0 xc h2 yc46 ff1 fs0 fc1 sc0 ls0 ws0">podjętych działań w przypadku stwierdzenia naruszenia;<span class="ff2"> </span></div><div class="t m0 xa h11 yc47 ff2 fs0 fc5 sc0 ls1 ws0">8.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Stosowanie celów oraz mierzalnych wartości i pa<span class="_ _0"></span>rametrów KPI w obszarze poszanowania praw człowieka;  <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc48 ff2 fs0 fc5 sc0 ls1 ws0">9.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Komunikowanie o działaniach i wynika<span class="_ _0"></span>ch w corocznym Sprawozdaniu Zrównoważonego Rozwoju. <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y42d ff2 fs0 fc5 sc0 ls1 ws0">10.<span class="ff5 ls0"> <span class="_ _71"> </span><span class="ff1 fc1">Prow<span class="_ _1"></span>adzenie działań komunik<span class="_ _0"></span>acyjnych i prewencyjnych do interesariuszy wewnętrznych i zewnętrznych. <span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yc49 ff2 fs0 fc1 sc0 ls0 ws0">Polityka <span class="_ _5"> </span>Poszanowania <span class="_ _b"> </span>Praw <span class="_ _b"> </span>C<span class="ff1">złowieka <span class="_ _b"> </span>Grupy <span class="_ _5"> </span>UNIMOT <span class="_ _b"> </span>dostę<span class="_ _1"></span>pna <span class="_ _5"> </span>jest <span class="_ _b"> </span>na <span class="_ _5"> </span>stro<span class="_ _1"></span>nie <span class="_ _5"> </span>internetowej <span class="_ _b"> </span>oraz <span class="_ _5"> </span>w <span class="_ _b"> </span>intranecie </span></div><div class="t m0 x1 h2 y407 ff1 fs0 fc1 sc0 ls0 ws0">Spółek. Nowoprzyjęci pracownicy są <span class="_ _0"></span>informowani o dokumencie w trakcie onboardingu. <span class="ff2"> </span></div><div class="t m0 x1 h2 yeb7 ff1 fs0 fc1 sc0 ls0 ws0">W raportowanym <span class="_ _8"></span>okre<span class="_ _1"></span>sie Grupa <span class="_ _8"></span>nie prowadziła dodatkowej komunikacji <span class="_ _8"></span>w tym zakresie do <span class="_ _0"></span>pracowników w <span class="_ _0"></span>łańcuchu </div><div class="t m0 x1 h2 yfe ff1 fs0 fc1 sc0 ls0 ws0">wartości, ani do pozostałych zewnętrznych Interesariuszy. Takie dzia<span class="_ _0"></span>łania będą podejmowane w 2025 roku.  <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y370 ff1 fs0 fc1 sc0 ls0 ws0">Każdy <span class="_ _b"> </span>z <span class="_ _b"> </span>Interesariuszy <span class="_ _b"> </span>może <span class="_ _b"> </span>zgłosić <span class="_ _c"> </span>naruszenie <span class="_ _b"> </span>w <span class="_ _b"> </span>zakresie <span class="_ _b"> </span>poszanowania <span class="_ _c"> </span>praw <span class="_ _5"> </span>czło<span class="_ _1"></span>wieka <span class="_ _5"> </span>z<span class="_ _1"></span>godnie <span class="_ _b"> </span>z <span class="_ _b"> </span>Procedurą </div><div class="t m0 x1 h2 y1510 ff1 fs0 fc1 sc0 ls0 ws0">dokonywania zgłoszeń naruszeń prawa i podejmowania działań nastę<span class="_ _1"></span>pczych w UNIMOT S.A. Procedur<span class="_ _1"></span>ę<span class="ff2">, <span class="_ _1"></span>mechanizm </span></div><div class="t m0 x1 h2 y130e ff1 fs0 fc1 sc0 ls0 ws0">zgłaszania naruszeń oraz działania następcze zaprezentowano w części G1<span class="ff2">-<span class="ls1">1 </span></span>poniżej<span class="ff2">. </span></div><div class="t m0 x1 h2 ycc2 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 roku nie odnotowano zgłoszeń naruszeń w obszarze poszanowania <span class="_ _0"></span>praw człowieka w Grupie <span class="ff2">UNIMOT.<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y13ad ff1 fs0 fc0 sc0 ls0 ws0">Procedura przeciwdziałania mobbingowi, dyskryminacji i <span class="_ _0"></span>innym działaniom niepożądanym w pracy<span class="ff2"> </span></div><div class="t m0 x1 h2 yd5f ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>ramach <span class="_ _1"></span>wiążącej <span class="_ _6"></span>wszystkich <span class="_ _1"></span>pracowników<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>własnyc<span class="_ _1"></span>h <span class="_ _1"></span>oraz <span class="_ _1"></span>pracowników <span class="_ _1"></span>podmiotów <span class="_ _1"></span>wyk<span class="_ _1"></span>onujących <span class="_ _1"></span>pracę <span class="_ _1"></span>na <span class="_ _6"></span>rzecz </div><div class="t m0 x1 h2 y1511 ff1 fs0 fc1 sc0 ls0 ws0">Spółek <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>Procedury <span class="_ _1"></span>przeciwdziałania <span class="_ _1"></span>mobbingowi, <span class="_ _1"></span>dyskryminacji <span class="_ _1"></span>i <span class="_ _1"></span>innym <span class="_ _6"></span>działaniom <span class="_ _1"></span>niepożądanym <span class="_ _1"></span>w </div><div class="t m0 x1 h2 ydec ff2 fs0 fc1 sc0 ls0 ws0">pracy <span class="ff1">uregulowane zostały zasady:</span> </div><div class="t m0 xa h11 yded ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">postępowania, które <span class="ff2">ma na celu zapobieganie </span>występowaniu <span class="ff2">d</span>ziałań <span class="ff2">n</span>iepożądanych, <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ya39 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">postępowania  w  przypadku  uzasadnionego  podejrzenia,  że  <span class="ff2">p</span>racownik  podlegał,  podlega  lub  mógłby </span></span></div><div class="t m0 xc h2 ya3a ff1 fs0 fc1 sc0 ls0 ws0">podlegać <span class="ff2">d</span>ziałaniom <span class="ff2">n</span>iepożądanym,<span class="ff2"> </span></div><div class="t m0 xa h11 y118f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">postępowania, <span class="_ _1"></span>które <span class="_ _1"></span><span class="ff2">- <span class="_ _1"></span></span>w <span class="_ _1"></span>razie <span class="_ _1"></span>wystąpienia <span class="_ _1"></span><span class="ff2">d</span>ziałań <span class="_ _1"></span><span class="ff2">n</span>iepożądanych <span class="_ _1"></span><span class="ff2">- <span class="_ _1"></span></span>s<span class="_ _1"></span>łużyć <span class="_ _1"></span>będzie ich <span class="_ _1"></span>wyeliminow<span class="_ _1"></span>aniu oraz </span></span></div><div class="t m0 xc h2 ycc7 ff1 fs0 fc1 sc0 ls0 ws0">niwelowaniu <span class="_ _4"></span>ich <span class="_ _4"> </span>ne<span class="_ _1"></span>gatywnych <span class="_ _a"></span>skutków <span class="_ _4"> </span>dla <span class="_ _4"> </span>os<span class="_ _1"></span>oby <span class="_ _a"></span>nimi <span class="_ _5"> </span>dotknię<span class="_ _1"></span>tej, <span class="_ _5"> </span>a <span class="_ _4"></span>także <span class="_ _4"></span>eliminowaniu <span class="_ _4"> </span>powtó<span class="_ _1"></span>rzenia <span class="_ _4"></span>się </div><div class="t m0 xc h2 y12af ff1 fs0 fc1 sc0 ls0 ws0">działań w przyszłości,<span class="ff2"> </span></div><div class="t m0 xa h11 y1512 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">rozwiązywania konfliktów w środowisku pracy.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y1192 ff1 fs0 fc1 sc0 ls0 ws0">Każdy <span class="ff2">p</span>racownik rozpoczynający pracę <span class="_ _1"></span>w Spółkach Grup<span class="_ _1"></span>y UNIMOT jes<span class="_ _1"></span>t zobowiązany do zapoznania się<span class="_ _1"></span> z Procedurą<span class="_ _1"></span> </div><div class="t m0 x1 h2 y6f1 ff1 fs0 fc1 sc0 ls0 ws0">przed rozpoczęciem pracy<span class="ff2">.  </span></div><div class="t m0 x1 h2 y482 ff1 fs0 fc5 sc0 ls0 ws0">Procedury należytej staranności<span class="ff2"> </span></div><div class="t m0 xa h11 y1c1 ff2 fs0 fc5 sc0 ls1 ws0">1.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Działania <span class="_ _a"></span>komunikacyjne <span class="_ _4"> </span>–<span class="_ _1"></span><span class="ff2"> <span class="_ _4"></span></span>Grupa <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>tworzy <span class="_ _4"></span>i <span class="_ _4"></span>udostępnia <span class="_ _4"></span>pracownikom <span class="_ _4"></span>materiały <span class="_ _4"></span>inf<span class="_ _1"></span>ormacyjne <span class="_ _a"></span>na </span></span></div><div class="t m0 xc h2 y1c2 ff1 fs0 fc1 sc0 ls0 ws0">temat <span class="_ _4"></span>metod <span class="_ _5"> </span>zapobiegania <span class="_ _4"> </span>działaniom <span class="_ _4"> </span>nie<span class="_ _1"></span>pożądanym <span class="_ _4"></span>i <span class="_ _5"> </span>konsekwencji <span class="_ _4"> </span>ic<span class="_ _1"></span>h <span class="_ _4"></span>wystąpienia, <span class="_ _b"> </span>a <span class="_ _5"> </span>także <span class="_ _4"></span>informuje </div><div class="t m0 xc h2 y1c3 ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _17"> </span>o <span class="_ _17"> </span>przepisach <span class="_ _17"> </span>prawa <span class="_ _17"> </span>dotyczących <span class="_ _17"> </span>zapobiegania <span class="_ _17"> </span>działaniom <span class="_ _17"> </span>niepożądanym, <span class="_ _17"> </span>w <span class="_ _17"> </span>tym <span class="_ _17"> </span>w </div><div class="t m0 xc h2 ydb9 ff1 fs0 fc1 sc0 ls0 ws0">szczególności w trakcie organizowanych w tym celu szkoleń lub warsztatów;<span class="ff2"> </span></div><div class="t m0 xa h11 ydba ff2 fs0 fc5 sc0 ls1 ws0">2.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Budowanie <span class="_ _8"></span>świadomości <span class="_ _8"></span> <span class="_ _7"></span>pracow<span class="_ _1"></span>ników <span class="_ _7"></span>poprzez <span class="_ _8"></span>cykliczne <span class="_ _8"></span>szkolenia <span class="_ _8"></span>na <span class="_ _8"></span>temat <span class="_ _8"></span>metod <span class="_ _8"></span>zapobiegania <span class="_ _7"></span>d<span class="_ _1"></span>ziałaniom </span></span></div><div class="t m0 xc h2 y6d7 ff1 fs0 fc1 sc0 ls0 ws0">niepożądanym i konsekwencji ich wystąpienia;<span class="ff2"> </span></div><div class="t m0 xa h11 y379 ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Funkcjonowanie <span class="_ _f"> </span>kanałów <span class="_ _f"> </span>zgłaszania <span class="_ _f"> </span>nieprawidłowośc<span class="_ _1"></span>i <span class="_ _f"> </span>zgodnie <span class="_ _f"> </span>z <span class="_ _f"> </span>prezentow<span class="_ _1"></span>aną <span class="_ _f"> </span>poniżej <span class="_ _f"> </span>Procedurą </span></span></div><div class="t m0 xc h2 y1513 ff1 fs0 fc1 sc0 ls0 ws0">dokonywania zgłoszeń naruszeń prawa i podejmowania <span class="_ _0"></span>działań następczych w UNIMOT S.A.;<span class="ff2"> </span></div><div class="t m0 xa h11 y1514 ff2 fs0 fc5 sc0 ls1 ws0">4.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Monitoring zgłoszeń;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 yc41 ff2 fs0 fc5 sc0 ls1 ws0">5.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Prowadzenie postępowań wyjaśniających i działań interwencyjnych;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y11f3 ff2 fs0 fc5 sc0 ls1 ws0">6.<span class="ff5 ls0"> <span class="_ _20"> </span><span class="ff1 fc1">Ochrona sygnalistów. <span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yd3a ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>2024 <span class="_ _4"></span>roku <span class="_ _4"></span>menedżerowie<span class="_ _1"></span> <span class="_ _a"></span>ze <span class="_ _4"></span>wszystkich <span class="_ _4"></span>Spółek <span class="_ _4"></span>Grupy <span class="_ _4"></span>wzięli <span class="_ _4"></span>udział <span class="_ _4"></span>w<span class="_ _1"></span> <span class="_ _a"></span>szkoleniach <span class="_ _4"> </span>na<span class="_ _1"></span> <span class="_ _a"></span>temat<span class="_ _1"></span> <span class="_ _a"></span>ro<span class="_ _1"></span>li <span class="_ _a"></span>menadżera <span class="_ _4"></span>w<span class="_ _1"></span> </div><div class="t m0 x1 h2 y1515 ff1 fs0 fc1 sc0 ls0 ws0">przeciwdziałaniu mobbingowi, dyskrymina<span class="_ _0"></span>cji i innym nieakceptowalnym zachowaniom w środowisku pracy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y36b ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _b"> </span>2024 <span class="_ _c"> </span>roku <span class="_ _b"> </span>nie <span class="_ _c"> </span>wpłynęły <span class="_ _b"> </span>zawiadomienia <span class="_ _b"> </span>o <span class="_ _c"> </span>działaniach <span class="_ _b"> </span>niepożądanych <span class="_ _b"> </span>z <span class="_ _c"> </span>zakresu <span class="_ _b"> </span>mo<span class="_ _1"></span>bbingu <span class="_ _5"> </span>i<span class="_ _1"></span> <span class="_ _b"> </span>dyskryminacji <span class="_ _b"> </span>w<span class="_ _1"></span> </div><div class="t m0 x1 h2 yd20 ff1 fs0 fc1 sc0 ls0 ws0">Spółkach Grupy UNIMOT.<span class="ff2"> </span></div><div class="t m0 x1 h2 ye34 ff1 fs0 fc0 sc0 ls0 ws0">Nadzór i zarządzanie tematyką praw człowieka i etyki<span class="ff2"> </span></div></div><div class="c x1 y1516 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls6 ws0">GOV<span class="ls0">-1<span class="fc0"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf106" class="pf w0 h0" ><div class="pc pc106 w0 h0"><img class="bi x9 y1517 w9 h22b" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">262<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Nadzór <span class="_ _1"></span>i <span class="_ _6"></span>z<span class="_ _1"></span>arządzanie <span class="_ _1"></span>tematyką <span class="_ _6"></span>praw <span class="_ _6"></span>człowie<span class="_ _1"></span>ka <span class="_ _1"></span>i <span class="_ _6"></span>etyki <span class="_ _6"></span>zostało <span class="_ _6"></span>powierzone<span class="_ _6"></span><span class="ff2"> <span class="_ _6"></span></span>Właścicielom <span class="_ _1"></span>c<span class="_ _1"></span>entralnych <span class="_ _1"></span>Obszarów <span class="_ _6"></span>ESG<span class="ff2"> </span></div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">(szczegółowo zaprezentowanym w części 1.2. niniejszego Sprawozdania<span class="ff2">):  </span></div><div class="t m0 xa h11 y119 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Dyrektorowi <span class="_ _1"></span>Biura <span class="_ _1"></span>Prawnego<span class="_ _1"></span> <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>S.A. <span class="_ _1"></span><span class="ff1">w<span class="_ _1"></span> <span class="_ _1"></span>zakresie <span class="_ _1"></span>zarządzania <span class="_ _1"></span>kwes<span class="_ _1"></span>tiami <span class="_ _1"></span>zgodności, <span class="_ _1"></span>w <span class="_ _1"></span>tym <span class="_ _6"></span>zgłaszania </span></span></span></div><div class="t m0 xc h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">naruszeń prawa i ochrony sygnalistów<span class="ff2">, </span></div><div class="t m0 xa h11 y144 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wiceprezesowi <span class="_ _a"></span>Zarządu <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>S.A. <span class="_ _a"></span>ds. <span class="_ _a"></span>HR <span class="_ _a"></span>w <span class="_ _a"></span>z<span class="_ _1"></span>akresie <span class="_ _a"></span>monitorowania <span class="_ _a"></span>przestrzegania <span class="_ _a"></span>zapisów <span class="_ _a"></span>Kodeksu </span></span></div><div class="t m0 xc h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">etyki, <span class="_ _7"></span>Procedury <span class="_ _7"></span>przeciwdziałania <span class="_ _7"></span>mobbingowi <span class="_ _7"></span>i <span class="_ _8"></span>dyskryminacji <span class="_ _7"></span>oraz <span class="_ _7"></span>innym <span class="_ _7"></span>działaniom <span class="_ _7"></span>niepoż<span class="_ _1"></span>ądanym <span class="_ _7"></span>w <span class="_ _7"></span>pracy, </div><div class="t m0 xc h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">a także <span class="ff2">w zakresie organizacji komunikacji nt. funkcjonowania </span>ww. dokumentów wśród <span class="ff2">p</span>racowników<span class="ff2">, </span></div><div class="t m0 xa h11 y147 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Wiceprezesowi  Zarządu <span class="_ _9"> </span>ds.  Transformacji  Energetycznej  w  UNIMOT <span class="_ _9"> </span>S.A.  w  zakresie  funkcjonowania </span></span></div><div class="t m0 xc h2 y148 ff2 fs0 fc1 sc0 ls0 ws0">procedur <span class="_ _8"></span><span class="ff1">dotyczących poszanowania <span class="_ _8"></span>praw <span class="_ _8"></span>człowieka <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>odnies<span class="_ _1"></span>ieniu <span class="_ _8"></span>do <span class="_ _8"></span>klientów Grupy <span class="_ _7"></span>K<span class="_ _1"></span>apitałowej <span class="_ _8"></span>UNIMOT<span class="_ _1"></span><span class="ff2">, </span></span></div><div class="t m0 xa h11 y149 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Dyrektor<span class="ls2">owi</span> <span class="_ _e"> </span>ds. <span class="_ _d"> </span>Relacji <span class="_ _e"> </span>Inwestorskich <span class="_ _e"> </span>i <span class="_ _d"> </span>ESG <span class="_ _e"> </span>w <span class="_ _d"> </span>UNIMOT <span class="_ _d"> </span>S.A. <span class="_ _e"> </span>w <span class="_ _d"> </span>zakresie <span class="_ _e"> </span>funkcjonowania <span class="_ _e"> </span>procedur </span></span></div><div class="t m0 xc h2 y14a ff1 fs0 fc1 sc0 ls0 ws0">dotyczących poszanowania praw człowieka w odniesieniu do społeczności <span class="_ _0"></span>lokalnych. <span class="ff2">  </span></div><div class="t m0 x1 h2 y326 ff1 fs0 fc1 sc0 ls0 ws0">Zarząd <span class="ff2">monitoruje </span>regularnie postępy w realizacji celów z obszaru etyki i praw człowieka ustalonych w Strategii<span class="_ _8"></span>.<span class="_ _1"></span> <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y757 ff1 fs0 fc0 sc0 ls0 ws0">Procedura i mechanizm zgłaszania <span class="_ _0"></span>naruszeń<span class="ff2"> </span></div></div><div class="c x1 y12ec w3a h15a"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls6 ws0">G1<span class="ls0">-1<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1205 ff1 fs0 fc1 sc0 ls0 ws0">Obowiązujące <span class="_ _4"></span>w<span class="_ _1"></span> <span class="_ _4"> </span>U<span class="ff2">NIMOT<span class="_ _1"></span> <span class="_ _4"></span></span>S.A<span class="_ _1"></span>. <span class="_ _4"> </span>zasa<span class="_ _1"></span>dy <span class="_ _4"></span>i<span class="_ _1"></span> <span class="_ _4"></span>tryb<span class="_ _1"></span> <span class="_ _4"></span>zgłaszania <span class="_ _5"> </span>inf<span class="_ _1"></span>ormacji <span class="_ _4"></span>o <span class="_ _5"> </span>n<span class="_ _1"></span>aruszeniach <span class="_ _4"> </span>praw<span class="_ _1"></span>a, <span class="_ _4"></span>naruszeniach <span class="_ _5"> </span>regulacji </div><div class="t m0 x1 h2 y1e5 ff1 fs0 fc1 sc0 ls0 ws0">wewnętrznych <span class="_ _6"></span>lub <span class="_ _6"></span>stand<span class="_ _1"></span>ardów <span class="_ _6"></span>etycznych, <span class="_ _a"></span>a <span class="_ _6"></span>także <span class="_ _6"></span>n<span class="_ _1"></span>aruszeniach <span class="_ _6"></span>innych <span class="_ _a"></span>przepisów <span class="_ _6"></span>prawa <span class="_ _a"></span>oraz <span class="_ _6"></span>zasa<span class="_ _1"></span>dy <span class="_ _6"></span>prowadzenia </div><div class="t m0 x1 h2 yfee ff1 fs0 fc1 sc0 ls0 ws0">postępowań <span class="_ _6"></span>wyjaśniających <span class="_ _6"></span>zostały <span class="_ _6"></span>zawarte <span class="_ _6"></span>w <span class="_ _6"></span>Pro<span class="_ _1"></span>cedurze <span class="_ _a"></span>dokonywania <span class="_ _1"></span>zgłoszeń <span class="_ _6"></span>narusz<span class="_ _1"></span>eń <span class="_ _6"></span>prawa <span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _1"></span>po<span class="_ _1"></span>dejmowania </div><div class="t m0 x1 h2 y1b2 ff1 fs0 fc1 sc0 ls0 ws0">działań <span class="_ _6"></span>nastę<span class="_ _1"></span>pczych <span class="_ _6"></span>w <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>S.A.<span class="ff2"> <span class="_ _a"></span>W <span class="_ _a"></span>2024 <span class="_ _a"></span>roku <span class="_ _6"></span>Procedura <span class="_ _a"></span></span>została <span class="_ _a"></span>zaktualizowana <span class="_ _a"></span>i <span class="_ _6"></span>prz<span class="_ _1"></span>yjęta <span class="_ _6"></span><span class="ff2">w<span class="_ _1"></span> <span class="_ _6"></span></span>Spółkach <span class="_ _a"></span>Grupy </div><div class="t m0 x1 h2 ybd5 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT. <span class="ff1">Info<span class="_ _1"></span>rmacje na <span class="_ _1"></span>temat Proce<span class="_ _1"></span>dury oraz <span class="_ _1"></span>kanałów zgłaszania <span class="_ _1"></span>naruszeń <span class="_ _1"></span>są przekazywane<span class="_ _1"></span> <span class="_ _1"></span>oso<span class="_ _1"></span>bom ubiegającym</span> </div><div class="t m0 x1 h2 y13eb ff1 fs0 fc1 sc0 ls0 ws0">się <span class="_ _19"> </span>o <span class="_ _17"> </span>pra<span class="_ _0"></span>cę <span class="_ _19"> </span>w <span class="_ _17"> </span>Spółce. <span class="_ _19"> </span>Za <span class="_ _19"> </span>w<span class="_ _1"></span>ykonanie <span class="_ _19"> </span>tego <span class="_ _19"> </span>obowiązku <span class="_ _17"> </span>odpowiedzialna <span class="_ _19"> </span>jest <span class="_ _19"> </span>komórka <span class="_ _19"> </span>or<span class="_ _1"></span>ganizacyjna <span class="_ _19"> </span>Spółki </div><div class="t m0 x1 h2 y39c ff1 fs0 fc1 sc0 ls0 ws0">odpowiedzialna z<span class="_ _1"></span>a s<span class="_ _1"></span>prawy <span class="_ _1"></span>kadrowe<span class="_ _1"></span>. <span class="_ _1"></span>Informacje o <span class="_ _1"></span>is<span class="_ _1"></span>tnieniu <span class="_ _1"></span>Procedury <span class="_ _1"></span>przekazywane <span class="_ _1"></span>są <span class="_ _1"></span>również <span class="_ _1"></span>now<span class="_ _1"></span>ozatrudnionym<span class="_ _0"></span> </div><div class="t m0 x1 h2 y13ec ff2 fs0 fc1 sc0 ls0 ws0">pracownikom <span class="_ _5"> </span>w <span class="_ _5"> </span>ramach <span class="_ _5"> </span>onbo<span class="_ _1"></span>ardingu. <span class="_ _5"> </span><span class="ff1">W <span class="_ _b"> </span>raportowanym <span class="_ _5"> </span>okres<span class="_ _1"></span>ie <span class="_ _5"> </span>Spółka <span class="_ _5"> </span>nie <span class="_ _5"> </span>prowadziła <span class="_ _5"> </span>odrębne<span class="_ _1"></span>j <span class="_ _5"> </span>komunikacji <span class="_ _5"> </span>do </span></div><div class="t m0 x1 h2 yb36 ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _c"> </span>wł<span class="_ _1"></span>asnych <span class="_ _c"> </span>oraz <span class="_ _c"> </span>pracow<span class="_ _1"></span>ników <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>łańcuchu <span class="_ _9"> </span>wartości, <span class="_ _c"> </span>społeczności <span class="_ _9"> </span>lokalnych <span class="_ _c"> </span><span class="ff2 ls4">i <span class="_ _9"> </span><span class="ls0"> <span class="_ _c"> </span></span></span>klientó<span class="_ _1"></span>w<span class="ff2"> <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>zakresie </span></div><div class="t m0 x1 h2 y11eb ff1 fs0 fc1 sc0 ls0 ws0">Procedury <span class="_ _1"></span>i <span class="_ _6"></span>mec<span class="_ _1"></span>hanizmu <span class="_ _1"></span>zgłaszania <span class="_ _1"></span>naruszeń<span class="_ _1"></span><span class="ff2">. <span class="_ _6"></span>W <span class="_ _6"></span>raportowanym <span class="_ _1"></span>o<span class="_ _1"></span>kresie <span class="_ _6"></span>Grupa <span class="_ _1"></span>nie<span class="_ _1"></span> <span class="_ _1"></span></span>dokonała <span class="_ _6"></span>oce<span class="_ _1"></span>ny <span class="_ _1"></span>czy <span class="_ _6"></span>pracownicy </div><div class="t m0 x1 h2 y11ec ff1 fs0 fc1 sc0 ls0 ws0">są <span class="_ _c"> </span>świadomi <span class="_ _9"> </span>obecności <span class="_ _9"> </span>kanałów <span class="_ _c"> </span>i <span class="_ _c"> </span>mają <span class="_ _9"> </span>do <span class="_ _c"> </span>nic<span class="_ _1"></span>h <span class="_ _c"> </span>zaufanie<span class="_ _1"></span>. <span class="_ _9"> </span>Nie <span class="_ _c"> </span>były<span class="_ _1"></span> <span class="_ _c"> </span>również <span class="_ _9"> </span>prowadzone <span class="_ _c"> </span>s<span class="_ _1"></span>zkolenia <span class="_ _c"> </span>w <span class="_ _c"> </span>z<span class="_ _1"></span>akresie </div><div class="t m0 x1 h2 y11ed ff1 fs0 fc1 sc0 ls0 ws0">mechanizmu zgłaszania naruszeń.<span class="ff2"> </span>Podejmowanie tego typu działań Grupa roz<span class="_ _0"></span>waży w 2025 roku.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y11ee ff1 fs0 fc1 sc0 ls0 ws0">Procedura określa: <span class="ff2"> </span></div><div class="t m0 xa h11 y1518 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">sposób <span class="_ _c"> </span>i <span class="_ _b"> </span>formy <span class="_ _c"> </span>przekazywania <span class="_ _b"> </span>zgłoszeń <span class="_ _c"> </span>do <span class="_ _c"> </span>Spółki <span class="_ _b"> </span>przez <span class="_ _c"> </span>Sygnalistów, <span class="_ _c"> </span>w <span class="_ _c"> </span>tym <span class="_ _b"> </span>s<span class="_ _1"></span>posób <span class="_ _b"> </span>postę<span class="_ _1"></span>powania <span class="_ _b"> </span>ze </span></span></div><div class="t m0 xc h2 y14e0 ff1 fs0 fc1 sc0 ls0 ws0">zgłoszeniami anonimowymi; <span class="ff2"> </span></div><div class="t m0 xa h11 y11ef ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wewnętrzną  jed<span class="_ _0"></span>nostkę  organizacyjną <span class="_ _9"> </span>Spółki  odpowiedzialną <span class="_ _9"> </span>za  przyjmowanie <span class="_ _9"> </span>zgłosze<span class="_ _1"></span>ń <span class="_ _9"> </span>i  prowadzenie </span></span></div><div class="t m0 xc h2 yb68 ff1 fs0 fc1 sc0 ls0 ws0">rejestru zgłoszeń; <span class="ff2"> </span></div><div class="t m0 xa h11 ye62 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">osoby <span class="_ _c"> </span>w <span class="_ _9"> </span>ramach <span class="_ _c"> </span>struktury <span class="_ _9"> </span>organizacyjnej <span class="_ _9"> </span>Spółki <span class="_ _c"> </span>upoważnione <span class="_ _9"> </span>i <span class="_ _c"> </span>zobowiązane <span class="_ _9"> </span>do <span class="_ _c"> </span>prowadzenia <span class="_ _9"> </span>działań </span></span></div><div class="t m0 xc h2 y133 ff1 fs0 fc1 sc0 ls0 ws0">następczych; <span class="ff2"> </span></div><div class="t m0 xa h11 y13d3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zasady prowadzenia działań następczych; <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ye31 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">sposób i formy przekazywania zgłoszeń do Spółki <span class="_ _0"></span>przez Sygnalistów Interesariuszy; <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1209 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zasady prowadzenia działań następczych; <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y120a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">informacje o zakresie ochrony Sygnali<span class="_ _0"></span>stów;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1200 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">informacje na temat dokonywania zgłoszeń zewnętrznych.<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y803 ff1 fs0 fc5 sc0 ls0 ws0">Mechanizm zgłaszania naruszeń<span class="ff2"> </span></div><div class="t m0 x1 h2 ye17 ff1 fs0 fc1 sc0 ls0 ws0">Zgłoszenia <span class="_ _6"></span>przyjmowane <span class="_ _1"></span>są <span class="_ _6"></span>przez <span class="_ _6"></span>Biuro <span class="_ _6"></span>Prawne <span class="_ _1"></span>S<span class="_ _1"></span>półki, <span class="_ _6"></span>które <span class="_ _6"></span>prowadzi <span class="_ _1"></span>stos<span class="_ _1"></span>owny <span class="_ _1"></span>re<span class="_ _1"></span>jestr<span class="ff2 ls2">. <span class="_ _1"></span></span>Zaleca <span class="_ _6"></span>się<span class="_ _1"></span> <span class="_ _1"></span>aby <span class="_ _1"></span>zgłos<span class="_ _1"></span>zenie </div><div class="t m0 x1 h2 y33a ff1 fs0 fc1 sc0 ls0 ws0">zawierało <span class="_ _8"></span>informacje um<span class="_ _8"></span>o<span class="_ _1"></span>żliwiające <span class="_ _7"></span>je<span class="_ _1"></span>go <span class="_ _8"></span>właściwą <span class="_ _8"></span>analizę, <span class="_ _8"></span>a w <span class="_ _7"></span>szcze<span class="_ _1"></span>gólności <span class="_ _8"></span>opis <span class="_ _8"></span>naruszenia <span class="_ _8"></span>oraz <span class="_ _8"></span>jego <span class="_ _8"></span>datę<span class="_ _1"></span>. <span class="_ _8"></span>W <span class="_ _0"></span>miarę </div><div class="t m0 x1 h2 yd01 ff1 fs0 fc1 sc0 ls0 ws0">możliwości, <span class="_ _6"></span>wraz <span class="_ _a"></span>ze <span class="_ _6"></span>zgłoszenie<span class="_ _1"></span>m, <span class="_ _6"></span>należy <span class="_ _6"></span>przedstawić <span class="_ _a"></span>dowody <span class="_ _6"></span>potwierdzające <span class="_ _a"></span>okoliczności <span class="_ _6"></span>ws<span class="_ _1"></span>kazane <span class="_ _6"></span>w <span class="_ _a"></span>zgłoszeniu. </div><div class="t m0 x1 h2 y19c ff2 fs0 fc1 sc0 ls0 ws0">Biur<span class="ff1">o <span class="_ _5"> </span>Prawne <span class="_ _5"> </span>ma <span class="_ _5"> </span>obowią<span class="_ _1"></span>zek <span class="_ _5"> </span>potwierdzenia <span class="_ _5"> </span>Sygnaliście <span class="_ _b"> </span>(także <span class="_ _4"> </span>S<span class="_ _1"></span>ygnaliście <span class="_ _4"> </span>Inte<span class="_ _1"></span>resariusza) <span class="_ _5"> </span>przyjęcia <span class="_ _5"> </span>Zgłoszenia <span class="_ _5"> </span>w </span></div><div class="t m0 x1 h2 y450 ff1 fs0 fc1 sc0 ls0 ws0">terminie <span class="_ _7"></span>7 <span class="_ _8"></span>dni <span class="_ _7"></span>od<span class="_ _1"></span> <span class="_ _7"></span>dnia <span class="_ _7"></span>je<span class="_ _1"></span>go <span class="_ _7"></span>otrz<span class="_ _1"></span>ymania, <span class="_ _7"></span>chyba <span class="_ _8"></span>że <span class="_ _7"></span>ww.<span class="_ _1"></span> <span class="_ _7"></span>osoby <span class="_ _7"></span>ni<span class="_ _1"></span>e <span class="_ _7"></span>p<span class="_ _1"></span>odały <span class="_ _7"></span>adresu <span class="_ _8"></span>do <span class="_ _8"></span>kontaktu, <span class="_ _7"></span>n<span class="_ _1"></span>a <span class="_ _7"></span>który <span class="_ _7"></span>można<span class="_ _1"></span> <span class="_ _7"></span>przekazać </div><div class="t m0 x1 h2 yd03 ff1 fs0 fc1 sc0 ls0 ws0">potwierdzenie.  Wszelkie <span class="_ _9"> </span>czynności  przyp<span class="_ _0"></span>isane  Procedurą  do <span class="_ _9"> </span>Biura  Prawnego <span class="_ _9"> </span>wykonują  pracownicy <span class="_ _9"> </span>ww.  Biura </div><div class="t m0 x1 h2 y1519 ff1 fs0 fc1 sc0 ls0 ws0">oddelegowani przez Dyrektora ds. Prawnych Spółki do ich <span class="_ _0"></span>wykonania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y151a ff1 fs0 fc5 sc0 ls0 ws0">Zgłoszenia można dokonać:<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf107" class="pf w0 h0" ><div class="pc pc107 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">263<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0">1. Ustnie <span class="ff1">–</span> <span class="ff1">telefonicznie lub w trakcie bezpośredniego spotkania</span> </div><div class="t m0 xc h11 y7 ff2 fs0 fc1 sc0 ls1 ws0">1)<span class="ff5 ls0"> <span class="_ _21"> </span><span class="ff1">Zgłoszenie <span class="_ _a"></span>us<span class="_ _1"></span>tne <span class="_ _a"></span>może <span class="_ _4"></span>być <span class="_ _a"></span>d<span class="_ _1"></span>okonane <span class="_ _a"></span>telefo<span class="_ _1"></span>nicznie <span class="_ _a"></span>pod <span class="_ _a"></span>nume<span class="_ _1"></span>rem <span class="_ _a"></span>telefonu <span class="_ _4"></span>504 <span class="_ _a"></span>425<span class="_ _1"></span><span class="ff2"> </span>610. <span class="_ _4"></span>Zgłoszenie </span></span></div><div class="t m0 x2b h2 y119 ff2 fs0 fc1 sc0 ls0 ws0">ustne <span class="_ _a"></span>jest <span class="_ _6"></span><span class="ff1">każdorazowo <span class="_ _a"></span>dokumentowane <span class="_ _a"></span>w <span class="_ _a"></span>formie <span class="_ _6"></span>protokołu <span class="_ _a"></span>rozmowy, <span class="_ _a"></span>odtwarzającego <span class="_ _6"></span>jej <span class="_ _a"></span>przebieg. </span></div><div class="t m0 x2b h2 y143 ff1 fs0 fc1 sc0 ls0 ws0">Składający <span class="_ _7"></span><span class="ff2">z<span class="ff1">głoszenie <span class="_ _7"></span>ma <span class="_ _7"></span>prawo<span class="_ _1"></span> <span class="_ _7"></span>dokonać <span class="_ _7"></span>sprawdzenia, <span class="_ _7"></span>poprawienia <span class="_ _7"></span>i <span class="_ _7"></span>zatwie<span class="_ _1"></span>rdzenia <span class="_ _7"></span>protokołu <span class="_ _7"></span>rozmowy<span class="_ _1"></span><span class="ff2">. </span></span></span></div><div class="t m0 xc h11 y144 ff2 fs0 fc1 sc0 ls1 ws0">2)<span class="ff5 ls0"> <span class="_ _21"> </span><span class="ff1">Zgłoszenie <span class="_ _6"></span>ustne <span class="_ _6"></span>może <span class="_ _6"></span>być <span class="_ _6"></span>dokonane <span class="_ _6"></span>także <span class="_ _6"></span>podczas <span class="_ _6"></span>bezpośredniego <span class="_ _6"></span>spotkania <span class="_ _6"></span>z <span class="_ _6"></span>pracownikiem <span class="_ _6"></span>Biura </span></span></div><div class="t m0 x2b h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">Prawnego <span class="_ _c"> </span>Spółki, <span class="_ _c"> </span>zorganizowanego <span class="_ _c"> </span>w <span class="_ _c"> </span>terminie<span class="_ _1"></span> <span class="_ _c"> </span>14 <span class="_ _c"> </span>dni <span class="_ _c"> </span>od <span class="_ _c"> </span>dnia <span class="_ _c"> </span>otrzymania <span class="_ _c"> </span>takiego <span class="_ _c"> </span>wniosku. <span class="_ _c"> </span>Ww. </div><div class="t m0 x2b h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">spotkanie <span class="_ _5"> </span>odbyć <span class="_ _5"> </span>się <span class="_ _b"> </span>może <span class="_ _5"> </span>w <span class="_ _b"> </span>biurze <span class="_ _5"> </span>Spółki. <span class="_ _5"> </span>Wniose<span class="_ _1"></span>k <span class="_ _4"> </span>o<span class="_ _1"></span> <span class="_ _5"> </span>zorganizowanie <span class="_ _5"> </span>spo<span class="_ _1"></span>tkania<span class="_ _1"></span> <span class="_ _5"> </span>zgłaszający <span class="_ _5"> </span>może </div><div class="t m0 x2b h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">skierować <span class="_ _1"></span>pisemnie <span class="_ _6"></span>na <span class="_ _1"></span>ww. <span class="_ _1"></span>adres <span class="_ _6"></span>lub <span class="_ _1"></span>elektronicznie <span class="_ _1"></span>na <span class="_ _1"></span>adres <span class="_ _6"></span>email <span class="_ _1"></span>compliance@unimot.pl. <span class="_ _6"></span>W <span class="_ _1"></span>trakcie </div><div class="t m0 x2b h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">ww. spotka<span class="_ _0"></span>nia, <span class="_ _8"></span>z<span class="_ _1"></span>a <span class="_ _8"></span>z<span class="_ _1"></span>godą <span class="_ _8"></span>zgłaszającego, zgłoszenie je<span class="_ _0"></span>st d<span class="_ _8"></span>o<span class="_ _1"></span>kumentowane <span class="_ _8"></span>w formie <span class="_ _8"></span>protokoł<span class="_ _1"></span>u <span class="_ _8"></span>spotkania, </div><div class="t m0 x2b h2 y149 ff1 fs0 fc1 sc0 ls0 ws0">który <span class="_ _a"></span>o<span class="_ _1"></span>dtwarza <span class="_ _a"></span>jego<span class="_ _1"></span> <span class="_ _a"></span>pr<span class="_ _1"></span>zebieg. <span class="_ _a"></span>Zgłas<span class="_ _1"></span>zający <span class="_ _4"></span>może <span class="_ _4"></span>dokonać <span class="_ _4"></span>sprawdzenia, <span class="_ _4"></span>poprawienia <span class="_ _4"></span>i <span class="_ _4"> </span>z<span class="_ _1"></span>atwierdzenia </div><div class="t m0 x2b h2 y14a ff1 fs0 fc1 sc0 ls0 ws0">protokołu spotkania.<span class="ff2"> </span></div><div class="t m0 x1 h2 y326 ff2 fs0 fc1 sc0 ls0 ws0">2. Pisemnie <span class="ff1">–</span> w postaci elektronicznej lub dokumentowej  </div><div class="t m0 xc h2 y757 ff2 fs0 fc1 sc0 ls0 ws0">1)  <span class="_ _8"></span><span class="ff1">Zgłos<span class="_ _1"></span>zenia dokonywane <span class="_ _0"></span>w postaci elektronicznej można<span class="_ _0"></span> przesyłać p<span class="_ _8"></span>o<span class="_ _1"></span>cztą <span class="_ _0"></span>elektroniczną na adres <span class="_ _0"></span>e<span class="_ _1"></span><span class="ff2">-mail: </span></span></div><div class="t m0 xc h2 y758 ff2 fs0 fc1 sc0 ls0 ws0">compliance@unimot.pl.  </div><div class="t m0 xc h2 y759 ff2 fs0 fc1 sc0 ls0 ws0">2) <span class="_ _5"> </span><span class="ff1">Zgło<span class="_ _1"></span>szenia <span class="_ _5"> </span>dokonywane <span class="_ _b"> </span>w <span class="_ _5"> </span>pos<span class="_ _1"></span>taci <span class="_ _5"> </span>dokumentowej <span class="_ _b"> </span>można <span class="_ _5"> </span>pr<span class="_ _1"></span>zesłać <span class="_ _b"> </span>do <span class="_ _5"> </span>Biura <span class="_ _5"> </span>Pr<span class="_ _1"></span>awnego <span class="_ _5"> </span>Spół<span class="_ _1"></span>ki <span class="_ _5"> </span>pocztą </span></div><div class="t m0 xc h2 y75a ff1 fs0 fc1 sc0 ls0 ws0">tradycyjną na adres: Unimot S<span class="_ _0"></span>.A., ul. Aleje Jerozolimskie 142B, <span class="_ _0"></span>02<span class="ff2">-305 Warszawa (z dopiskiem na kopercie </span></div><div class="t m0 xc h2 y75b ff1 fs0 fc1 sc0 ls0 ws0">„Unimot S.A. –<span class="ff2"> </span>Biuro Prawne”. <span class="ff2"> </span></div><div class="t m0 xc h2 y75c ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc h2 yd0a ff1 fs0 fc1 sc0 ls0 ws0">Zgłoszenie <span class="_ _e"> </span>może <span class="_ _e"> </span>być <span class="_ _e"> </span>złożone<span class="_ _1"></span> <span class="_ _e"> </span>także <span class="_ _e"> </span>za <span class="_ _e"> </span>pośrednictwem <span class="_ _e"> </span>formularza <span class="_ _e"> </span>przeznaczonego <span class="_ _e"> </span>do <span class="_ _e"> </span>dokonywania </div><div class="t m0 xc h2 yf2c ff1 fs0 fc1 sc0 ls0 ws0">Zgłoszeń, <span class="_ _c"> </span>dostępnego <span class="_ _b"> </span>na <span class="_ _b"> </span>stronie <span class="_ _b"> </span>inte<span class="_ _1"></span>rnetowej <span class="_ _b"> </span>Spółki <span class="_ _b"> </span>pod <span class="_ _b"> </span>adresem <span class="_ _c"> </span>https://www.unimot.pl/o<span class="_ _1"></span><span class="ff2">-grupie/esg </span></div><div class="t m0 xc h2 y76c ff1 fs0 fc1 sc0 ls0 ws0">(zgłoszenia za pośrednictwem formularza trafiają do Biura Prawneg<span class="ff2 ls2">o). <span class="ls0"> </span></span></div><div class="t m0 xc h2 y76d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y76e ff1 fs0 fc1 sc0 ls0 ws0">Zgłoszenia <span class="_ _1"></span>mogą <span class="_ _1"></span>być <span class="_ _6"></span>anonimow<span class="_ _1"></span>e. <span class="_ _1"></span>W <span class="_ _6"></span>przypadku <span class="_ _1"></span>zgłoszenia <span class="_ _1"></span>a<span class="_ _1"></span>nonimowego <span class="_ _1"></span>nie <span class="_ _1"></span>podejmuje <span class="_ _6"></span>się <span class="_ _6"></span>jakichkolwiek </div><div class="t m0 xc h2 y76f ff1 fs0 fc1 sc0 ls0 ws0">działań <span class="_ _a"></span>zmierzających <span class="_ _a"></span>do <span class="_ _a"></span>us<span class="_ _1"></span>talenia <span class="_ _a"></span>tożsamośc<span class="_ _1"></span>i <span class="_ _a"></span>zgłaszającego, <span class="_ _a"></span>podejmuje <span class="_ _a"></span>s<span class="_ _1"></span>ię <span class="_ _a"></span>natomiast <span class="_ _a"></span>wszelkie <span class="_ _a"></span>możliwe </div><div class="t m0 xc h2 y213 ff1 fs0 fc1 sc0 ls0 ws0">działania określone w Procedurze mają<span class="_ _0"></span>ce na celu wyjaśnie<span class="_ _1"></span>nie okoliczności wskazanych w <span class="ff2">z</span>głoszeniu. <span class="ff2"> </span></div><div class="t m0 x1 h2 yf30 ff1 fs0 fc5 sc0 ls0 ws0">Działania następcze<span class="ff2"> </span></div><div class="t m0 x1 h2 y7f9 ff1 fs0 fc1 sc0 ls0 ws0">Działania <span class="_ _c"> </span>Następcze  <span class="ff2">w <span class="_ _c"> </span>UNIMOT <span class="_ _9"> </span>S.A. <span class="_ _9"> </span></span>prowadzi <span class="_ _c"> </span>komisja <span class="_ _9"> </span>w <span class="_ _9"> </span>stałym <span class="_ _9"> </span>składzie <span class="_ _c"> </span>trzyosobowym, <span class="_ _9"> </span>której <span class="_ _9"> </span>przewodniczy </div><div class="t m0 x1 h2 y7fa ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes <span class="_ _5"> </span>Zarządu <span class="_ _5"> </span>Spółki <span class="_ _5"> </span>ds<span class="_ _1"></span>. <span class="_ _5"> </span>HR. <span class="_ _b"> </span>W <span class="_ _5"> </span>skład <span class="_ _5"> </span>Komisji <span class="_ _5"> </span>wc<span class="_ _1"></span>hodzą <span class="_ _4"></span>t<span class="_ _1"></span>akże <span class="_ _4"> </span>Dyrektor<span class="_ _1"></span> <span class="_ _5"> </span>ds. <span class="_ _5"> </span>Prawnyc<span class="_ _1"></span>h <span class="_ _5"> </span>Spółki <span class="_ _5"> </span>oraz <span class="_ _5"> </span>Audytor </div><div class="t m0 x1 h2 y7fb ff1 fs0 fc1 sc0 ls0 ws0">Wewnętrzny Spółki. <span class="ff2"> </span></div><div class="t m0 x1 h2 y18d ff1 fs0 fc1 sc0 ls0 ws0">W przypadk<span class="_ _0"></span>u zgłoszenia przekazanego prz<span class="_ _0"></span>ez Sygnalistę Interesariusza d<span class="_ _0"></span>o rozpatrzenia <span class="_ _0"></span>takiej sprawy w <span class="_ _8"></span>skład Komisji </div><div class="t m0 x1 h2 y18e ff1 fs0 fc1 sc0 ls0 ws0">powoływany <span class="_ _a"></span>jest <span class="_ _a"></span>Dyrektor <span class="_ _a"></span>ds. <span class="_ _a"></span>R<span class="_ _1"></span>elacji <span class="_ _a"></span>Inwestorskich <span class="_ _a"></span>i <span class="_ _a"></span>ESG <span class="_ _a"></span>S<span class="_ _1"></span>półki. <span class="_ _a"></span>W <span class="_ _a"></span>razie <span class="_ _a"></span>uzasadnionej <span class="_ _a"></span>p<span class="_ _1"></span>otrzeby <span class="_ _6"></span>w<span class="_ _1"></span>w. <span class="_ _a"></span>członkowie </div><div class="t m0 x1 h2 y18f ff1 fs0 fc1 sc0 ls0 ws0">Komisji <span class="_ _a"></span>mogą <span class="_ _a"></span>czasow<span class="_ _1"></span>o <span class="_ _a"></span>delegować <span class="_ _a"></span>do <span class="_ _4"></span>pracy <span class="_ _a"></span>w <span class="_ _4"></span>ich <span class="_ _a"></span>zastępstwie <span class="_ _4"></span>podległych <span class="_ _a"></span>im <span class="_ _a"></span>pracow<span class="_ _1"></span>ników. <span class="_ _a"></span>W <span class="_ _a"></span>razie <span class="_ _4"></span>uzasadnionej </div><div class="t m0 x1 h2 y190 ff1 fs0 fc1 sc0 ls0 ws0">potrzeby <span class="_ _b"> </span>Komisja <span class="_ _b"> </span>może <span class="_ _b"> </span>korzy<span class="_ _1"></span>stać <span class="_ _b"> </span>w <span class="_ _b"> </span>swoich <span class="_ _c"> </span>pracach <span class="_ _5"> </span>ze<span class="_ _1"></span> <span class="_ _b"> </span>wsparcia <span class="_ _b"> </span>zewnętrznych <span class="_ _b"> </span>doradc<span class="_ _1"></span>ów <span class="_ _b"> </span>Spółki <span class="_ _b"> </span>o <span class="_ _b"> </span>spec<span class="_ _1"></span>jalności<span class="_ _0"></span> </div><div class="t m0 x1 h2 y191 ff1 fs0 fc1 sc0 ls0 ws0">niezbędnej w <span class="_ _1"></span>rozpatrywanej przez <span class="_ _1"></span>Komisję <span class="_ _1"></span>sprawie. Członkowie <span class="_ _1"></span>Komisji o<span class="_ _1"></span>raz zew<span class="_ _1"></span>nętrzni <span class="_ _1"></span>doradcy zobowiązani są <span class="_ _1"></span>do </div><div class="t m0 x1 h2 y192 ff1 fs0 fc1 sc0 ls0 ws0">zachowania w pracach Komisji należytej stara<span class="_ _0"></span>nności, bezstronności oraz unikania konfliktu interesów.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y334 ff1 fs0 fc1 sc0 ls0 ws0">Przedmiotem działań nastę<span class="_ _1"></span>pczych prowadzonych przez Komi<span class="_ _1"></span>sję jest w<span class="_ _1"></span>eryfikacja informacji zawartych w <span class="_ _1"></span>zgłoszeniu i </div><div class="t m0 x1 h2 y80e ff1 fs0 fc1 sc0 ls0 ws0">analiza <span class="_ _6"></span>objętej <span class="_ _a"></span>nim <span class="_ _a"></span>sprawy. <span class="_ _a"></span>W <span class="_ _6"></span>razie <span class="_ _a"></span>uzasadnionej <span class="_ _a"></span>potrzeby <span class="_ _6"></span>Komis<span class="_ _1"></span>ja <span class="_ _6"></span>występuje <span class="_ _a"></span>do <span class="_ _a"></span>zgłaszającego <span class="_ _6"></span>o<span class="_ _1"></span> <span class="_ _a"></span>przedstawienie </div><div class="t m0 x1 h2 y80f ff1 fs0 fc1 sc0 ls0 ws0">dodatkowych <span class="_ _17"> </span>informacji. <span class="_ _17"> </span>Działania <span class="_ _17"> </span>następcze <span class="_ _17"> </span>kończą <span class="_ _17"> </span>się <span class="_ _17"> </span>sporządzeniem <span class="_ _17"> </span>raportu <span class="_ _17"> </span>zawierającego <span class="_ _17"> </span>opis <span class="_ _17"> </span>s<span class="_ _1"></span>tanu </div><div class="t m0 x1 h2 y42 ff1 fs0 fc1 sc0 ls0 ws0">faktycznego, <span class="_ _6"></span>określającego <span class="_ _6"></span>czy <span class="_ _6"></span>stwierdzono <span class="_ _a"></span>naruszenie <span class="_ _6"></span>lub <span class="_ _1"></span>c<span class="_ _1"></span>zy <span class="_ _1"></span>is<span class="_ _1"></span>tnieje <span class="_ _6"></span>ryzyko <span class="_ _6"></span>jego <span class="_ _6"></span>zaistnienia <span class="_ _6"></span>oraz <span class="_ _6"></span>s<span class="_ _1"></span>formułowanie </div><div class="t m0 x1 h2 y425 ff1 fs0 fc1 sc0 ls0 ws0">ewentualnych <span class="_ _8"></span>rekomendacji <span class="_ _8"></span>do <span class="_ _8"></span>zastosowania <span class="_ _8"></span>niezbędnych <span class="_ _8"></span>działań <span class="_ _8"></span>naprawc<span class="_ _1"></span>zych.<span class="ff2"> <span class="_ _8"></span>Raport <span class="_ _0"></span>kierowany <span class="_ _8"></span>jest <span class="_ _8"></span>do <span class="_ _8"></span>kierownika </span></div><div class="t m0 x1 h2 yd6c ff1 fs0 fc1 sc0 ls0 ws0">komórki o<span class="_ _1"></span>rganizacyjnej Spółki, <span class="_ _1"></span>w <span class="_ _1"></span>której <span class="_ _1"></span>zaistniało <span class="_ _1"></span>naruszenie <span class="_ _1"></span>lub w<span class="_ _1"></span>ystępuje <span class="_ _1"></span>ryzyko jego <span class="_ _1"></span>pow<span class="_ _1"></span>stania oraz <span class="_ _1"></span>do <span class="_ _1"></span>zarządu </div><div class="t m0 x1 h2 y143d ff1 fs0 fc1 sc0 ls0 ws0">Spółki. <span class="_ _17"> </span>Komisja <span class="_ _17"> </span>może <span class="_ _17"> </span>rozszerzyć <span class="_ _17"> </span>listę <span class="_ _17"> </span>dystrybucyjną <span class="_ _17"> </span>adresatów <span class="_ _17"> </span>raportu, <span class="_ _17"> </span>a <span class="_ _17"> </span>w <span class="_ _17"> </span>uzasa<span class="_ _0"></span>dnionych <span class="_ _f"> </span><span class="ff2">przypadkach </span></div><div class="t m0 x1 h2 yf44 ff1 fs0 fc1 sc0 ls0 ws0">zarekomendować Zarządowi Spółki przekaza<span class="_ _0"></span>nie raportu lub podsumowania raportu do Rady Nadzorczej Spółki.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y7d8 ff1 fs0 fc1 sc0 ls0 ws0">W razie s<span class="_ _1"></span>twierdzenia w ramac<span class="_ _1"></span>h działań następczych <span class="_ _1"></span>naruszeń przepisów <span class="_ _1"></span>powszechnie obowiązującego prawa, <span class="_ _1"></span>które </div><div class="t m0 x1 h2 y7d9 ff1 fs0 fc1 sc0 ls0 ws0">wymagają <span class="_ _a"></span>zawiadomień <span class="_ _a"></span>do <span class="_ _a"></span>organów <span class="_ _a"></span>ścigania <span class="_ _a"></span>przestępstw,<span class="_ _1"></span> <span class="_ _a"></span>Komisja <span class="_ _6"></span>re<span class="_ _1"></span>komenduje <span class="_ _a"></span>Zarządowi <span class="_ _a"></span>Spółki <span class="_ _a"></span>podjęcie <span class="_ _a"></span>w <span class="_ _a"></span>tej </div><div class="t m0 x1 h2 y7da ff1 fs0 fc1 sc0 ls0 ws0">sprawie stosownych działań. <span class="ff2"> </span></div><div class="t m0 x1 h2 yeaf ff1 fs0 fc1 sc0 ls0 ws0">Komisja zobowiązana <span class="_ _1"></span>jest do <span class="_ _1"></span>przekazania Sygnaliście <span class="_ _1"></span>informacji zwrotne<span class="_ _1"></span>j w <span class="_ _1"></span>terminie <span class="_ _1"></span>nieprzekraczają<span class="_ _8"></span>c<span class="_ _1"></span>ym 3 <span class="_ _1"></span>miesięcy </div><div class="t m0 x1 h2 y1fe ff1 fs0 fc1 sc0 ls0 ws0">od <span class="_ _7"></span>dnia <span class="_ _8"></span>potwie<span class="_ _1"></span>rdzenia <span class="_ _7"></span>prz<span class="_ _1"></span>yjęcia <span class="_ _7"></span>zgło<span class="_ _1"></span>szenia <span class="_ _7"></span>lub, <span class="_ _8"></span>w <span class="_ _8"></span>przypadku b<span class="_ _0"></span>raku <span class="_ _8"></span>adresu <span class="_ _8"></span>nadawcy <span class="_ _8"></span>Zgłoszenia, <span class="_ _8"></span>3 <span class="_ _8"></span>mies<span class="_ _1"></span>ięcy <span class="_ _7"></span>o<span class="_ _1"></span>d <span class="_ _7"></span>upływu </div></div></div><div class="pi" ></div></div><div id="pf108" class="pf w0 h0" ><div class="pc pc108 w0 h0"><img class="bi x9 y83f w43 h12f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">264<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">7 <span class="_ _7"></span>dni <span class="_ _7"></span>o<span class="_ _1"></span>d <span class="_ _7"></span>dnia <span class="_ _7"></span>dokonania <span class="_ _7"></span>z<span class="_ _1"></span>głoszenia, <span class="_ _7"></span>chyba <span class="_ _7"></span>że <span class="_ _8"></span>Sygnalista <span class="_ _7"></span>nie <span class="_ _8"></span>podał <span class="_ _7"></span>adresu <span class="_ _8"></span>na <span class="_ _7"></span>który <span class="_ _7"></span>nale<span class="_ _1"></span>ży <span class="_ _7"></span>przesł<span class="_ _1"></span>ać <span class="_ _7"></span>informację <span class="_ _7"></span>zwrotną. </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">Informacja  zwrotna  obejmuje  w  szc<span class="_ _1"></span>zególności  informację  o  stwierdzeniu  lub  braku  s<span class="_ _1"></span>twierdzenia  wystąpienia </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">naruszenia <span class="_ _9"> </span>prawa <span class="_ _c"> </span>i <span class="_ _9"> </span>ewentu<span class="_ _1"></span>alnych <span class="_ _c"> </span>ś<span class="_ _1"></span>rodkach, <span class="_ _9"> </span>które <span class="_ _9"> </span>zostały <span class="_ _c"> </span>lub <span class="_ _9"> </span>zostaną  z<span class="_ _8"></span>as<span class="_ _1"></span>tosowane <span class="_ _9"> </span>w <span class="_ _c"> </span>re<span class="_ _1"></span>akcji <span class="_ _c"> </span>na <span class="_ _9"> </span>stwierdzone </div><div class="t m0 x1 h2 y1a2 ff2 fs0 fc1 sc0 ls0 ws0">naruszenie.  </div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">Zaprezentowane <span class="_ _b"> </span>powyżej <span class="_ _b"> </span>zasady <span class="_ _b"> </span>i <span class="_ _b"> </span>tryb <span class="_ _b"> </span>działań <span class="_ _b"> </span>następczych <span class="_ _b"> </span>sto<span class="_ _1"></span>sowane <span class="_ _b"> </span>są <span class="_ _b"> </span>również <span class="_ _b"> </span>do <span class="_ _5"> </span>zgłos<span class="_ _1"></span>zeń <span class="_ _b"> </span>od <span class="_ _b"> </span>Sygnalistów </div><div class="t m0 x1 h2 y145 ff2 fs0 fc1 sc0 ls0 ws0">Interesariuszy. </div><div class="t m0 x1 h2 y795 ff1 fs0 fc0 sc0 ls0 ws0">Ochrona sygnalistów<span class="ff2"> </span></div><div class="t m0 x1 h2 y11e ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie z obowiązującą Procedurą, sygnalistą Grupy UNIMOT jest: <span class="ff2"> </span></div><div class="t m0 x1 h2 y1a9 ff2 fs0 fc5 sc0 ls0 ws0">1. <span class="fc1">Os<span class="_ _1"></span>oba <span class="ff1">fizyczna, <span class="_ _1"></span>która zgłas<span class="_ _1"></span>za informację <span class="_ _1"></span>o narusze<span class="_ _1"></span>niu przepisów <span class="_ _1"></span>prawa UE, <span class="_ _1"></span>uzyskaną w<span class="_ _1"></span> kontekśc<span class="_ _1"></span>ie związanym z </span></span></div><div class="t m0 x1 h2 y102e ff1 fs0 fc1 sc0 ls0 ws0">pracą, w tym: <span class="ff2"> </span></div><div class="t m0 xc h2 y1110 ff2 fs0 fc1 sc0 ls0 ws0">1) pracownik;  </div><div class="t m0 xc h2 yf0b ff2 fs0 fc1 sc0 ls0 ws0">2) pracownik tymczasowy;  </div><div class="t m0 xc h2 y7c7 ff2 fs0 fc1 sc0 ls0 ws0">3<span class="ff1">) <span class="_ _e"> </span>oso<span class="_ _1"></span>ba <span class="_ _e"> </span>świadcząca <span class="_ _e"> </span>pracę<span class="_ _1"></span> <span class="_ _e"> </span>na <span class="_ _d"> </span>innej <span class="_ _e"> </span>podstawie <span class="_ _d"> </span>niż <span class="_ _e"> </span>stos<span class="_ _1"></span>unek <span class="_ _e"> </span>pracy, <span class="_ _e"> </span>w<span class="_ _1"></span> <span class="_ _e"> </span>tym <span class="_ _d"> </span>na <span class="_ _e"> </span>pods<span class="_ _1"></span>tawie <span class="_ _e"> </span>umowy </span></div><div class="t m0 xc h2 y7f0 ff2 fs0 fc1 sc0 ls0 ws0">cywilnoprawnej;  </div><div class="t m0 xc h2 y7f1 ff2 fs0 fc1 sc0 ls0 ws0">4<span class="ff1">) przedsiębiorca; </span> </div><div class="t m0 xc h2 y126 ff2 fs0 fc1 sc0 ls0 ws0">5) prokurent;  </div><div class="t m0 xc h2 y127 ff2 fs0 fc1 sc0 ls0 ws0">6<span class="ff1">) akcjonariusz lub wspólnik; </span> </div><div class="t m0 xc h2 y28 ff2 fs0 fc1 sc0 ls0 ws0">7<span class="ff1">) członek organu osoby prawnej lub jednostki org<span class="_ _0"></span>anizacyjnej nieposiadającej osobowości prawnej; <span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 xc h2 y128 ff2 fs0 fc1 sc0 ls0 ws0">8<span class="ff1">) osoba świadcząca pracę pod nadzorem i kierownictwem wykonawcy, podwyk<span class="_ _0"></span>onawcy lub dostawcy; <span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 xc h2 ydae ff2 fs0 fc1 sc0 ls0 ws0">9<span class="ff1">) stażysta; </span> </div><div class="t m0 xc h2 y3e9 ff2 fs0 fc1 sc0 ls1 ws0">10<span class="ls0">) wolontariusz;  </span></div><div class="t m0 xc h2 ydaf ff2 fs0 fc1 sc0 ls1 ws0">11<span class="ls0">) praktykant.  </span></div><div class="t m0 x1 h2 yf40 ff2 fs0 fc5 sc0 ls0 ws0">2<span class="ff1 fc1">. <span class="_ _7"></span>Sygnalistą <span class="_ _8"></span>jest <span class="_ _7"></span>także <span class="_ _8"></span>osoba <span class="_ _8"></span>fizyczna, <span class="_ _7"></span>któr<span class="_ _1"></span>a <span class="_ _7"></span>zgłasza <span class="_ _8"></span>informacje <span class="_ _7"></span>o <span class="_ _8"></span>naruszeniu <span class="_ _8"></span>przepisów <span class="_ _7"></span>praw<span class="_ _1"></span>a <span class="_ _7"></span>UE <span class="_ _8"></span>przed <span class="_ _7"></span>nawiązaniem </span></div><div class="t m0 x1 h2 yf41 ff1 fs0 fc1 sc0 ls0 ws0">stosunku <span class="_ _6"></span>pracy <span class="_ _a"></span>lub <span class="_ _a"></span>innego <span class="_ _a"></span>stosunku <span class="_ _a"></span>prawnego <span class="_ _a"></span>stanowiącego <span class="_ _6"></span>podstawę <span class="_ _a"></span>świadczenia <span class="_ _a"></span>pracy <span class="_ _a"></span>lub <span class="_ _a"></span>usług <span class="_ _a"></span>lub <span class="_ _a"></span>pełnienia </div><div class="t m0 x1 h2 y189 ff1 fs0 fc1 sc0 ls0 ws0">funkcji w Spółce lub na rzecz Spółki lub już po jego ustaniu. <span class="ff2"> </span></div><div class="t m0 x1 h2 y7cf ff2 fs0 fc5 sc0 ls1 ws0">3.<span class="fc1 ls0"> <span class="_ _7"></span><span class="ff1">Sygnalistą <span class="_ _7"></span>jest <span class="_ _8"></span>także <span class="_ _8"></span>osoba <span class="_ _7"></span>fi<span class="_ _1"></span>zyczna, <span class="_ _7"></span>która <span class="_ _7"></span>w <span class="_ _8"></span>kontekście <span class="_ _8"></span>związanym <span class="_ _7"></span>z <span class="_ _8"></span>pracą, <span class="_ _7"></span>zgłasza <span class="_ _7"></span>Spółc<span class="_ _1"></span>e <span class="_ _7"></span>informację <span class="_ _8"></span>o <span class="_ _8"></span>naruszeniu </span></span></div><div class="t m0 x1 h2 y10a3 ff1 fs0 fc1 sc0 ls0 ws0">przepisów UNIMOT lub informację o naruszeniu innych przepisów pra<span class="_ _0"></span>wa. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y219 ff2 fs0 fc5 sc0 ls0 ws0">4<span class="ff1 fc1">. <span class="_ _b"> </span>Sygnalistą <span class="_ _b"> </span>Intere<span class="_ _1"></span>sariusza <span class="_ _b"> </span>jest <span class="_ _c"> </span>osoba <span class="_ _5"> </span>fizyczna <span class="_ _c"> </span>lub <span class="_ _b"> </span>prawna, <span class="_ _b"> </span>którą <span class="_ _b"> </span>wiążą <span class="_ _c"> </span>ze <span class="_ _b"> </span>Spółką <span class="_ _b"> </span>s<span class="_ _1"></span>tosunki <span class="_ _b"> </span>handlowe <span class="_ _c"> </span>(w <span class="_ _b"> </span>tym </span></div><div class="t m0 x1 h2 y21a ff1 fs0 fc1 sc0 ls0 ws0">dostawcy lub <span class="_ _1"></span>odbiorcy <span class="_ _1"></span>towarów <span class="_ _1"></span>lub us<span class="_ _1"></span>ług Spółki) <span class="_ _1"></span>lub <span class="_ _1"></span>osoba <span class="_ _1"></span>fizyczna będąca <span class="_ _1"></span>przedstawiciele<span class="_ _1"></span>m społec<span class="_ _1"></span>zności lokalnej </div><div class="t m0 x1 h2 y11cf ff1 fs0 fc1 sc0 ls0 ws0">związanej z<span class="_ _1"></span> <span class="_ _1"></span>miejscem <span class="_ _1"></span>prowadzenia <span class="_ _1"></span>działalności <span class="_ _1"></span>biznesowe<span class="_ _1"></span>j Spółki, <span class="_ _1"></span>która <span class="_ _1"></span>zgłasza <span class="_ _1"></span>naruszenie <span class="_ _1"></span>przepisów <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>lub </div><div class="t m0 x1 h2 y13ca ff1 fs0 fc1 sc0 ls0 ws0">naruszenie innych przepisów prawa.<span class="ff2"> </span></div><div class="t m0 x1 h2 ye63 ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _8"></span>nie <span class="_ _8"></span>mo<span class="_ _1"></span>że <span class="_ _8"></span>podejmować wobec <span class="_ _8"></span>Sygnalisty <span class="_ _8"></span>Działań <span class="_ _0"></span>Odwe<span class="_ _1"></span>towych <span class="_ _8"></span>ani <span class="_ _8"></span>prób lub <span class="_ _8"></span>gróźb <span class="_ _8"></span>zas<span class="_ _1"></span>tosowania <span class="_ _8"></span>takich dz<span class="_ _8"></span>iałań. </div><div class="t m0 x1 h2 ybc7 ff1 fs0 fc1 sc0 ls0 ws0">Sygnalista podlega ochro<span class="_ _1"></span>nie od chwili <span class="_ _1"></span>dokonania zgłoszenia, pod <span class="_ _1"></span>warunkiem, że <span class="_ _1"></span>miał uzasadnione podstawy<span class="_ _1"></span> sądzić, </div><div class="t m0 x1 h2 yd36 ff1 fs0 fc1 sc0 ls0 ws0">że <span class="_ _4"></span>informacja <span class="_ _a"></span>będąca <span class="_ _4"></span>przedmiotem <span class="_ _4"> </span>zgłos<span class="_ _1"></span>zenia <span class="_ _a"></span>jest <span class="_ _4"></span>prawdziwa <span class="_ _4"></span>w <span class="_ _4"></span>momencie <span class="_ _4"></span>dokonywania <span class="_ _a"></span>zgłoszenia <span class="_ _4"></span>i <span class="_ _4"></span>że <span class="_ _4"></span>stanowi </div><div class="t m0 x1 h2 y10a4 ff1 fs0 fc1 sc0 ls0 ws0">informację <span class="_ _c"> </span>o <span class="_ _9"> </span>naruszeniu. <span class="_ _c"> </span>Sygnaliście, <span class="_ _9"> </span>wobec <span class="_ _c"> </span>którego <span class="_ _9"> </span>dopuszczono <span class="_ _c"> </span>się <span class="_ _c"> </span>działań <span class="_ _c"> </span>odwe<span class="_ _1"></span>towych, <span class="_ _c"> </span>przysługują <span class="_ _c"> </span>ś<span class="_ _1"></span>rodki </div><div class="t m0 x1 h2 y1028 ff1 fs0 fc1 sc0 ls0 ws0">ochrony, <span class="_ _9"> </span>w <span class="_ _c"> </span>tym <span class="_ _c"> </span>prawo <span class="_ _9"> </span>do <span class="_ _c"> </span>odszkodowania. <span class="_ _9"> </span>Ww. <span class="_ _c"> </span>śro<span class="_ _1"></span>dki <span class="_ _c"> </span>ochrony <span class="_ _9"> </span>przysługują <span class="_ _c"> </span>także <span class="_ _9"> </span><span class="ff2">w <span class="_ _9"> </span>przypadku, <span class="_ _c"> </span>gdy <span class="_ _9"> </span>pomimo </span></div><div class="t m0 x1 h2 y78c ff1 fs0 fc1 sc0 ls0 ws0">zgłoszenia <span class="_ _1"></span>anonimowego <span class="_ _6"></span>doszło <span class="_ _1"></span>do <span class="_ _1"></span>ujawnienia <span class="_ _1"></span>to<span class="_ _1"></span>żsamości <span class="_ _1"></span>Sygnalisty <span class="_ _1"></span>i <span class="_ _1"></span>doświadczył <span class="_ _1"></span>o<span class="_ _1"></span>n <span class="_ _1"></span>działań <span class="_ _1"></span>o<span class="_ _1"></span>dwetowych. <span class="_ _1"></span>Środki </div><div class="t m0 x1 h2 y1029 ff1 fs0 fc1 sc0 ls0 ws0">ochrony <span class="_ _1"></span>Sygnalisty s<span class="_ _1"></span>tosuje <span class="_ _1"></span>się odpowiednio <span class="_ _1"></span>do <span class="_ _1"></span>osoby <span class="_ _1"></span>pomagającej <span class="_ _1"></span>w <span class="_ _1"></span>dokonaniu <span class="_ _1"></span>zgłoszenia <span class="_ _1"></span>lub os<span class="_ _1"></span>oby <span class="_ _1"></span>powiązanej z<span class="_ _1"></span> </div><div class="t m0 x1 h2 y139 ff1 fs0 fc1 sc0 ls0 ws0">Sygnalistą oraz <span class="_ _1"></span>do <span class="_ _1"></span>osoby praw<span class="_ _1"></span>nej lub <span class="_ _1"></span>innej je<span class="_ _1"></span>dnostki organizacyjnej <span class="_ _1"></span>pomagającej Sy<span class="_ _1"></span>gnaliście lub z<span class="_ _1"></span> nim <span class="_ _1"></span>powiązanej, </div><div class="t m0 x1 h2 yd56 ff1 fs0 fc1 sc0 ls0 ws0">w szczególności stanowiącej własność Sygnalisty lub g<span class="_ _8"></span>o<span class="_ _1"></span> zatrudniającej.<span class="ff2 fc0"> </span></div><div class="t m0 xa hf yd8e ff2 fs1 fc7 sc0 ls0 ws0">4.2.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Zarządzanie relacjami <span class="ff2">z d<span class="_ _0"></span>ostawcami </span></span></span></div><div class="t m0 x1 h2 y151b ff2 fs0 fce sc0 ls0 ws0">Istotne zagadnienia <span class="ff1">wynikające z badania podwójnej istotności</span><span class="fc17"> </span></div></div><div class="c x1 y7ac w6c h63"><div class="t m0 xb h2 y661 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e y7ac w6d h63"><div class="t m0 x111 h2 y661 ff1 fs0 fc1 sc0 ls0 ws0">Ład korporacyjny (G)<span class="ff2"> </span></div></div><div class="c x1 y1299 w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y1299 w6d h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">G1 Postępowanie w biznesie <span class="ff2"> </span></div></div><div class="c x1 y151c w6c h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Tematy istotne </div></div><div class="c x7e y151c w6d h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie <span class="ff2">relacjami z dostawcami </span></div><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Praktyki płatnicze <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf109" class="pf w0 h0" ><div class="pc pc109 w0 h0"><img class="bi x9 y151d w9 h22c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">265<span class="ls0"> </span></div></div><div class="c x1 y12b9 w6c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y12b9 w6e hf4"><div class="t m0 xb h22d y3fc ff2 fsd fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y12b9 w6d hf4"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 ybe8 w6c h62"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e ybe8 w6d h62"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu UNIMOT S.A. <span class="ff2"> </span></div><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">ds. Finansów<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y151e ff1 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnych tematów<span class="ff2"> </span></div></div><div class="c x1 y151f w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls6 ws0">G1<span class="ls0">-2<span class="fc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y119c ff1 fs0 fc1 sc0 ls0 ws0">Silne <span class="_ _6"></span>i <span class="_ _6"></span>trwałe<span class="_ _1"></span> <span class="_ _6"></span>relacje <span class="_ _6"></span>z <span class="_ _a"></span>dostawcami <span class="_ _6"></span>pozwalają <span class="_ _6"></span>Grupie <span class="_ _6"></span>UNIM<span class="_ _1"></span>OT <span class="_ _6"></span>budować <span class="_ _6"></span>stabilność <span class="_ _a"></span>w <span class="_ _6"></span>łańcuchu<span class="_ _1"></span> <span class="_ _6"></span>dostaw <span class="_ _6"></span>i <span class="_ _6"></span>zwiększać </div><div class="t m0 x1 h2 y11c ff1 fs0 fc1 sc0 ls0 ws0">konkurencyjność. <span class="ff2"> </span></div><div class="t m0 x1 h2 y119d ff1 fs0 fc1 sc0 ls0 ws0">Kwestie <span class="_ _c"> </span>zarządzania <span class="_ _c"> </span>re<span class="_ _1"></span>lacjami <span class="_ _c"> </span>z <span class="_ _c"> </span>dostawc<span class="_ _1"></span>ami <span class="_ _c"> </span>reguluje <span class="_ _c"> </span>Kodeks  Postępowania <span class="_ _c"> </span>dla <span class="_ _c"> </span>Partnerów <span class="_ _9"> </span>Biznesowych <span class="_ _c"> </span>Grupy </div><div class="t m0 x1 h2 y205 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT. <span class="_ _a"></span>Dokument <span class="_ _4"></span><span class="ff1">wyznacza <span class="_ _a"></span>standardy <span class="_ _4"></span>postępowania <span class="_ _4"></span>dostawców <span class="_ _a"></span>Grupy <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>odniesieniu <span class="_ _a"></span>do <span class="_ _4"></span>kwestii <span class="_ _4"></span>związanych <span class="_ _a"></span>z </span></div><div class="t m0 x1 h2 y1a9 ff1 fs0 fc1 sc0 ls0 ws0">prawami <span class="_ _1"></span>czł<span class="_ _1"></span>owieka, <span class="_ _1"></span>prawami <span class="_ _a"></span>pracowniczymi, <span class="_ _1"></span>zagadnieniami <span class="_ _6"></span>ochrony <span class="_ _6"></span>środowiska <span class="_ _6"></span>i <span class="_ _6"></span>zasadami <span class="_ _6"></span>uczciwośc<span class="_ _1"></span>i <span class="_ _1"></span>w <span class="_ _6"></span>biznesie.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y102e ff2 fs0 fc1 sc0 ls0 ws0">Kodeks <span class="_ _1"></span>reguluje <span class="_ _1"></span><span class="ff1">zagadnienia <span class="_ _1"></span>z<span class="_ _1"></span>akazu <span class="_ _1"></span>pracy <span class="_ _1"></span>dzieci <span class="_ _1"></span>i <span class="_ _1"></span>pracy <span class="_ _1"></span>przymus<span class="_ _1"></span>owej, <span class="_ _1"></span>niedyskryminacji, <span class="_ _1"></span>dbałości <span class="_ _1"></span>o <span class="_ _1"></span>BHP, <span class="_ _a"></span></span>prawa <span class="_ _1"></span>do </div><div class="t m0 x1 h2 yf0a ff1 fs0 fc1 sc0 ls0 ws0">zrzeszania <span class="_ _0"></span>się. Zawiera <span class="_ _8"></span>również informacje doty<span class="_ _0"></span>czące przeciwdziałania <span class="_ _8"></span>korupcji, uczciwości w <span class="_ _8"></span>działalności hand<span class="_ _0"></span>lowej<span class="_ _1"></span><span class="ff2">, </span></div><div class="t m0 x1 h2 y7dd ff1 fs0 fc1 sc0 ls0 ws0">ochrony <span class="_ _7"></span>danych <span class="_ _8"></span>osobowych <span class="_ _8"></span>i <span class="_ _8"></span>bezpieczeństwa <span class="_ _7"></span>informacji.<span class="_ _1"></span><span class="ff2"> <span class="_ _7"></span><span class="ff1">Is<span class="_ _1"></span>totnymi <span class="_ _7"></span>elementami <span class="_ _8"></span>Kodeksu <span class="_ _7"></span>s<span class="_ _1"></span>ą <span class="_ _7"></span>pr<span class="_ _1"></span><span class="ff2">zepisy <span class="_ _7"></span>antymonopolowe </span></span></span></div><div class="t m0 x1 h2 y123 ff1 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _9"> </span>dotyczące <span class="_ _9"> </span>przestrzegania  międ<span class="_ _0"></span>zynarodowych <span class="_ _9"> </span>sankcji<span class="_ _1"></span>. <span class="_ _9"> </span>Zgodnie <span class="_ _9"> </span>z  powyż<span class="_ _0"></span>szym  <span class="ff2">Grupa <span class="_ _9"> </span>UNIMOT <span class="_ _9"> </span>oczekuje <span class="_ _9"> </span>od </span></div><div class="t m0 x1 h2 y1064 ff2 fs0 fc1 sc0 ls0 ws0">p<span class="ff1">artnerów </span>b<span class="ff1">izneso<span class="_ _1"></span>wych unikania s<span class="_ _1"></span>tosowania suro<span class="_ _1"></span>wców, produktów <span class="_ _1"></span>i m<span class="_ _1"></span>ateriałów z <span class="_ _1"></span>obszarów <span class="_ _1"></span>objętych <span class="_ _1"></span>sankcjami, tj. </span></div><div class="t m0 x1 h2 y1065 ff1 fs0 fc1 sc0 ls0 ws0">przestrzegania <span class="_ _8"></span>międzynarodowych <span class="_ _0"></span>sankcji <span class="_ _8"></span>nałożonych na <span class="_ _7"></span>kraje, p<span class="_ _0"></span>rzedsiębiorców <span class="_ _0"></span>lub <span class="_ _8"></span>osoby <span class="_ _8"></span>fizyczne, <span class="_ _8"></span>i nieprowad<span class="_ _0"></span>zenia </div><div class="t m0 x1 h2 y7de ff1 fs0 fc1 sc0 ls0 ws0">jakiejkolwiek działalności gospodarczej łamiącej międzynarodowe restrykcje.<span class="ff2"> </span></div><div class="t m0 x1 h2 y127 ff1 fs0 fc1 sc0 ls0 ws0">Proces wdrożenia Kode<span class="_ _1"></span>ksu dla Partnerów <span class="_ _1"></span>Biznesowych Spółek z Gru<span class="_ _1"></span>py UNIMOT <span class="_ _1"></span>rozpoczął s<span class="_ _1"></span>ię pod <span class="_ _1"></span>koniec 2022 roku<span class="_ _1"></span> </div><div class="t m0 x1 h2 y28 ff1 fs0 fc1 sc0 ls0 ws0">i trwa dotychczas. Dzia<span class="_ _0"></span>łania i wyniki tych działań zostały zaprezentowane w części 3.2. nini<span class="_ _8"></span>e<span class="_ _1"></span>jszego Sprawozdania<span class="_ _8"></span>,<span class="_ _1"></span> w </div><div class="t m0 x1 h2 y128 ff2 fs0 fc1 sc0 ls0 ws0">ramach ujawnienia S2-4.  </div><div class="t m0 x1 h2 yb4b ff1 fs0 fc1 sc0 ls0 ws0">Zarządzanie <span class="_ _4"></span>łańcuchem <span class="_ _5"> </span>dostaw <span class="_ _4"></span>Grupy <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>w <span class="_ _4"></span>2024 <span class="_ _5"> </span>roku <span class="_ _4"> </span>nie <span class="_ _5"> </span>obejmowało <span class="_ _4"> </span>audytów <span class="_ _5"> </span>i <span class="_ _4"></span>syste<span class="_ _1"></span>mu <span class="_ _4"></span>ocen <span class="_ _4"></span>łańcucha </div><div class="t m0 x1 h2 y102b ff2 fs0 fc1 sc0 ls0 ws0">dostaw. <span class="_ _6"></span><span class="ff1">W <span class="_ _a"></span>Kodeksie <span class="_ _6"></span>nie <span class="_ _a"></span>sprecyzowano <span class="_ _1"></span>ró<span class="_ _1"></span>wnież <span class="_ _6"></span>sankcji <span class="_ _6"></span>za <span class="_ _a"></span>nieprzestrzeganie <span class="_ _6"></span>zawartych <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>nim <span class="_ _a"></span>zasad. <span class="_ _a"></span>Szczegóło<span class="_ _1"></span>wy </span></div><div class="t m0 x1 h2 yf3f ff2 fs0 fc1 sc0 ls0 ws0">opis <span class="ff1">planowanych działań w tym zakresie został zaprezentowany <span class="_ _8"></span>w<span class="_ _1"></span> części 3.2.<span class="_ _1"></span><span class="ff2">  </span></span></div><div class="t m0 x1 h2 y7cc ff1 fs0 fc5 sc0 ls0 ws0">Procedura Weryfikacji Kontrahentów Grupy <span class="ff2">UNIMOT </span></div><div class="t m0 x1 h2 y216 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>częś<span class="_ _1"></span>ci <span class="_ _1"></span>Spółek <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIM<span class="_ _1"></span>OT <span class="_ _1"></span>w <span class="_ _1"></span>2024 <span class="_ _6"></span>roku <span class="_ _6"></span>obowiązywała <span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _1"></span>była <span class="_ _1"></span>stos<span class="_ _1"></span>owana <span class="_ _1"></span>Procedura <span class="_ _6"></span>Weryfikacji <span class="_ _1"></span>Kontrahentów </div><div class="t m0 x1 h2 y12c ff1 fs0 fc1 sc0 ls0 ws0">wraz <span class="_ _6"></span>z <span class="_ _6"></span>narzędziami <span class="_ _6"></span>w<span class="_ _1"></span>spomagającymi <span class="_ _1"></span>działania <span class="_ _6"></span>we<span class="_ _1"></span>ryfikacyjne. <span class="_ _6"></span>Procedura <span class="_ _6"></span>ma <span class="_ _a"></span>na <span class="_ _1"></span>c<span class="_ _1"></span>elu <span class="_ _6"></span>mitygację <span class="_ _6"></span>ryzyk <span class="_ _6"></span>związanych <span class="_ _a"></span>z </div><div class="t m0 x1 h2 y217 ff1 fs0 fc1 sc0 ls0 ws0">podjęciem <span class="_ _b"> </span>współpracy <span class="_ _b"> </span>z <span class="_ _b"> </span>kont<span class="_ _1"></span>rahentem <span class="_ _b"> </span>nie <span class="_ _b"> </span>s<span class="_ _1"></span>pełniającym <span class="_ _b"> </span>wewnętrznych <span class="_ _b"> </span>standardów <span class="_ _b"> </span>Grupy. <span class="_ _b"> </span>Proce<span class="_ _1"></span>durą <span class="_ _5"> </span>objęci <span class="_ _b"> </span>s<span class="_ _1"></span>ą </div><div class="t m0 x1 h2 y218 ff2 fs0 fc1 sc0 ls0 ws0">wszyscy  kontrahenci <span class="_ _e"> </span>zagraniczni.  Zakres  w<span class="_ _1"></span>eryfikacji  jest  stale  uaktualniany  z  uw<span class="_ _1"></span>agi  na <span class="_ _e"> </span>zmiany  w  otoczeniu </div><div class="t m0 x1 h2 y219 ff1 fs0 fc1 sc0 ls0 ws0">biznesowym i sytuacją geopolityczną. <span class="ff2"> </span></div><div class="t m0 x1 h2 ybde ff1 fs0 fc1 sc0 ls0 ws0">W procesie weryfikacji szczególną uwagę Grupa przy<span class="_ _0"></span>wiązuje do oceny zgodności z przepisami sankcyjnymi.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y800 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>ramach <span class="_ _5"> </span>poszerzania <span class="_ _4"></span>świado<span class="_ _1"></span>mości <span class="_ _4"></span>pracowników <span class="_ _4"> </span>i <span class="_ _5"> </span>współpracowników <span class="_ _5"> </span>organizowane <span class="_ _4"></span>są <span class="_ _5"> </span>grupowe <span class="_ _4"> </span>i <span class="_ _5"> </span>indywidualne </div><div class="t m0 x1 h2 y1f2 ff1 fs0 fc1 sc0 ls0 ws0">szkolenia <span class="_ _b"> </span>dostosowane <span class="_ _b"> </span>do <span class="_ _b"> </span>aktualnych <span class="_ _b"> </span>potrzeb. <span class="_ _b"> </span>Szkolenia <span class="_ _b"> </span>grupowe<span class="_ _1"></span>, <span class="_ _b"> </span>obejmujące <span class="_ _5"> </span>w<span class="_ _1"></span>szystkie <span class="_ _b"> </span>Spółki <span class="_ _5"> </span>które<span class="_ _1"></span> <span class="_ _b"> </span>wdrożyły </div><div class="t m0 x1 h2 y363 ff1 fs0 fc1 sc0 ls0 ws0">ujednolicony <span class="_ _7"></span>syste<span class="_ _1"></span>m <span class="_ _7"></span>weryfikacji <span class="_ _7"></span>realizowane <span class="_ _8"></span>są<span class="ff2"> <span class="_ _8"></span><span class="ff1">po <span class="_ _8"></span>każdej <span class="_ _7"></span>a<span class="_ _1"></span>ktualizacji <span class="_ _7"></span>Procedury. <span class="_ _8"></span>Szkolenia <span class="_ _7"></span>in<span class="_ _1"></span>dywidualne <span class="_ _7"></span>oraz <span class="_ _8"></span>doraźne </span></span></div><div class="t m0 x1 h2 y423 ff1 fs0 fc1 sc0 ls0 ws0">organizowane <span class="_ _b"> </span>są <span class="_ _b"> </span>na<span class="_ _1"></span> <span class="_ _b"> </span>bieżąco <span class="_ _c"> </span>po <span class="_ _b"> </span>bezpośrednich <span class="_ _c"> </span>ustaleniach <span class="_ _b"> </span>z <span class="_ _c"> </span>konkretnymi <span class="_ _b"> </span>osobami. <span class="_ _b"> </span>S<span class="_ _1"></span>zkolenia <span class="_ _b"> </span>o<span class="_ _1"></span>rganizowane <span class="_ _b"> </span>są </div><div class="t m0 x1 h2 y3f ff1 fs0 fc1 sc0 ls0 ws0">zarówno w formie online, jak i bezpośrednio w Częstochowie lub<span class="_ _0"></span> Warszawie. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y196 ff1 fs0 fc5 sc0 ls0 ws0">Najważniejsze działania w 2024 roku: <span class="ff2"> </span></div><div class="t m0 xa h11 y425 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">w <span class="_ _c"> </span>grudniu <span class="_ _b"> </span>2024<span class="_ _1"></span> <span class="_ _c"> </span>został <span class="_ _b"> </span>w<span class="_ _1"></span>ydany <span class="_ _b"> </span>s<span class="_ _1"></span>tandard <span class="_ _b"> </span>w<span class="_ _1"></span>eryfikacji <span class="_ _b"> </span>kontr<span class="_ _1"></span>ahentów, <span class="_ _c"> </span>który <span class="_ _b"> </span>po<span class="_ _1"></span>zwoli <span class="_ _c"> </span>dostosować <span class="_ _c"> </span>procesy </span></span></div><div class="t m0 xc h2 yd6c ff1 fs0 fc1 sc0 ls0 ws0">działające we wszystkich Spółkach do wymagań korporacyjnych; <span class="ff2"> </span></div><div class="t m0 xa h11 yf43 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">modyfikacja procedury; </span></span></div><div class="t m0 xa h11 yf44 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wdrożenie <span class="_ _a"></span>nowych <span class="_ _a"></span>narzędzi <span class="_ _a"></span>weryfikacyjnych <span class="_ _a"></span>pozwalających <span class="_ _4"></span>zwiększyć <span class="_ _a"></span>bezpieczeństwo <span class="_ _a"></span>prze<span class="_ _1"></span>prowadzanych<span class="_ _8"></span> </span></span></div><div class="t m0 xc h2 yf36 ff2 fs0 fc1 sc0 ls0 ws0">transakcji; </div><div class="t m0 xa h11 yf37 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">modyfikacja stosowanej metodyki. </span></span></div><div class="t m0 x1 h2 y7da ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>2024 <span class="_ _1"></span>roku <span class="_ _1"></span>odbyły <span class="_ _1"></span>się<span class="_ _1"></span> <span class="_ _1"></span>szkoleniach <span class="_ _1"></span>z <span class="_ _1"></span>Procedury <span class="_ _1"></span>Weryfikacji <span class="_ _1"></span>Kontrahentó<span class="_ _1"></span>w <span class="_ _1"></span>(Know <span class="_ _1"></span>Your <span class="_ _1"></span>Customer <span class="_ _a"></span><span class="ff2">- <span class="_ _1"></span>KYC) <span class="_ _1"></span>zgodnie <span class="_ _1"></span>z </span></div><div class="t m0 x1 h2 y380 ff2 fs0 fc1 sc0 ls0 ws0">harmonogramem: </div><div class="t m0 xa h11 y1fe ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">2024.12.23 <span class="ff1">–</span> 3 osoby </span></span></div></div></div><div class="pi" ></div></div><div id="pf10a" class="pf w0 h0" ><div class="pc pc10a w0 h0"><img class="bi x9 y770 w9 h22a" alt="" 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o4ee1izQNzOwDKLhDagVtcaB6D148nn/+htyXhJ/HLRb510J8aTOZcUOSwSJhliASL0AQcotQgNHnrk3v/4lpnx0rmLK/yx67/46l/Xux+gWAU2EKbLuhV4FYxv3HDknCegDSmqN+pBBq0WrlgfrahbSfA+m+5Rmu5MWstYdUI2MxfZJfZKrmpjUmMnUVHVwXlyGbHvN4HGpRoNzYZVLZDZhdX2db//vx04eoqlAEE1ek9mqNqmbOsEisSBfIALyKNh0PcxATQNlKRANLSJGuXauDEZjWMyrwSDiDiDgeXIiQU138RsZcJwc6OGm5QlKlbG8c/f+1EwFGzgtQ2MBOfw6LFTt99999K4lHwQ1Y/KAOkF89F4eVLF6SH7+oEjIx5X6d1/8cnX/vyv77ztgUntyhZtcuABu6HRIMa8qqU33Lw8jqOaJ0E+9qkvvvq1v/GpT9+hgDEmbeO885lXk8kkwHois5qcGdSQ4BJcQNZSFpAF+AQXp3XzlkfLk+UJmVqWzIVkSvAeJFgrf/97ukTb6XQ6nSePgbZtIYgaW6xivHrs4YcKRFibULuCSklLPS57Mk6tCLHGrei748tx98Gi4c2RZhok9KPLr/mhH1qYVDn3+pCsTllITtUn5BHZqdV07+5ojXpCUqcAoRXNiO76s/eew7nnkNqQNJlZBs6NkTCc25CftaMBMvTUAAMtl0d37d5Q03xL1JZ5MtekLJgzHpX18IwzNm85C65oRQAeYrB88NHqyAkX0qDoE1FUBejEgB6cpT3DcKqvp/p6KkuZCD9whE+stNAERNXuxHgy1KYBLABjoCGowQP9EPDg/nve/Me9+/bPalpfh3Ma9Pce2v32d6NNXlsw4BBJIyKB8XemYJgByDLxWRHUlIRdHoMlI3Ge6IluVhvgeVKWPs+SJQiTUH+mF2MjjOGMByUAoVWf9YkzgiPJiPI2YnZuo89mvvyVm2qd9l9ogciClJrZuSHYQGRsxmRELpPVUek9FADDyMhRsuQyUSR2Aqa8N2TxKcE5ZmICjUZl5guDI86aSNFkMJwbTVpxfZD/4vU3VjUmTTCgamoQYlQF7t59TzQlIYORUF4UBoUYCT/08IPGsKRQ1bZVm66e0v/xlv/y+t9/Y91qWYVkrigGqmaGyWSiGlOKPpPRaLR58xntapngm0gLi5Pf/l9ef889x0VY2ANomkaEBoMeGcrxKlEcDr3zCKluYqtQY1Ih8S5oAJsvmL4OREZEeZGnBFW0bQRARF2i7XQ6nc63kgCUS3Im2pwRsgPv+tiOxXp9226M6ZyRXbBsRXAnmJbJs+9pox5EsCF0/eHV8Ye+5EaEBgaXKMNVV25+1pWrjgsu8sisTuEUnAV3Ro27P/xXrp6UaMCE2qJgDOZjC/GWezfWTUNjci4615ILFaiUIINDRNue81xo0Qd6CiSc+uruwb5T52svr8rNfg5R59wwDx4xk81nNJdfmskQJQZRNhlvmtTjmx44c1XnInoBvZYGrfQggXqreR5930UJKbaeZtv4rOMIn79no7p+SP3uvfVJXh4JIE4hSQGMOCm3cWWh3XX/za/9n1c/+vlzAwar7YxinWJbm8IXvvbgb7yeHz2S0mQV45rNBeunoE+QT6elBKTgBCFby5Uw/sY984+PwgEUgGRrhQjTe/HJphv/0QKAyXS/vpEZWSLLi35ZxdVx+573fTwlWGrYcZNatZgVrgnltNgASEACtaBWORgBFEEJpKAESkZpehcej29xZdPYJiLZ6nhsoMRGnoyQEop8oEpmbnl5snv3g7n3ZhARQFkoArfdfrfzPi+KkFrO0KQazsRxtFiW1cootaGCEMQRubK2D3zoUx/44CeXFhvvh1HJDNV4tG5u1lI1N+NTWCmyRqvFQY8PHXpkfsvWWNugv6EOcmqx/Pl//2sP7TvqHLcpEZGjVE8W+0UcFNHJuG1OJF0mVHkOo+gcA9q0VZYL0DbN2HPlqHJSO2qFg1DQ2GhUZmRe1JTwBIm2q6PtdDqdzpPXT9oyarJeYhxavue9H3tqHWvAQIGE2LWUBS4mrc6SRwiNwxKFYBwno10f/qvrfvD7x7N5AdLM4xlPfcorXnzT7tsGlZBJlaERgkkvyEzAvZ//0rm33F5c90I4QokIEBDvO8gPHGStqrwNPDN2QSQfitfWLczMPTCXXfncZ5ac9UHJIBlOfnXXuibNgBN0nGMEKpiUfJn1D2TZpS964bSaMAp6ACZp9QtfmwupJa09InNgKZPzbT7fNrOwLDaLFqiwHLxe6fD1X93+Yy8qUzQ/6Appn4RARBGOMANuoDU1WVujDbf92u+t27nn7Nm50cqpzPIGqbQ2Y1535OjJd3/4xNbNm3/91UVONXwa1zPDuSTp8Qu/0/VUgJVNGWrGUAbMjKDT29en20hNHwQGrdV0JoJjkK51lSIQDEpQNgDTiukEijAy06ZN4tzcYNNdd+39wIdu+IVXPD+l1kvWQsaT8bA/mFQKSmzTstFEMCOyx5pYre2vNIapEZMBZhRBpzdOmRDYoo1XJ+BcLXAmaiG2cVAM2rL2nLXNZOfOu6955gVJLXfeAGIS4MYv3SpcqE3bl4WkKfMEMlMKrVWlZusd2JomeXZO3Dv+7IMnj08Gg01EeUqNiDlqF44fnJ0ZvPD5l196ycVLS0tfuuHLjzx6ZNumTUtLY+f79bid7c0srZ7gYwuf+Pj1P/fvfnzYl0svuuBP/vAP6oZAfVPnpM7zMCrtv/7pe/bsfVSoNypHRJQ7gjYbN8z/8i/9wvr5GQAEJTM2A6WN62d7OT/Ws4upS7SdTqfT+daqgUJbEacmX7uzPXxqLHpoiCiSxCtLinLm/PZmYaUYV944Ik7QkvhBDIsP7cPKUjm3dT0gRPBWXHmpzfbT8smBoTZSAhvlkXqmm+pw5Iabnnrd88AJmRBQQMu9x+ajBAR4nolURfUsfXNZy5OEzZddio3remBqAQI8st0PbgVxudIHL5arLpcwaXooWs1W6rDtgguRoXZYZVuP6DQuPHqw7+ISpXGhCZJAapw2rPdHjvdhJpycmdPWxaTN4pFHtjelm+lV0G6Z9kkQQkhwDkjRUjWXKcbVoT96W7r/4e2uKJdP1dSWyBrmFkmAWWYJ7cEPfGTz867InnMVYp3Nz6Ey84+Ls1AyM5puelIjNZizxEYJykiPLdKuJVqyabYUAxvBmI0xXdCFwdgMoGnHZLDRWvBCAkGcqCkR1XWMLf3Z29/z0uedv/2s7QrAoImIhGyaxQxm05y61sMKAmNA2ZjW/sbpA4kiI7GdzrpAW9WqylC1FsRmsJigBjMh9j57eO8jj/38DJhp0/LRw0uapG2Ty/KkgabpPCmREFGKnNA4CIjAuG3XwQf3HCiKecA1TcumKVUb52ePHDn0+tf97k/+5Et6BZrG9u37Vz//8796bKEa9LKm0dneXBXG69ZvqpvVG7/ytV/71R8HMDc39/3f/0I5XQyiGp24MuD9H/xoVY5MzJGLMXGWCbiX5T/+8u8dFmu/PzpdS0AGJqRkzGZmT7RE273kOp1Op/MP0aRkqJHcanXvn3/8nGWaaTgQK7wPUtSiyM54yYt3POuq1jnAksSxb+DD5rra8eip0U03e4TZGlmESsDFZ57xtKcmazIYmyWCArnCI5ytdOpvvkzHTiW26eiF3iilr9zTC6kVNtJ1jfai+Yi8pAxsg9nnvPIVdb+gEDFpEctHD+8Z37N7WJaCEhJGViIjRupDXKKnXnL54ILzLdUqMaKhyfLqpz47c+hEPzbKgSwVSfMEAtJLr81m5xy4Igt9jmiWeXyiKJcOPIidtw9CLQjdefEkcIQEJELIqHDQe/fe/lO/dOAdH9hc142WY26Q+cN5Ps5yL96rIkx8GBcHDt76629cfOv7sxWtNS0WON3k4HRCpYRpFwVKhpRI2RJbEItsiS2SnW7ZtfZYW9GVJKTTh4d5aIa1aWSs8GSAgc2IWlBD1Bgq7wlAVTa93vy+vcfe9Ka3LiysxgQz9PPZqgxkjlVYmQ2sRMYGD2CtS5USVMiYzbGKTD8TAYiE07UPihPHjmbizBKoFR+Ek4ciRccc2tY7d+cddywsVtMoGDUp7H3v+lo55tg4Rk4QM2OBqapCqBcbt7rUtLFWwBfZpExvfONbyopNs9iysCt6uXdWr576n37pta/4t99TuOAQcynPP2fuDa//1cny8Wa8xElDHdlno0kNyAN79j2yf5GBXCDWkjaMhqwmqzWUhTOLbe7YEfWLgXfeoua+CFUzyODReASP6EzFVMw0KgFMRoAmBbo62k6n0+l8a4UQWFdR8qHjo6/ce8FEzmrpzJGcv8IXjPj8MXPu8bLr3Pddc3iDO5qFxVkszWE8UOJmQxOO3H2noULCxMXlzGGW+1eePy54LLqSY7lnKz2MPRrEfFL6gyfHBw7HaaYgoKXq3n1lXKV+rprGVtcF1z0/IU1Ff3jxuf1nP31RJHjAp0lY+ODNn5zYZMSVGw5P+GZllk5mse3nsZ8vO3v6i79H1w0pol+X8wiyONr9zg88pWo3pLS+SRsr3TJOWxvdGKE/8JzeuvUAt1DnpEgpFyMJ7tAxfH4nji7l3c6wJyfCCaJglRKQ7vqTP9Ob7j57HCU0ExdSntUxLM8PS2ZJKIxINB/KvCW556Gdb3zr0qdvgMgCr2U/PD4DTqdfwaZVr4w0fRASvqGW1oBpfcFahYEYkwmZgznY2vCF6YLy2t8AIxghEoVePwuxbdt2OJwpJ0FV3vXn73twz2ERCKNtdVAMASYIgdiIQZh+568jgmMVUhYTMmET0PTK7vQTBE6ePOmcM1Ni9Zl5T947geXO11WVYtq3d9+xo8em3zCZwvC2//YuQV+T6/fnU7RMHKmZAiZCWV3r0sIky/24mQDYt//kLbfc5l3PSSGSadJqMo6xPufsM3/nN3+xl0vuwKhhk36B77rm8qdfdsHcsM+g3LmQ1GVZWbVlWd9449fMAIOIMTUpLiMtOwmkiWFtVWqKmffleNzzBYOQICShBaNh1IyGKRApkRFiCjG0NWDe+ye+IupeQZ1Op9N58ub7lvyFcAu33rrdxobJQs89OvTHMh5jUuJUOzeDS6/ES3/wuPeXFFu2L0cucdTLoUE+QjO+8+719ejhAURlfdPHJHdXftfDw8FCvyicnDeiK06hn88cyErO6jNLG+88mgfXCkpusXS37r3pXEi/oSatWx302iZuG+sWTUdcs+WVL44b53vorSILGQ0O2nWv//T25eXzo9jYTuWzG5r12xdw7nCwWD56YJvr/bt/kzBjUctiiAR88Y78rodLxw/3XDC/TTaNzQ720rFBmDn7Annxd9/Wz1eyXhYELCPRmUavquTQ+z6DZDVHIKJRNEBCMItQQ4C2iECCdYn3iZQeKJCrRizGPXfwRz/1jPF40CyxLnvRMkvjwlDvGdCJksIB5dqd1Y7POFxs3j8/tKDluz5ePPTwFoxHqBYR2kRIrkU+hlCLojSGlp5I84kVDQ8CFxHeTldk0lr25a83+idNnFRCdI1xo1KDGwIcIAiJkdxYbahp1uANrp4UpLO9IS3Xj7giZcWG4ZaLPvTJz48iApD1w6Q6QQhkgImBDTCCkioAjiYtWBUxMRs5FTJpkkwozZoVRoAAPppDCxmVlrSX83y5HNuQtKdL8cRIl4qZdUurmdr2j338emY1TLz4QwdW95YL4yxa3o4mxzIXWAzOB/aTZEliLwsH9t8J6zsaKvDQ/vvXb9vQUrtSr8Bp0DicmRfu/cjLX0SiLhMzbhs4mTMbZNng2u/+vlFbtVIHX3tqtW0GvYFY/plPX0+PJU3Knd/EfqvpOs5nEiXfy51sbOvCZ2qyYNTE1hMz5QBmgRlgAOSAA9j5TLzLiz6Rm36kS7SdTqfT+ZZiZEKIunLXXU0zCWhSbLPp7UHXC9LfePY5EMbczLptW0eTshdkY/RzpQ6btMlcc/9+PHiEAKcEI+TF5oufmp+5lZXcSpOaOGabVKMeZVVbpxQnD3JzhQAAACAASURBVDyIAGEUGg9cf2OMISGpJiZwaAa9fKVeNeTZhk2br7mqcY6S5oByWvzER93iChkpkMhEjQAPGY9KksG2Sy9k55wIzfbNEtp258f/mmCWAqVAXsbVxHGessLO2LL5jB3rnnFFb916r8y1WasgaiwFYP/ikf1//TGnEQAcQ6AAgb6+Cki6Ns++8/f0ASXcX5/IGtz1e28/ayUdiKOD82iLvAiYbWhjzM6vB2rF8dneylM21C+6kl738svf8iv/+v983Q/80e+ue+m1y6eOOK2L1ObTxlnp9Dl6eucXGVjtW/qsv/67dM4xS9s0Tlgcysm4LOvPf+6Lhw+dNKCu2qI3PJ27/kHXNDGGafsqVWVmgAjkvWcmEfHep6Sf+fTnVstSQTHZrl13aggxBCfSKwrVFGM0S4AxsxmMMB5PzMx7MeDIkeOLi4vEaxGRmVNKqnrFFVf0egwQ0fQLjQjEuPTSi/Pcs7BaBNH0j2KKKysrdf3t/F9Rp9PpdDpPVuXgoBiVh27d5SSwU7W2ALFS7XsLvd78ZRejn2NYzF90/mIKGbLNjds0wbqIuRBnDp/Ae/56HpBkCBFm/twdO77n2YCcgX5mvNKzSZr0yFy/p6FZuv1uTCYUG7+y+sCHPm0pTpCSBYIWsfVQg1+Bzl12Gc49J3K/D+lBfTW5+YMfmFta9spjoHbmFWwoVNoqrhb5hudciV4PhMpBVP3DR/beehtb8KSZqhJaUC+fWYFsvO65xWAOVz1NdmwjlaIlT5mZKdJEtPVx5yc/JcujmKKSmqz1ZOBpiJnmqS7R/o+1KWzvbxgeW9Sv3DcTIT5X50umVYGSX9dQv5lrZs8468Xff+1/f8d5P/XyR07uecfb/vM7/+Nvffj1v/2F979j+Qtf6T+82kviQiNCUMSgBoZMu71Opw58axLtN+YnNqCqKrN0+eVP6/UystQrstmZdQcOHnnDG94SIzZt3D6ZBGB6VfUPe9FVJTMzc9LknDOFtpaJZ7Jp2HXsdt+756EHDwCZiHztljtSSqYqBCYIA5oIajDn2cyI+cSJk8zMBAKOH1+qqsqJiMg00apqr9c777xzAKhOhxSrTAcOm11xxdO9FyYzS9NkDyDFdPLkyWPHlrtE2+l0Op1/AmoCt6G54Ws4dMhRW0sJDkVSTrQEOp7n2SUXpJ6rXKQrLzo5yFuIJHKRSGmC1c1O7n7vX7pDR7lpYapMtePzX/6v6jzPrfCK0ikLOETLuU1j/8ghu283pzI88FB+18PCNCqQoLBI1HBZ9YfzR53X657bsE/wUOOqXH7gPjt4cH1bucRLPaod8mSscGClfGF+uO6aZ8AopjiyVMA98sVdZ7mehtJiVSA1Kbq8D8vGrph72UsaZ3jq5vkXXh18nplnFYH4hFbrzYXv3fuw7npAiBNQEyAgAGk6O0CNVOlbvEj4/xulpCISfeqrfv+pR2Qyctjc0IZTkdU1w+HIuVKK+666ascf/u9L3/3Cm9/ytjte89v40Jeft3f5RUfDVcerrQ8dOfGW9x75F6+Z3HJvnxzFBEHuOMGUCQIy8PRm/7eGnR5ctfbPpImI1s3P/MgPv6yarCLVVR3zbOYzn7rhKzfeFlIWw3RygRmpkRo9ySub5eXVtaCZ1DnnWGC0aePGHWeeIaxe2IzyYuamm243ZDFh5657HJMX1hRDU5579lkspqowFRFTJZKjx46ZWtMmAJPJRESSqoiklMxMVefm5mZnZ5PCrbUtUGBty93sbOacqCUiwExEVBWE0Wi0urraJdpOp9Pp/BOQAFkd3/++j86tTojriibEMYvqXTYht9rvz1x60YixXMjg0vNObuovsTSginUlS8ukTapoZfHet7+PAPQ5iqvA/umXzlx6cdBQIDOb9pDXUdPkoNmFpb0f/yuUq0tfueWcpcDQsjBlCLRGPWM0qtvy7DPXPf+7GspzgImI9OT1XzkzpQylEK/m1DjNkzoDQRrf95dduO6KS0DCzI4YdUpf2jVYLfue2UJmZoTabFzXg83b8cxnjDzXs+6MFz8v9gsCW9BMXaHkTQer46cem5TX76SqJqYaiJiOwpru7bEEU2i3RPuE+jA8cuq233vr8uEj+syzV71mcMG5nPKNJ4ONwvK/fu4VOz/KL39J8ZQzaufnR3bJYnnZYpxrl+bjZG4y2jGqBgcfOfiXf402kRmmG7iAAIIQAWzG36Iq5seW2qfB1AhFrwdKp04ee+3P/vTZO7Yi1apm5maGG979ns/08vmZ2U3TblprfbtAT7hn///VysrYbO2+v4hYgoa4ddOmCy84RyTF1Kiac4Ndt+4GcO99Rw4eOpGLI6hp8I6f/ZxrTNfmR4iQmRHRqVMLBmNmNdRV7ZybljQQ0XSN1ns/HOTTH1ctOecNppaYKEQMhgPAptmXiKZPLIQQY+wSbafT6XT+CRAAo8nCXfcOUhQHztiQWE2Ek0jMMp6fY4QCbjg/02audAhCrWEssR66Vak3rp89/rmvoq2DszgdWSq+uOT8ZVDm+4VSgiHzddsOsl4vNYfvvA3jlebh/ZsSTLVlGBsbxowBZUuxLLdvlHO3F8w9XQsz9tCBeaUGLcBBkAhOjQwJbpR5OesMnZ9DUGUuEHFqgQ4dbxdO9bPcOWdJWaQK7QTtYH4OvZwRA6x3xmaI8PRmtqrBssxxXW9V1sNHsLQM1aAxrQUXANO2pWrdW+//SFQ8eDA+/OjJIwcvev5VY9gi26keMbkB/Ibept7Pv+wBkuOQ817w/Gtf9WOn1ruBm03Wgjw2DqJP8EgwHDqBkwsQwBAmgcHpdFMuMfx/dTlhxIwUk6a446xN5569Y9jPsyyr67Zq7I7bd8/NbW4bPV11sJaqn9zTaZpgdnp9mIiJhXjd/Py2rZuLwnkBi1Rl+8jBY5MKu3fvraqWeNq4TPPcn3Xm9pQiWSIYERkA47aNwuIdma2V5xIwHUQ7TbQpJQAhBLW1fwcsxghCCCnPcyJSXbv/YGZM3+7TvHtZdTqdTuebeeM+bfqfM1ot33b74NjiMGnZNpVGgphGixY1Pv2yy1iy2VG9rg5bZ7ZsdJkTBjj3GYm0iDlxubiw7p69Yfc9DaICA8tVxV97zf7MjcH92jLmkUVmL2RDjiv33lN9+jN0z25vDRNaM2V2htTnNia/fvsZP/i9443zNlJuwAwcOsi33OfHo7FTsGPvYSopOdCqk2OzvWt/+T80yMGOk/ZDqffeV+7Zu0WKVFctFCBSMsdFNthyzlkom9mFyUzTwBXnnbk9AxWSReLa8yoFy6AcH955K6rEsS3YrSUXBYwUFEAEUNfr4InPrbDvIx88t8Lqx69/+gufr9devH/OamFOrswG2/7DK9vnPmdLi+0NWwV50bXrf/aH9/TjmGyhl040q3kKZRwt+Grhjt1o6+kli3fegcbaJEIuXtswjZDTO+ODwUBVAaT0+NMbAFJKWZallKZBDUCMsW1bIqS09kmPjRwzsBGFFFkwHi3Xk+o1P/OK1IzKZpL3CmZ38uTob/76c0UxMACkSqoEBT+5NdrxuBSRLMucc1VVORZWzA17L7j2aePRCZ9bCC1LcejQqf0HT33281+K5mLTMCmQLr/04rN2bNZUMxuQQmjNwM6dOHFSVUM0YczNzU2TbNu2IYTp4WrbdmV1kmcZgZkFQIrqxKtiMp6MVkcAMYuIVFVVFEWIYTAYbNiw4dt2+nQzwzqdTqfzTZhusn4s1LrJ6omv3bKuanPDKUMxV+Rt4WpRUGa6snfvgTe+eckIFndABgdO9ELK0nTOKAD4ZGI4T+tjN9+8/rkXifNZEvKDTc++6oZNwzNKKpZWLKcxWaHT/p1xQxvveef7eg8c3QRjY1ZVIlELicbkJ9u3XPkzP3EYNpsxGnDRHv3CDf1HjvbhTg0onziuW0rJsTDJoxk/7ad/FDvONGQQQVQsLOz54IdkebHHGFWNyz3IucSRraZ25a5dC7/xW1Z5rM83trF49DAhphQbh8YBIIO1YvXS0vKHPj7/K6+SzAE+pcQgEClYwWSM1C0oPVGg9fqVu266tl6au2Xh4Lv/6mm//FNf+N03xfuOThpHL7pi3a++HC5bXwMnW2zJVvOw5VUv+eTb3zZTOd+mHMgjr+S6nGu2MtHRchLzBhicouDCQG1dF+KR1Dk3vRvOzBYtBGTZEzydpmkAhpmqTvc99Xq96clP9PgaWLbHRuhaMkuDwn3vdz/3uudd8+mbb06hJe4z+b/8iw/NrZsDoJQAWmuD+6Q2CU4mE1XV022P26aZHRZbNq2/+qrLiep+X+pJ9D4fj1f+73f8xa477onGnskRE+mrX/3TvT68Z7DB9PTiNYWkdVvn+YwBc/NzzrmkxLzWUUFVV1ZWlpdH87MDgJkcoMye2bHh0KGjy8sjol7TRufctPpWmOfn55/ylDng21Q33r2kOp1Op/NNLNA+lmvXQm2Izf17+ikSiDNO8CujsYJY2IdmdPDgw5/53KnP3nD4I5868LHPZJOVATkAXtELVETkCXlET9vqvvsHSjkM0zH3W7euu/KSg23JcBIBkowyJK2sXifSPrQ/b9saSsZOWQE2muH+suftz7sKwz5P6yedoSkf/dpOrkrnihoUQFk0D2ZAUxoNsi3XfRcGA1YBsRjw0IGT99zTcxBTNgSScYge3O8XVNjo6MH7PvyxpU9/8chHPvXgX31qdOp4RPJelNC46Y1kLh3H0Dx6005UrYcCqmsHjRI4TUsnU3cqPdHFUgjB6QriIMb97/3k5Mip73nVK4bn7sg3bDgiCfPDoUnTA7ZmKddHdKXaum79s55eucxHziMpo85onKmz1FqMa0NXgaQEhoKTCbGerkAl5mmhZ1V9wwXbN2RVZtBapWmM0TmXEnitrZXS46KaAXmep5QGvTzFAGt/5lWvJEnsaTDopaRgqarKCGsTHwjTjWpP4kC1bTtdOU6amFmYhGx+tr9hw/yZO7ZU1Yo4YXJR7eav7TpxcoGYyVRj2LJly9XPvLLIWYQAJYJhrew1Rq3rmgkA+j2ZxmU6/bMTUQjh2NETAFRN0/TYSAjJEo4cOdY0gUmm08hExMxgWL9+/bfz/OkSbafT6XSeTKg1s5QS9jw0uf/BAZAMfjjfBMz11gtndahnWM8GbVlZPrucXJn4vKo9A9lIy4nXlomNssRkrMSQanLH3Ti0SGUZBTFBfXHNT//Eob5Ezl1r3LKoI5LGY8bS1pV6yLycgYzyIAYRow1V79SmuXNf+2NVWa5XhgB5G/fvX/3KrtzMsrxtrYLNBBqSJErJolywA8+8KBDn6lJIMCrf+Z647yHv1Szkrmid52JGIjX1ZKFemLPqOVHPS+2F42breEI+ThAiJTIj4/U1bazIJxrENL7tbtu71yEykmMCEYgioBAoIXbn0RNJ1MtId8w2opeO/YP/61sfWFp57m/+8oaf/NG52Y3pgUPrY+8QxqtYtRDPS+sGE1z6fd+3NBwEyifsT/WldMiSMpIWVE2LVBVsxIApNqxbx9AEne7fF5EYo/f+5MmFlKCqBgNgBtW1/f7T8EpEBIox9no9VTDD1PhxWdZAAMUYnXBKoW0rx/zC6y78zd/+FUNTVaXzmSkxi0FBaqQw+oZpZd+MpmmIaNojVkSEuZqMzjn7TE/2ylf+26peZdZoKpI/eugIICSSYoTZS1/yLzdvQlHkTEpIxJg2JTCltm0n48n0x9m2bVuMca2yggiAc46Idu26I0YwMSAAmwmRqOKuO+9l8qok4nG6SMNgz372s9O38eKtS7SdTqfT+abjLE4XHpz8iw9mK6sZEEFNJCAblU2lkRzNMs2W5WZK60XXpzZLI3FYHdJiH6s5WqbI1ApVjpqs1v+HvTsNui276/v++6+19t5neu7z3LnH261Wt8ZuSS3UkloSksAITCQZCcJgJgEFxKZiI+yEUBRVcWyqEhvHGQjGSagETOF4ACzCYMIQCZCELGQGSa1uzUNLPd3xmc45e++11j8vznNbUg84ltuqpPT91K2u2y/uvefuu5/nfPc6a/j4p/U779S6rEwlKChuv+zFN7367mWbgvtUjQ21ZB+6MB7s31BTHcfdiUzWlSDFoDAf6+LO5+iOW0JM3aiS6hDHB9/9np3zB6HGK2PfqsshLHJqiqqXNrQ3veTO9YmddQixWmziwfnz9//Kr58Y85APU0hBsffYu4J8sZiFmW35cH0urdanVE4u2sNZPZx770N0zUadGMPJHE8t7WSx2aXdh/7oPUGlKgeTZDIrm4VJLsZon2SQ1l/35a9uzu83KVxQP9vtL/3UP3/73/oHh/e891nf8W3x2pvT+Xrd3vljK6U//OT8x//FxR//p9fd8fJhMi/W9iH1MZw+8OdcLlvH5rNrTj86RpssVo3mevpNT4sWFG0TavXqHNl3vetdR3++zF3jmFer4eGHH9lUo9xTStVrCOHUqVMhqJTHL+gySTlnM9WSS+5jiF70n3zvG174ZXf0w2qzfEpH+15tfthntyr+d3T58uXN0GkMMYRQcl4tD8+cOemqr3/dX7zp5utzGWqtZkGWLEQ3i8EW89lf/tZvCabjO9u1ls2LdverL76uV+tcZNIdd9yRUqqbPyLGzVe6mb3lLW/5zKcvmCmEII/yYAoPPHD+bW/7vZRSOTpdIQzD4O5t077xjW/8Yh4IzTxaAMAXHrj3/fGf7GxOEDVbD/10srUz34qHfVGtOXtZjRb76k2pSbW24VB9TibZJCsUjUElKMTqy+X5ez98utZBajfv9V33tOc+e+833m7ySTPR0Gdfj158LJNmIlvnqKPtPU0muezETTd6VDfd0lJDN2bliw88cMxiTX44jm03c7c4Klev8knTrm+4rpcFNepdjZ1/6KF8ZW/n5M7q8mHbtqtxGKunpiv9Kue8zuuqpqr2nuowjqE9DHl72jXB+1qaqiSTNKvmVV2pVx588Fopl0E1Xd2W9mr74EmS5NjNtxxf5xj905PVWZ+d3a2XL1z+YPnQL/7tH9O5G+44ddv8GVO998ETb7+/fPTh7Vc+T984SwrRQ6xKxU+OMvnO1o6253VzpUepqozZrNsseAohWIq1lFJKlZb98t577w3htaajCeLjmIehHBzsbz6FiI1ijKUMMcbFYhGjyljCE4Vo27Z5tey6ppRiIYfUVOlFL3rRB973wP7+cPr06d3DiyE+BaOKy+Wy1hqiWTQzizGkSTedtJJfc+3Zpz/9aQ/e/5F+dHcPm84OnmKcTCe33nLMTLPptNasePVeNPPqkkotpZQU4zXXnG2aZly7BTOzUqrkFvzP/vR9Dzzw4PXXn2rC5hw869fjpYuXPvrRj8Vm272ah2C2HscU29Sk225bxC/i7cMYLQDgyYpVGpXlvUbXoJJDsUHa0zj6KvV7H/6Fn7vznfdev79/qan7XZyHaRjKbj08mObRhjCdXAht38Qc1/sTuxJT7eu5g+bcRT+zktzH1A150vqpQ5veVtvVP37L6m1v3fHdZvTBw+Xjx05/z7dePnMia4zrPbfap7YbF5qe/WDqem2f2Z8ET1N1O4fNqnb/6sZ2664X23p22cLDM01X7dbHVtNfecdidUWh3+naNIzzcnj/1kEphxOlt944nXz1a7b351ufCbtT7+1g+mu/Oe9it7t/XQn9+mCIxVu7vxkeWSzy7vrO1fHFOP/k1nwR+t2u9sGefri47lJoDmwM8aDRI0mXLF1sJlbj6TIOb3uPzu9vy/aa2LdSCTvrcKpXDINvr7i5Hq/aQm943ce++w0fnh+7db0zy3652a2Lg2svfOyb33PPm37xd1/60//rM37oh3f+2f9y6hPv3okPfeDWlY6tb9xvzbrlfH7dMl1O4R03dO/7ntdr2Dlb4m572J/Kuel3Soy97nrRC89ce2odlr2XXjU3dmhl6OY/+4u//b0/+BPveu8D+3n66fPL3/idP/q6b/quS0MaNGlmW65ahoMmDJ0NX/mql7qrhJTVVqXqscRdt6XXVMu8lDHGWtbtLJ2JJjUHs0Hf801fszXZTe2F/eGBbH22Sa3HQukaX3d+qSu5HZumyrzI1tXGYl491tp4blRiKFZyuHqYQ/Y6lFF7u4N8EcLWUK2vfR+HIWj7+HWphmOp/uWv/3KlB+O8jHGxrPPDIuuWad2/+mV3FfPe1M47syYM83Z1fDLspBpL2svNxaFfTdswrvP2XN/xLW/sbNC4VBmCyYO5wrHJ0//aX/k7b//9DwxVeyvvpQ9/+jN/7yd/JsZpipPW2zanOoadrS3vV699zStsrTAqFJNHKRbVrFytl2erjWpb4yqn9WCzwU9UpZouy5bhC52TwxgtAODfMu4RZbb5hNTMTY3UjKP2D9/xC/90q918gFoXo09y6KQoJTVLWR3qGTs1rFbzOHNr1qWYLCYPael1KGVdU2m7ybJc2Zv7MJaDrfF9/+c//4o3vGq/KUWxUbAz280rnvvQAx+9PivYkKTqigqSklso3sZmndduoQS7dOaaUy9+fpmkpZQl16Fdvv+ehz9y+4n2/MFy2eTaNu2qlEUz1n6WuvD8Z0xvu0lJatUnNcrvu/dfX9OpLzL3aS7bg89GH7w/HReH3jelU4nzvl3ErStlVRSKzaqX7flkOVzwMCYvNZQaU1+9zKcff+Djz37/e9tXvbxaXSooqTtaWR6qPHJrPeEj1M7ilX/9+9/6u++Yrtbt8tIZhWXMh62uTIbkHmrJbeq9+vLytk7faEGXHr7s+yfrMFmVtoZ+1o398s5XfcXmHK8mda5QfVSIJh0/bn/1r37fX/+xv1PGLCmYt00X5Qf7B7/8y7/2G7/2m7OuuXTxkSalpmmiTlj0WnLwElTz2N92y7lv/uZvLNVTNDOvR9MGHjNzwK5+2Zgsto3O3XDmP/ubb/7R//Lv7i4P5ovjY9Fm0oM8SuY2yFQ348NH/7HP/92Ce3HzYJKCW5RtpjeYu0yhFouypknHFnOpmsJrX/vaH/uv/uEje57zMJvNxt5U3UJ54Z3PbBvLXmXWdd2wlktucgtSI6tDn90txhSifuhv/MCv/6vfevDhKwq2Wo6LxbGhlMvL/uH9T3/H9/3QC7/sjjue95xPfOrj73vfPQ89fGldQrSS0sQsell3k9ne5YNv/KavaTv5+OiRakffUEyP7shsn7PTw+YyBv17nOlG0QIAnpxdfcf2IA/ZNXrtzBSC7n+gfvQTNciqmqqulE4eZUGTi9KFyeyReVu2ZnsHqa1NCaF6MwmxW105a5r0eVpLM47RLI4l7Ke1Wer7/o/unX360urmrUbxRHHVduvWWw+8mZZhsBKqTLY5oqlTdC/KpahPcWJtOnfzM7V9NpYwj2ok68uF33vH/MrBlsVQzL1kpe3Bw8q8dFdC/bKX3J3UqEqm46U2e5fzfR+LruibETFvVJPbJC4eiXnVnbZT258cDvejn7KdS+u1YjyWupPRLn7qw9fN4laujRdXUR5Hi0PThdXyQ29/1+0veXGclV5pkLqwmUFrRYGifYJ7LQSVtZ527ZkXPWf4rX+9PTZJeVpsKPmg1TJ4m8PodRGaRm13fKHF7MKf/rFijho8r+v0mo9p+axXvfLEuRtkJgXbHNAlqRZFV7CX3X3X8WPz3d2YUvKay1ikaupSjOOYLy9X3eRE9ZKLLFZVBXmTYgg+rMvdL7vr2msXZh5N1Yvs83YqsM+ONIdqwc3M02q5bieTN3zd63/yp//3/NCelxI8brbucnk1BberJ8iZ22YNmzanzF09Yze4uXv1IFeQhyFrzEXS0bZ11VOwprXFVpSySV3bXXPN2cuH+01KZtY0jee+SeXWW2+U5O7x6l4NVzcdC64ob/b318NQmi6u137iuL30JS/4lV/97ep1az5brddN04XF4uRstl4v3/7u9777zz6Q83D58u7xnVNVY82aLNrlupev+9Xw0pe84LZbny1pzLlt4uc9H0ubyeSfe3Te0d/Vw9VT3ihaAMBTmrOyEuTmQSVIykGj+8KqhvEzv//25+ZwcRKbWie5lFDGUqrFvWm5L/jzfuQHX/2Nrx+Pb5XSTjxl9xrU1lH3f+Jffu/3Te4/fHpOk8NVE9a5rdcf1stt11w6XFwq+ffed+ym67Oqdkd1trj7+Y+cOH54/pF1kzfLs00KrlyrUs0xjpPJfh3GNH7ZN32bZsdq1bR6N476+Kf/+Gf/yTNys3Owt2PdFcVx7SeLpbWWzfTBa46f+IavLx6qKUQ1B+v6L/7vGz/y0NDFIWgdfZnKNCtWX07TvYvmq378h9tX3v20Y3OfbWnfm9R5k+rqIO5fedd/9z98+i2/etP+OociK+YWahP2d59RT3zm//iN21/9F6cvvSM3bZVt5vsWhZWs5e56ghFaq9Opj/25N3/3Jx980N5zcM3YF41yVy3RfVL8zLLxJn4oDJebCy+/6/a3/9Q/vL5fd2pWin90PJx703fe/P3fpWNbiqmGkGVRlmLjuVfNFpobz21/15u+8ad/8hdzfxBCaCzW6rPZfBgGV+shVWvHPJqZ1RKiNTEMw6HV8UUvvP1vvPn7JKWg6mM4mnoa5HZ1pVc5ms4tuYfqihanU7mXU9vx27/lG/7uP/if18OYuoU+G7VWzavVasHczKPLqtVqm8WDfjSkH3P1bFKpChYvX1mu+t6sySXHaHl0a8uxrclirjKo6cK4zi9+0V1/es+vxpjWy4NZ1+ahn0z8Bc9/rlcP5pJ3Xdv37lZdXs1cjaSL53dTjOaKSbn4f/rXvvPeD3/gz/7svskkptha1SpUz3koSmmxGqrXZufEzjAMi2NbLt87uJxinLTjq7787v/8b7757Nlu3ZfJND16oIgdtWuQQtXmoBGXinmUqtykzYKzL/D+YR4tAOBJG8NVJX/0PcaiQohWi/rcv/OPzh6u+9gMockhFgslHzcXuQAAIABJREFUWDGtJZvvnHnOC3Tm3HD8Ot+6RotT9eTp5anT/ZlrdNttZ5/3/DLbGTx5mq5CWqXOFOSaZJ0YfO+d727M11Zq53keJy99wQO3n3toOl3Hto9tDilbytb21cJs6zBYPja/KJ8+7Vz3hq/eO9ZearRqTL7+2K//y93zD8YqlwWP5iGqNY9yXVZMr3mpbjlzuUsPR12M0vLKB37+n53sc6httbRswrK1IVpwL2PVYqt9xSt10y129mll69p67fXj/OQ421meOatbbrrja7/WfdqUdojdQdP2sQk1HC/x5r1yzb3n9Qu/0eyuJspp847uKmYr3nyfSFUc42wvhcXL7rz97/3wI698/j3Htz65NT9opu3YLlZpex1O6ITK9Pwzb9j+9q9dPnJB93xmHezjO+39z7z+1I/9lVv+9o/qxFkFU4rFLF4NZUVZY26adfqB7//W137Ny2++4YTK4bF5MB+Wh1dicDM1Tbvq+5CayWzeJsUymvdW+5fc9bwf+sEfuO66nTbJpJrHcPVLYrO9sKkElaB8tNWwyc1kQZZrGYP0H7/hdcemzawN0UtQMffNqka3ojD60e+0uUeqLJuNpmxezdW21T1vRm5d4fz5C2NeW8hehyhX9mj1uhtOytQ2SR4mXbrrhbfLR9WVDwdWcxPCG9/41SeOT5tgydQ06dSp42ZZNrhlt+oKrrRa9jGqZDXJ2mjPfOZNP/1Tf//bv/Xrm1SU18GLh3yw2q+qw1iGdY42OdhdTVK3Pthf7V/cXti07b/mNS/9+X/8E8997vUxajKNY15L9epMi81kDPOjvK1H183GsLmGrn+flZOM0QIA/l8M1l4dRtukR3no4U994hMn1+Oz+5mUzYMUxuB9CkOYHKqZ3/gMhS3PRyMvyRQl8yCfPf+5X/7e33zvzn454V4VV/J9672GtgaP8TPvv+/ElbI1yWo6SZP5zrNe9srhDz9+4vBoYfZmmXWSRTUhN763uHRwcP2tL1eaSW7L9XzS5YcuvPe3f/9knOd+qJoPavqYamz2vd0u6aDohjtfvB7DloWgmpIOPvqp/fs+dVbNbXtNUd2PtdjYFkWFUpuT556uU9fWMQ4hBJkHb5IpSLHROs/vePkNOn2iH3I/GS1s2eRKs9pttOitrelP3vnu5zzwUDx1LKscjT/550+VxOc8P7mFNh3f9dXs5Xff/jPX3fOz/2Tv3o8dvPt9swv7rdU+hY+kxclbzj3r+/7SyTtu+eMf+W9PhFOX7jh9/NUvuu1Vr5h8+atyXKSaalM8fHZ/LLlbSvJSio8lnjzW/fT/9KP/5o/f9wu/8Et/8AfvPLD92Wy+Wu+G2I7Zu0nbNnW5ujRR36Rw07kbv+ovvOKNX/+a25/z9LHPky6ZqsXgXk2qefCybpsoy2MZo4JCzuNqs3nAWGoYDuN0MQ7juRu3f+S/ePNP/P2f3DtYVzWy8OhZXU0TNq8xWPBazHMba1+Wm3MNopUahmBjLUomk/b398e8cilYUC2TUFX7czecrkVyr9Xd9cxbb110tsq9Gre6bszf9KZvLnlU8Gqatu3OsYXpoWBrO3odxeXjcPTsOuY+pVDz+Mzbzv03//WP3fmCL/vlX/qde+75iMVxnfvgTRNmaqPycrsLNuzP4to13vmsp33dG/6jN37DVw2rYTZtvVaZh2hXv3tsNrH77OZ1Xsdg2bxGm+R+1aUUg4LX+IV+dVC0AIA/J2WtSMFkUSpKUihl//Lew/d+6NPrvraNhWM55DGNq2ZctnWd7Mps0T7ndl1zPCeNSaFUSTmEUXJTO2nmL3tp/+u/9ZHxw9O1q5ssZfunD4/t5+nS+8X0g4fnT771Hdd99deoi1VKq/Dcl3/lH/7qO+/71P1VQVLYHLVUwzAOq65tTx4fbzxjd99tSx2bmbqJcn3wvg9/6vz5s00bTuycz3XZ2EGbhihfDjfsNuXc9U+7/QUTW6gPnZVq+f0f+MBHY9ndaZ69d2yd6sVZXbXjZnjvkTaevf1Wbc9zmhZp2WuRqrqYpaWUuiZsL/ZuvnFYj+tYD7wumsVn4pXDdnVm2Q3WHs61OP+Zs3rGUbDJkmvKjfVEglnrCtJo00PJb77tzr/1o9rPes+H9LZ3fuJjHzlsyuQrXnzb817+yY/f97M/90tfefq25/yl79R33V2u2cnqzmu6s4raV90J9epn0GFTfioyj8lMoUrVy5fffcfLXnLHlSurd73n37z1rb9/3wc/enl3f3fvsGknx0+cmk6nr/2KV7/8FXffeOPZ7W0Fk1xtl466LERJ6wO10WddOFwdVFk3mY9jHy3Pp8fHYZnCwkK00HktTdfWqm/7ltdfuXzpv/8f/1FUrgqbzktdPX/hwWOLc12MqlK1WvqUPNcxxJDcgimPe1vztl+VyTweHIwXzj+kugqhBmtiHbsmxKZubbWr5XIym1m0Ovi5G69/9ate/Kf3fPD8wxfPntq+5aabb731XDCPMS37IUa99K473//ee4Ks2hgUNiu01v3aqyzIqpsUg8vH2aT57je9/o1f9/oPffDBn/v5n7p48fIH7/vI+YcveQ0ptNO2ffazn/661/2Fu178guc+92nTacomU5VqCC55jPHqv8NR0ZoFScvV2CZNk9c8TKdd3+eovD5cbd1wcu+yJme+oG9Wn7tdNgAAnzNoJkmjFZMnBZUg0xjU1KrdK3rPe7W/1unjCkVxVMib9R1lsDg/qdtuV5sUNPRjG6qaeBjTIC1UmtW6/5M/7bKrKrddOnGib863D64sB03DxU4nb39hVnclpSLtlL57ZLd++IOhS0dDtJsX5kEWasm9Zc279vqz/ckbqyTViTxcOJ8/+tG2Bg2jrKqVWstRIcbwUFU3yy96Zj/t5n3rIe81OZ5/ePGpB9QGXcyKVW1RrJvCkMW8czzd9iyFpoyKLoW1lBTiXrCguhhGffBTunhJ0+jBbDIv427Mh1o26j13Wj3/1vXxk0lxu8QwmpL6pI6763HqZn5lkaRlo30pan2qdx26lmuNhzre7u4c2x5NB6txd9kMO2rU31hKChNvVtbNe+mKhrNFiuFopwDJqml0uZSqkl9dfLR5wnDp0u5qZ3s6ZI1FFtQ2kqRebSuZhrU3raWgq2uZ6tUR5XTh/PqRS7vzrZ11Xw4OV9NZV+t6dXjlhS+4tYyjl3Ey8ZIV07TUINPDD68u7x664qPhtR4vP+/2W6LkoyezLH3404+MrrEoKrYlWLE8X2rId9x6brN86sLu+qGLl4sleYy1SSX25VK7lZ9x083lcGi7VlINevDiauv4dDNNYlxqMcvjmFMzqVUe9P73fzy1U1dyNe5xs9ry7Hx97XUnJRXPCsVlpuQKpcqC8qiuUSm6cnkYlsUsdF136oT6QV23aVVfrw+66fSzQ7KPPhdf/eGSu3IuIcX7H7zStNMQur7P4zgem3eq8pyvOdvaFzQrh6IFADx50RatU80qrbwtcVxWb2JsPLq0t68xr84uqqqrSqVRDbKUo+WkGuWxdlF5CKpKcYzN2mTyqD7WoarW0F1xG60bNVyT1wvXssl7ilulTd7up9RLp2tu+z63PkSrUpaqNqdwbj64jb28Ki6VTwxdaIKsupdYhlhqE5JcNZY+5qW8qFb3a1aNFPdn00H15IFrEpcp96ozafQcLWgzDVJHOwuNfe7SJJQYQuvFZWZ1qdiUkDYvKSjHvDIrJTb7SoOapPG4sg1uMqW4G9yVOoVFDTaaojwy8eAJi9bD0b+xKWkdtcplEqzLVdHGUJahrqQ0jF275V6O7Yegsr+V51VhGZWa3EqD8nSIaqNv1h9JwWW5qrii1JhUcx9jdFfOOaVmzMVCtGC+maoQgldFd5nJFUN1VXkN4WgWw2bvtXHU5iQtN4VgHjSOahoFyb0Eq7WMCjLFEJo8ulmI4WiR1Ga+qEu55lLKpGlDUZAVKUdlkza74LlC1mEYp6GxLC8lxDB6tTZspqY2VbGo1zhonKZJqkFVGr001Zs4uILk1UOuXeeluFlyN8kt2CboN6/GN6+p5mCxeo3Jchmb1JTqMqvVQjR3Wa4xBkm1VHcPFiyYTLV6KUOMsmjBHrOXmX3+T1RKDRbGXEMKm3OHQ1S/rpM2lGFsUhqzd5MvJGkpWgDAkw+aZS1bX2toVLdK0NjksdhWkyUruQ1STjIpyjc7abrqOBZTTnFpdancyOdqpLTZmKeRlNcxWlkexm6u0Ep2IejkKCsqbb8OYT4GraPi5vT4on6lrtFmI9qw2T5T5qZim5au4xBmnTY7X9ZRklJzNP4mKchTLTZW5VXR9l7UaPVEF6K0dJWi1nOsq2ytmnZqVqVBcikpJw2mVtIwpjYeyg/lJ1T31VZpXjWpctMQh6QSc5A3imEMMilLg2qVmepE1kpWTDIFFRO7dz3RA9RgGqWg0qimo3+CoLU0ysey7iwcGw73m+ZynDZK12T5ary0lbeLt32U0noWV9JM66Q2lnC0W0B0hVxUN5UY/Ghy7dj3TdNocx5YSpK8ZpnZ0dNGKmUsdcx5mE46s6tbz3qUB0nLvSvT6dSabpNqpbhFyzm3jdb9qmuje65h6q6aS9tM7NGnREm22cpARS7FqJAPSkpRjUpUVnHVJIuerCinbB6G/fU0TZRMTS1WXMUUojcqIVuu0aOb9RZCVFVJ2ZMfDMt5OyulTkJXNQRrSjZJwZRzbtokG+Wbr16TNiPkm0m9KqWGEFyqnlOMq/VBTCH5NIRgYbO+0aTq0nrsq1tKKYUkheh5MzPj6Gvv0b/xo8PbfrVuTXUzyUEqZYwxyL0Ma7niZPEF3D/MowUA/HmVUWVFSqout2IptoN0KOUYk+xElptqkaS42dwyNcFk5kmaKLqUlZLUSG2VqjQUTVKcTDWOylVhOutko5RllqxzjUdbLKjVOkU1XdPXONbN6GYNVR5icVmj0RVDsE6DFEdFUwhSqKPGlbpWm+1mrViKLinYTJ2p02E/1nmzPXFdOpDHOmkXk9Z6HbgmRWmQihRVJxqlTopqlKvSuNYgLVyqUqpSL2u0thxDXgxBCqpKOdiouFBIwaXGY6hX39ijRjtqKzxOzuqLUohqTBqTimRaqiYLJ+I09VLuZ00alFSrLxW7plG8FMvWrE5VizwoSR5UN/8Wj0bk53TV5q6wppuoqo45Nq3yqGBmQeaqxWt1K/LaNrFtOvdcq0JoP/f3mB2bS+Z18OohtTFarWOTTPImqZYhplQVZdVi8+hWXFKVqrzIXKqusLd/MInTLrbanK8bLahkDVLa7AewXB0sJvPpYqYqyT2ParJUTEHu8mYofYopZ+/CZPPqYrCiMm+TKXcx1TJUVQseN6uuXE1K8vHojOCa5I0UPJQrVy6amu3tnRSDu0wKMUl5Omml4tksbJ4mvaqMdQghNk1bZVVa1xpDiNrMCNKfs2tBGQZtziNOlvOYUvA69v26m01je3ULYcZoAQBPWc26hqIh1VF9ozJzi3300OVku15ylKTjXjfvXZuzCY5WMge5VY9alT7FNioGKZSrb1XBFWr17BaDolcrUrPZCD9qkJKURsmUkw7kkne1ThU3+yQdbQXknmQ+FotRxRVsSLV4CRYlc1m8OnEvfHZvgVo9+KrESVxFDVInb8cxNGlU6AfNTXuNWmmyqXhTjXJTzFKVPHuqfdSktGOUS+0oFSlpnaqrdNWDUjEbhth5NJOCalLZ7I3k2vwsJy+hdmq4wR4/Rls1ZgUpdJvhWTdvtJaC1FVpXeXr2sUhtalaGqUhL7fCnsZGNpO1R4dO5aho9dH9BFyh1qMYDeayevVj8M3H7fbonrL+aAK7b+Zse63FjgZuw2Yf2aMZA5vh5KOYenTQsZYyNk2SvJbR49xrDSF4LXIPJjPbzCbd/NjcGsFNrmE5trPGg7tKVQmy4EFuNbi5WTVZkDZ/l83MDJlH1VisKpiqQo1mJpOr5DqEFKrXZMk8yDaFarVs/oIlxM2yz825YUGyqhJClKwUl0IwbQamq2czL3VMNnOp1iLzcHR1PbtLFixJVl3t5iFycznss3Fqn/Ns4dUt2JjHlKKZSsmbyQySq1aFIH0h+zVTtACAJx80k4qKNEg1KCQ147o2IVkTZEOufQp81vdYvaIrpVxTSDnoQh1noZlLsXfVosY9ySha4ClF0QIAnoRLoxSr4lhUs6IpJQ8hS8Og9YHKqK0Z1+mxaq9atD+onSuGfhJ8OksKaTPWmzQEtRyyADyleLYGADy5TYQpxBh7hXWtx9zCpb0/+Uc/88j/9bvXjrkfWbT/WI0OtsM4GZsLY72wmD79zd977pter7apMXlMg6n/wj5VBUDRAgD+ndmmvIIsFClLBzkfK1XVTt3/yOzPPnLTcn8dKdrHutIdLrW0oTPrtD3PB5cUh0HWW4xSIGcBihYA8EVTpXXSRNosPzZpu21tNUphq9TJOEjLpVZcqMfY7+ygDVqHbM04jb0NinWlOqpOpdYVXEw6AChaAMAXqWj3JElTV5AaaemqQVH95TYftkM7qrS8jzzW8WVz7UE7KW2u03ZIi4OJhjRtNx1b7OqJoAAoWgDAf3AmdVLrsixztUlrV+lSk9YfPtvcf316pMy787yPPO6dtdeJsTupSa/20jpv1anqpFHoFCZy86IqsUcE8NR+v2KvAwDAE3LJq0J2FZdMjS2jRqsTrVYPfrI+9Mlpf9joFi7UY+w2ZQh1e6izZutKXve3XO+nTleFbfk8S6PLpRlFC1C0AIAvTtKOkqpUZFIMqxCqPCrbuExlGWNdNjdwnR5btDqsKjuSxmLN4pKU1XTSCVc3Xp2SzOow4CnFMyIA4MmZFKVQXbUoBq9dSUGtqqlE1TKrrAx7rNnYS9IQVIJmNaVauyZsDgE2lUZr05zLBFC0AIAvAjcNjQb5qCLVRr6wxgbXfv7E297+4Afvqwd7W/GAC/XYp4AQ15f2Z9unDquGafO017zq+hffJR0dr7BnuizmagAULQDgi1NmUiu1HswmS4VUZWvlbkxxd/8P3nLqf/vlpuxHRS7UY69bLd4EjX6iNI/MJsOZiV7xnKJp8LAyLdyP91kTTsEFnkpsiAcAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAACeXOISAACemLv1rhpkNktaNTo/qzs+6NLlqS9Xk+H05ew69phfFD5/rMTlLv+SumwP7exdrpefbtsXlvnS8ZnNmkGeNc5KO+tNnR1Omjl3F0DRAgC+GEFrqq1ClUk1qEqtgo9V1mmQlRTUPrTY40I9RsnDdWO7GBU0K2XSHubWFS3IpaBiGrlGAEULAPgiFa10EGoXQiO5ZFIjBUWl+VCby6MWilvD/mN+Va31c//XzMzsS+q6hTg93ZxRX0yz8cowyZ1yjMnkpqASKFqAogUAfBGL9ijRXNUUpSK5B8VmOLa1PHXy8LBs7fePLVr//KKVmb60inY3x8NxmCssZQ+XPO86WZDCl9hlAChaAMD/BwRp7orFrVqULKlI1jQK6/nL7jqeYj4c9lJ+/K96TBb7l9h1y6ZQQ17G5OnmY7Njz70lx1TM2iArSq4ZaQs81czduQoAgCfgrrGoRFXbzDnYLbU0ZR5j51n9qFzGxexxRfulvjIs1FWsg5amkjRtDjvrbRKlraqQpSBFMV4LPLUYowUA/NvYUZzOJ2GlMEiy1HVSSgPvI49TQheDzY4F8+gWB8UixUfHql2qUuQ6AU/pdynGaAEAT8jl2WusFvxonX6NR6uaohSrW3UF9jV/rN5KMW9lQVZlvcylRmqrrEgmGUULULQAgC+KIu2qtlKrEB9tML86ylgklyYs3H/8hQuqUboar/bZR4TN/7ox6QB4ivFpEQDgzxFctaoGqR6t+jK5HeWaS565Ro9Vk0o8mk78uaNGQQpHDwK8+wJPLcZoAQBPzKXsMnlQldzMXXKZKx5FrSupcKEeV7TmFsrVsdhYZVWSPKqEo+vVcZWApxRPiQCAJ2auZjOnILiCy1SlUV7k1bwqyNQxIfTxgqrUXx2LnUUlO5pyULk4wH+o71eM0QIAAOD/3w+SAAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAULQAAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAIoWAAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAEDRAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAACAogUAAABFCwAAAFC0AAAAAEULAAAAULQAAACgaIH/p107NgEQCIIougf2YX6dmNqPiVjT1WMVIiZrDyay8F4JE/1gAAAULQAAKFoAABQtAAAoWgAAULQFK9KuAAAQP0lEQVQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAHw1RcR1P309bAEAQDnn2FtmGgIAgLq8DgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAFC0AACgaAEA4C9tXjYrAABQ1wuioaPuJ/SdeAAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">266<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">2024.12.30 <span class="ff1">–</span> <span class="ff1">7 osób</span> </span></span></div><div class="t m0 xa h11 y118 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">2024.03.15 <span class="ff1">–</span> 22 osoby </span></span></div><div class="t m0 xa h11 y142 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">2024.03.05 <span class="ff1">–</span> <span class="ff1">8 osób</span> </span></span></div><div class="t m0 xa h11 y1a2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">2024.03.07 <span class="ff1">–</span> <span class="ff1">7 osób</span> </span></span></div><div class="t m0 xa h11 y1a3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">2024.03.11 <span class="ff1">–</span> 2 osoby </span></span></div><div class="t m0 xa h11 y761 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">2024.03.13 <span class="ff1">–</span> 32 osoby </span></span></div><div class="t m0 xa h11 y762 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">2024.04.18 <span class="ff1">–</span> <span class="ff1">10 osób</span> </span></span></div><div class="t m0 xa h11 y763 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">2024.04.26 <span class="ff1">–</span> <span class="ff1">6 osób</span> </span></span></div><div class="t m0 x1 h2 yc4a ff2 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>ramach <span class="_ _c"> </span><span class="ff1">szkoleń <span class="_ _c"> </span>zostały <span class="_ _c"> </span>przedstawione <span class="_ _9"> </span>główne <span class="_ _c"> </span>założenia <span class="_ _b"> </span>proce<span class="_ _1"></span>dury <span class="_ _b"> </span>w<span class="_ _1"></span>eryfikacji <span class="_ _b"> </span>kontr<span class="_ _1"></span>ahentów <span class="_ _c"> </span>(KYC), <span class="_ _c"> </span>sposób </span></div><div class="t m0 x1 h2 yeb7 ff1 fs0 fc1 sc0 ls0 ws0">przeprowadzania weryfikacji, zakładania kartotek <span class="_ _0"></span>i podstawowe ryzyka. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y1520 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>raportowany <span class="_ _1"></span>okresie<span class="_ _1"></span> <span class="_ _1"></span>Grupa <span class="_ _1"></span>UNIMOT <span class="_ _6"></span>nie <span class="_ _1"></span>uwzględniała <span class="_ _6"></span>kryteriów<span class="_ _1"></span> <span class="_ _1"></span>społecznych <span class="_ _1"></span>i <span class="_ _6"></span>środowiskowych <span class="_ _1"></span>(poza <span class="_ _6"></span>zawartymi </div><div class="t m0 x1 h2 y1521 ff2 fs0 fc1 sc0 lsa ws0">w <span class="ff1 ls0">P<span class="_ _0"></span>rocedurze Weryfikacji <span class="_ _0"></span>Kontrahentów) jako <span class="_ _8"></span>fo<span class="_ _1"></span>rmalnych wyma<span class="_ _8"></span>gań przy wyborze dostawców. <span class="_ _8"></span>De<span class="_ _1"></span>cyzje o <span class="_ _8"></span>współpracy </span></div><div class="t m0 x1 h2 y5c ff1 fs0 fc1 sc0 ls0 ws0">z <span class="_ _1"></span>kontrahentami <span class="_ _6"></span>koncentrują <span class="_ _6"></span>się <span class="_ _1"></span>głów<span class="_ _1"></span>nie <span class="_ _1"></span>na <span class="_ _6"></span>aspektach <span class="_ _1"></span>operacyjnych <span class="_ _6"></span>i <span class="_ _1"></span>e<span class="_ _1"></span>konomicznych, <span class="_ _1"></span>które <span class="_ _6"></span>są <span class="_ _1"></span>kluczow<span class="_ _1"></span>e <span class="_ _1"></span>z <span class="_ _6"></span>punktu </div><div class="t m0 x1 h2 y130e ff2 fs0 fc1 sc0 ls0 ws0">widzenia funkcjonowania Grupy. </div><div class="t m0 x1 h2 ycc2 ff2 fs0 fc5 sc0 ls0 ws0">Procedury zakupowe </div><div class="t m0 x1 h2 y62f ff1 fs0 fc1 sc0 ls0 ws0">Funkcjonujące w <span class="_ _1"></span>GK UNIMOT <span class="_ _1"></span>procedury zakupowe, <span class="_ _1"></span>w tym <span class="_ _1"></span>również związane <span class="_ _1"></span>z zakupem s<span class="_ _1"></span>urowców są <span class="_ _1"></span>dostosowane </div><div class="t m0 x1 h2 yd27 ff1 fs0 fc1 sc0 ls0 ws0">do <span class="_ _8"></span>specyfiki d<span class="_ _0"></span>anej <span class="_ _8"></span>S<span class="_ _1"></span>półki. <span class="_ _8"></span>W UNIMOT <span class="_ _8"></span>Bitumen <span class="_ _8"></span>zakupy są <span class="_ _8"></span>formalnie <span class="_ _0"></span>uregulowane <span class="_ _8"></span>na dwóch <span class="_ _8"></span>poziomach: <span class="_ _8"></span>ogólnym oraz </div><div class="t m0 x1 h2 yd28 ff1 fs0 fc1 sc0 ls0 ws0">surowców i towarów do dalszej odsprz<span class="_ _0"></span>edaży. <span class="ff2"> </span></div><div class="t m0 x1 h2 ydec ff1 fs0 fc1 sc0 ls0 ws0">Procedura <span class="_ _a"></span>BIT.74.01.00.<span class="_ _1"></span>00 <span class="_ _a"></span>Zakupy <span class="_ _a"></span>towarów <span class="_ _4"></span>i <span class="_ _a"></span>usł<span class="_ _1"></span>ug <span class="_ _a"></span>ma <span class="_ _a"></span>na <span class="_ _4"></span>ce<span class="_ _1"></span>lu <span class="_ _a"></span>zapewnienie <span class="_ _a"></span>s<span class="_ _1"></span>kutecznego <span class="_ _6"></span>i <span class="_ _4"></span>efektywnego <span class="_ _4"></span>procesu </div><div class="t m0 x1 h2 y1b4 ff1 fs0 fc1 sc0 ls0 ws0">zakupowego, tj. gwarantującego: <span class="ff2"> </span></div><div class="t m0 xa h11 ya39 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">optymalne określenie parametrów towarów i usług objętych potrzebą<span class="_ _0"></span> zakupową, <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ya3a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dobór oferentów w stosunku do określonej potrzeby zak<span class="_ _0"></span>upowej, <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y118f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">spełnienie ustalonych wymagań prz<span class="_ _0"></span>ez kontrahentów oraz zakupione towary i usługi. <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y1190 ff1 fs0 fc1 sc0 ls0 ws0">Procedura <span class="_ _9"> </span>BIT.74.02.00.00 <span class="_ _c"> </span>Zakupy <span class="_ _c"> </span>s<span class="_ _1"></span>urowców <span class="_ _9"> </span>do <span class="_ _9"> </span>produkcji <span class="_ _c"> </span>oraz <span class="_ _9"> </span>towarów <span class="_ _9"> </span>do <span class="_ _c"> </span>dalszej  od<span class="_ _0"></span>sprzedaży <span class="_ _c"> </span>ma <span class="_ _9"> </span>na <span class="_ _9"> </span>celu </div><div class="t m0 x1 h2 y10c ff1 fs0 fc1 sc0 ls0 ws0">zapewnienie dostępności surowców do produkcji asfaltów oraz towarów d<span class="_ _0"></span>o dalszej odsprzedaży. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 ydf0 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _19"> </span>Spółce <span class="_ _19"> </span>prowadzona <span class="_ _d"> </span>jes<span class="_ _1"></span>t <span class="_ _19"> </span>matryca <span class="_ _d"> </span>i <span class="_ _19"> </span>rejes<span class="_ _1"></span>tr <span class="_ _19"> </span>zakupów. <span class="_ _d"> </span>R<span class="_ _1"></span>elacje <span class="_ _19"> </span>z <span class="_ _d"> </span>dostawc<span class="_ _1"></span>ami <span class="_ _d"> </span>reguluje <span class="_ _19"> </span>z <span class="_ _19"> </span>kolei <span class="_ _19"> </span>procedura </div><div class="t m0 x1 h2 ydf1 ff1 fs0 fc1 sc0 ls0 ws0">BIT.74.04.00.00 <span class="_ _8"></span>Kwalifikowanie i <span class="_ _7"></span>oce<span class="_ _1"></span>na <span class="_ _8"></span>dostawców, k<span class="_ _0"></span>tóra <span class="_ _8"></span>ma <span class="_ _0"></span>na <span class="_ _8"></span>c<span class="_ _1"></span>elu <span class="_ _8"></span>zapewnienie, że <span class="_ _7"></span>zakupion<span class="_ _1"></span>e <span class="_ _8"></span>od <span class="_ _8"></span>kwalifikowane<span class="_ _1"></span>go </div><div class="t m0 x1 h2 ydf2 ff1 fs0 fc1 sc0 ls0 ws0">dostawcy <span class="_ _1"></span>wyrób/ <span class="_ _1"></span>us<span class="_ _1"></span>ługa <span class="_ _1"></span>spełniają <span class="_ _1"></span>us<span class="_ _1"></span>talone <span class="_ _1"></span>wy<span class="_ _1"></span><span class="ff2">magania <span class="_ _1"></span>oraz <span class="_ _6"></span>zapewnienie <span class="_ _6"></span>uzyskania <span class="_ _1"></span>po <span class="_ _6"></span>okresowej <span class="_ _6"></span>ocenie <span class="_ _1"></span>aktualnej </span></div><div class="t m0 x1 h2 ydf3 ff1 fs0 fc1 sc0 ls0 ws0">informacji <span class="_ _a"></span>o <span class="_ _a"></span>jakości <span class="_ _a"></span>dostarczanych <span class="_ _a"></span>wyrobów/ <span class="_ _a"></span>świadczonych <span class="_ _a"></span>usług. <span class="_ _a"></span>Zapisy <span class="_ _a"></span>tej <span class="_ _a"></span>procedury <span class="_ _a"></span>realizują <span class="_ _6"></span>głównie<span class="_ _1"></span> <span class="_ _a"></span>komórki </div><div class="t m0 x1 h2 y6d6 ff1 fs0 fc1 sc0 ls0 ws0">dokonujące zakupu surowców i towarów oraz usług tra<span class="_ _0"></span>nsportowych.<span class="_ _1"></span> <span class="ff2"> </span></div><div class="t m0 x1 h2 y1c2 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>UNIMOT <span class="_ _a"></span>Commo<span class="_ _1"></span>dities <span class="_ _a"></span>został <span class="_ _a"></span>w<span class="_ _1"></span>drożony <span class="_ _a"></span>Regulamin <span class="_ _4"></span>Handlu <span class="_ _4"></span>Produktami. <span class="_ _a"></span>Dokument <span class="_ _4"></span>okreś<span class="_ _1"></span>la <span class="_ _a"></span>podstawowe <span class="_ _4"></span>zasady </div><div class="t m0 x1 h2 y1c3 ff1 fs0 fc1 sc0 ls0 ws0">przygotowania, <span class="_ _c"> </span>re<span class="_ _1"></span>alizacji <span class="_ _9"> </span>i <span class="_ _9"> </span>rozliczania <span class="_ _9"> </span>transakcji <span class="_ _9"> </span>polegających <span class="_ _9"> </span>na <span class="_ _9"> </span>obrocie <span class="_ _9"> </span>produktami. <span class="_ _9"> </span>Celem <span class="_ _9"> </span>jego <span class="_ _9"> </span>wdrożenia <span class="_ _9"> </span>i </div><div class="t m0 x1 h2 ydb9 ff1 fs0 fc1 sc0 ls0 ws0">stosowania jest <span class="_ _0"></span>dochowanie należytej <span class="_ _8"></span>s<span class="_ _1"></span>taranności oraz <span class="_ _8"></span>za<span class="_ _1"></span>pewnienia, ab<span class="_ _0"></span>y podejmowane d<span class="_ _0"></span>ziałania w ob<span class="_ _0"></span>szarze zakupu </div><div class="t m0 x1 h2 ydba ff1 fs0 fc1 sc0 ls0 ws0">i <span class="_ _7"></span>sprzedaży <span class="_ _7"></span>produktów<span class="_ _1"></span> <span class="_ _7"></span>były <span class="_ _7"></span>zgo<span class="_ _1"></span>dne <span class="_ _7"></span>z <span class="_ _7"></span>prawem, <span class="_ _8"></span>odbywały <span class="_ _7"></span>się <span class="_ _8"></span>na <span class="_ _8"></span>zasadach <span class="_ _7"></span>rynkowych <span class="_ _8"></span>z <span class="_ _7"></span>zachowaniem <span class="_ _8"></span>transparentności, </div><div class="t m0 x1 h2 ydbb ff1 fs0 fc1 sc0 ls0 ws0">rozliczalności zadań i odpowiedzialności oraz były zgodne z najlepszymi pra<span class="_ _8"></span>kt<span class="_ _1"></span>ykami i zasadami etyki ob<span class="_ _0"></span>owiązującymi </div><div class="t m0 x1 h2 y1522 ff1 fs0 fc1 sc0 ls0 ws0">w branży energetycznej.<span class="ff2"> </span></div><div class="t m0 x1 h2 yd1c ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _5"> </span>UNIMOT <span class="_ _b"> </span>Infrastruktura <span class="_ _b"> </span>oraz <span class="_ _5"> </span>RCEkoe<span class="_ _1"></span>nergia <span class="_ _5"> </span>kwes<span class="_ _1"></span>tie <span class="_ _5"> </span>zakupów <span class="_ _b"> </span>regulują <span class="_ _b"> </span>Procedury <span class="_ _5"> </span>za<span class="_ _1"></span>kupu <span class="_ _5"> </span>towarów<span class="_ _1"></span> <span class="_ _5"> </span>i <span class="_ _b"> </span>usług. <span class="_ _b"> </span>W </div><div class="t m0 x1 h2 y892 ff1 fs0 fc1 sc0 ls0 ws0">dokumencie <span class="_ _8"></span>opisano proc<span class="_ _8"></span>e<span class="_ _1"></span>s <span class="_ _8"></span>zakupowy, <span class="_ _8"></span>który <span class="_ _8"></span>gwarantuje <span class="_ _0"></span>optymalne <span class="_ _8"></span>okreś<span class="_ _1"></span>lenie <span class="_ _8"></span>parametrów <span class="_ _8"></span>towarów i <span class="_ _7"></span>usług <span class="_ _8"></span>objętych </div><div class="t m0 x1 h2 ye87 ff1 fs0 fc1 sc0 ls0 ws0">potrzebą <span class="_ _8"></span>zakupową, <span class="_ _8"></span>dobór <span class="_ _8"></span>ofe<span class="_ _1"></span>rentów <span class="_ _8"></span>w <span class="_ _8"></span>s<span class="_ _1"></span>tosunku <span class="_ _8"></span>do ok<span class="_ _0"></span>reślonej <span class="_ _8"></span>potrzeby <span class="_ _8"></span>zakupowej, <span class="_ _0"></span>spełnienie <span class="_ _8"></span>ustalonych <span class="_ _8"></span>wymagań </div><div class="t m0 x1 h2 y1523 ff1 fs0 fc1 sc0 ls0 ws0">przez kontrahentów oraz zakupione towary i <span class="_ _8"></span>us<span class="_ _1"></span>ługi.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1524 ff1 fs0 fc1 sc0 ls0 ws0">W  Spółce <span class="_ _9"> </span>OLAVION  obowiązuje <span class="_ _9"> </span>procedura  doty<span class="_ _0"></span>cząca  oceny <span class="_ _9"> </span>dostawców,<span class="_ _1"></span> <span class="_ _9"> </span>będąca  częścią <span class="_ _9"> </span>systemu  zarządzania </div><div class="t m0 x1 h2 y107e ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwem <span class="_ _8"></span>(SMS) <span class="_ _8"></span>oraz <span class="_ _7"></span>systemu <span class="_ _8"></span>zarządzania <span class="_ _8"></span>utrzymaniem <span class="_ _8"></span>(MMS). <span class="_ _8"></span>Procedura <span class="_ _8"></span>opisuje <span class="_ _8"></span>procesu <span class="_ _8"></span>oceny <span class="_ _8"></span>dostawców </div><div class="t m0 x1 h2 y36b ff1 fs0 fc1 sc0 ls0 ws0">materiałów, <span class="_ _8"></span>częśc<span class="_ _1"></span>i <span class="_ _8"></span>zamiennych <span class="_ _8"></span>i <span class="_ _8"></span>usług oraz <span class="_ _7"></span>w<span class="_ _1"></span>eryfikacji <span class="_ _0"></span>dostaw <span class="_ _8"></span>i <span class="_ _8"></span>us<span class="_ _1"></span>ług <span class="_ _8"></span>realizowanych <span class="_ _8"></span>przez dostawców <span class="_ _8"></span>pod <span class="_ _8"></span>względem </div><div class="t m0 x1 h2 yd20 ff1 fs0 fc1 sc0 ls0 ws0">bezpieczeństwa systemu kolejowego.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1525 ff1 fs0 fc0 sc0 ls0 ws0">Praktyki płatnicze<span class="ff2"> </span></div></div><div class="c x1 y1526 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls6 ws0">G1<span class="ls0">-2   G1-6<span class="fc1"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf10b" class="pf w0 h0" ><div class="pc pc10b w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">267<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Grupa  UNIMOT, <span class="_ _9"> </span>zgodnie  z  Ustawą  o <span class="_ _9"> </span>przeciwdziałaniu  nadmiernym  opóźnieniom <span class="_ _9"> </span>w  transakcjach  handlowych, </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">przywiązuje  dużą <span class="_ _e"> </span>wagę  do<span class="_ _1"></span>  termino<span class="_ _1"></span>wego  regulowania <span class="_ _e"> </span>płatności. <span class="_ _e"> </span>Troska  o <span class="_ _e"> </span>terminowość  wynika <span class="_ _e"> </span>z  dbałośc<span class="_ _1"></span>i  o </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">transparentność <span class="_ _c"> </span>i <span class="_ _b"> </span>uc<span class="_ _1"></span>zciwość <span class="_ _b"> </span>w <span class="_ _c"> </span>relacjach <span class="_ _c"> </span>handlowych <span class="_ _c"> </span>oraz <span class="_ _b"> </span>c<span class="_ _1"></span>hęci <span class="_ _c"> </span>minimalizowania <span class="_ _b"> </span>ryzyka <span class="_ _c"> </span>opóźnień, <span class="_ _c"> </span>które <span class="_ _c"> </span>mogą </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">negatywnie wpływać na działalność gospodarczą i <span class="_ _8"></span>re<span class="_ _1"></span>lacje z partnerami.<span class="ff2"> </span></div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _1"></span>ramach <span class="_ _1"></span>umó<span class="_ _1"></span>w <span class="_ _1"></span>z <span class="_ _1"></span>kontrahentami <span class="_ _1"></span>i <span class="_ _6"></span>dostawcami <span class="_ _1"></span>każdorazow<span class="_ _1"></span>o <span class="_ _1"></span>określa <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>standardowe <span class="_ _1"></span>warunki <span class="_ _1"></span>płatnośc<span class="_ _1"></span>i <span class="_ _1"></span>zgodnie <span class="_ _1"></span>z </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">ogólnie <span class="_ _8"></span>przyjętymi <span class="_ _7"></span>praktykami <span class="_ _0"></span>rynkowymi. <span class="_ _8"></span>Standardowe <span class="_ _8"></span>warunki <span class="_ _7"></span>płatnoś<span class="_ _1"></span>ci <span class="_ _7"></span>s<span class="_ _1"></span>tosowane <span class="_ _8"></span>przez <span class="_ _7"></span>Grupę <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>obejmują </div><div class="t m0 x1 h2 y146 ff2 fs0 fc1 sc0 ls0 ws0">m.in.: </div><div class="t m0 xa h11 y753 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Okresy <span class="_ _6"></span>płatnoś<span class="_ _1"></span>ci <span class="_ _6"></span>ustalane <span class="_ _a"></span>indywidualnie <span class="_ _a"></span>z <span class="_ _a"></span>każdym <span class="_ _6"></span>kontrahe<span class="_ _1"></span>ntem, <span class="_ _a"></span>jednak <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _6"></span>granicach <span class="_ _a"></span>typowych <span class="_ _a"></span>okresów </span></span></div><div class="t m0 xc h2 y754 ff1 fs0 fc1 sc0 ls0 ws0">płatności w branży;<span class="ff2"> </span></div><div class="t m0 xc h2 y755 ff1 fs0 fc1 sc0 ls0 ws0">Kary <span class="_ _4"></span>za <span class="_ _5"> </span>opóźnienia <span class="_ _5"> </span>–<span class="ff2"> <span class="_ _5"> </span></span>w <span class="_ _4"> </span>pr<span class="_ _1"></span>zypadku <span class="_ _4"></span>niewywiązania <span class="_ _5"> </span>się <span class="_ _5"> </span>z <span class="_ _4"> </span>te<span class="_ _1"></span>rminów <span class="_ _5"> </span>płatności, <span class="_ _5"> </span>Grupa <span class="_ _4"> </span>s<span class="_ _1"></span>tosuje <span class="_ _4"></span>mechanizmy </div><div class="t m0 xc h2 y756 ff1 fs0 fc1 sc0 ls0 ws0">odsetek ustawowych lub umownych zgodnych z obowiązującymi <span class="_ _0"></span>regulacjami prawnymi.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y122 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _7"></span>nie<span class="_ _1"></span> <span class="_ _8"></span>posiada <span class="_ _7"></span>fo<span class="_ _1"></span>rmalnej <span class="_ _8"></span>polityki, <span class="_ _8"></span>której <span class="_ _8"></span>cele<span class="_ _1"></span>m <span class="_ _7"></span>jes<span class="_ _1"></span>t <span class="_ _7"></span>zapobi<span class="_ _1"></span>eganie <span class="_ _7"></span>opóźnieniom <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _7"></span>płatnośc<span class="_ _1"></span>iach<span class="_ _1"></span>. <span class="_ _8"></span>Obieg <span class="_ _8"></span>dokumentów </div><div class="t m0 x1 h2 y757 ff1 fs0 fc1 sc0 ls0 ws0">dostosowany <span class="_ _a"></span>jest <span class="_ _4"></span>do <span class="_ _a"></span>specyfiki <span class="_ _4"></span>danej <span class="_ _a"></span>S<span class="_ _1"></span>półki. <span class="_ _4"></span><span class="ff2">UNIMOT <span class="_ _a"></span>S.A.,<span class="_ _1"></span> <span class="_ _a"></span>UNIMOT <span class="_ _4"></span>Paliwa <span class="_ _a"></span>S.A.<span class="_ _1"></span>, <span class="_ _a"></span>UNIMOT <span class="_ _4"></span>Commodities, <span class="_ _4"></span>UNIMOT </span></div><div class="t m0 x1 h2 y758 ff2 fs0 fc1 sc0 ls0 ws0">Energia <span class="_ _5"> </span>i <span class="_ _b"> </span>Gaz<span class="_ _1"></span> <span class="_ _5"> </span>oraz <span class="_ _b"> </span>UNIMOT <span class="_ _b"> </span>Bitume<span class="_ _1"></span>n <span class="_ _5"> </span><span class="ff1">podjęły<span class="_ _1"></span> <span class="_ _5"> </span>szere<span class="_ _1"></span>g <span class="_ _5"> </span>działań <span class="_ _b"> </span>mających <span class="_ _b"> </span>na <span class="_ _b"> </span>celu <span class="_ _b"> </span>sformalizowanie <span class="_ _b"> </span>procesu <span class="_ _b"> </span>obiegu </span></div><div class="t m0 x1 h2 y759 ff1 fs0 fc1 sc0 ls0 ws0">dokumentów <span class="_ _4"></span>płatniczych. <span class="_ _4"> </span>W<span class="_ _1"></span> <span class="_ _4"></span>celu <span class="_ _4"></span>usprawnienia <span class="_ _4"> </span>obiegu <span class="_ _4"> </span>fakt<span class="_ _1"></span>ur <span class="_ _4"></span>kosztowych <span class="_ _4"> </span>i <span class="_ _5"> </span>towarowych, <span class="_ _4"></span>a <span class="_ _4"></span>także <span class="_ _5"> </span>aby <span class="_ _4"></span>mieć <span class="_ _5"> </span>pełną </div><div class="t m0 x1 h2 y75a ff1 fs0 fc1 sc0 ls0 ws0">kontrolę nad tym proce<span class="_ _1"></span>sem oraz nad czasem jaki zajmują po<span class="_ _1"></span>szczególne etapy obie<span class="_ _1"></span>gu dokumentu <span class="_ _1"></span>płatniczego został </div><div class="t m0 x1 h2 y75b ff1 fs0 fc1 sc0 ls0 ws0">wdrożony Elektroniczny Obieg Dokumentów<span class="_ _1"></span> (EOD). Przed wdrożeniem systemu obieg faktur miał formę analogową, </div><div class="t m0 x1 h2 y75c ff1 fs0 fc1 sc0 ls0 ws0">w postaci przekazywania i opisywania <span class="_ _8"></span>fa<span class="_ _1"></span>ktur papierowych albo ich skanów. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf75 ff1 fs0 fc1 sc0 ls0 ws0">Kwestie <span class="_ _0"></span>związane <span class="_ _8"></span>z akcepta<span class="_ _0"></span>cją kosztów <span class="_ _8"></span>oraz p<span class="_ _8"></span>ro<span class="_ _1"></span>cesowaniem <span class="_ _8"></span>płatnośc<span class="_ _1"></span>i <span class="_ _8"></span>uregulowane są <span class="ff2">w <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>S<span class="_ _1"></span>.A. <span class="_ _8"></span>o<span class="_ _1"></span>raz <span class="_ _8"></span>UNIMOT </span></div><div class="t m0 x1 h2 yd0b ff2 fs0 fc1 sc0 ls0 ws0">Paliwa przez: </div><div class="t m0 xa h11 y3e9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Procedurę płatności,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 ydaf ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Uchwałę Zarządu w zakresie uprawnień do akceptacji k<span class="_ _0"></span>osztów.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 yf40 ff1 fs0 fc1 sc0 ls0 ws0">Faktury <span class="_ _1"></span>rejestro<span class="_ _1"></span>wane <span class="_ _1"></span>s<span class="_ _1"></span>ą <span class="_ _1"></span>automatycznie <span class="_ _6"></span>z <span class="_ _1"></span>uż<span class="_ _1"></span>yciem <span class="_ _6"></span>OCR, <span class="_ _6"></span>lub <span class="_ _1"></span>za <span class="_ _6"></span>pomocą <span class="_ _6"></span>dedykowanej <span class="_ _6"></span>skrzynki <span class="_ _1"></span>Exc<span class="_ _1"></span>hange, <span class="_ _1"></span>do <span class="_ _6"></span>które<span class="_ _1"></span>j </div><div class="t m0 x1 h2 yf41 ff1 fs0 fc1 sc0 ls0 ws0">spływają <span class="_ _0"></span>skany dokumentów. Następnie <span class="_ _8"></span>s<span class="_ _1"></span>ą OCR<span class="ff2">-</span>owane oraz <span class="_ _8"></span>przesyłane do weryfika<span class="_ _0"></span>cji pracowników k<span class="_ _0"></span>sięgowości. Po<span class="_ _8"></span> </div><div class="t m0 x1 h2 y189 ff1 fs0 fc1 sc0 ls0 ws0">zweryfikowaniu <span class="_ _c"> </span>trafiają <span class="_ _c"> </span>do <span class="_ _c"> </span>użytkownika <span class="_ _c"> </span><span class="ff2">o<span class="_ _1"></span>dpowiedzialnego <span class="_ _c"> </span>za <span class="_ _c"> </span>dany <span class="_ _c"> </span>koszt <span class="_ _c"> </span>(pracownika <span class="_ _9"> </span>merytorycznego). <span class="_ _c"> </span>Ma <span class="_ _c"> </span>on </span></div><div class="t m0 x1 h2 y18a ff1 fs0 fc1 sc0 ls0 ws0">obowiązek <span class="_ _5"> </span>potwierdzić, <span class="_ _5"> </span>czy <span class="_ _5"> </span>termin <span class="_ _5"> </span>płatnośc<span class="_ _1"></span>i <span class="_ _5"> </span>w <span class="_ _5"> </span>systemie <span class="_ _5"> </span>EOD <span class="_ _5"> </span>jest <span class="_ _b"> </span>zgodny <span class="_ _4"></span>z <span class="_ _5"> </span>te<span class="_ _1"></span>rminem <span class="_ _5"> </span>zawartym <span class="_ _4"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>fakturze. <span class="_ _5"> </span>Po </div><div class="t m0 x1 h2 yb3b ff1 fs0 fc1 sc0 ls0 ws0">uzyskaniu <span class="_ _1"></span>jego <span class="_ _1"></span>akce<span class="_ _1"></span>ptacji i<span class="_ _1"></span> <span class="_ _1"></span>ro<span class="_ _1"></span>zbiciu <span class="_ _1"></span>kosztów <span class="_ _1"></span>dokumentu <span class="_ _1"></span>na<span class="_ _1"></span> <span class="_ _1"></span>MPK <span class="_ _6"></span>i <span class="_ _1"></span>opisaniu <span class="_ _6"></span>kosztu <span class="_ _1"></span>do<span class="_ _1"></span>ku<span class="_ _1"></span><span class="ff2">ment <span class="_ _1"></span>jest <span class="_ _6"></span>przekazywany <span class="_ _1"></span>do </span></div><div class="t m0 x1 h2 yf31 ff1 fs0 fc1 sc0 ls0 ws0">akceptacji <span class="_ _a"></span>każdego <span class="_ _4"></span>z <span class="_ _4"></span>właścicieli <span class="_ _a"></span>MPK, <span class="_ _4"></span>do <span class="_ _4"></span>których <span class="_ _a"></span>kos<span class="_ _1"></span>zty <span class="_ _a"></span>zos<span class="_ _1"></span>tały <span class="_ _a"></span>przypisane. <span class="_ _a"></span>Po <span class="_ _4"> </span>zebraniu <span class="_ _4"></span>wszystkich <span class="_ _4"></span>wymaganych </div><div class="t m0 x1 h2 yfa8 ff1 fs0 fc1 sc0 ls0 ws0">akceptacji <span class="_ _10"> </span>do<span class="_ _1"></span>kument <span class="_ _24"> </span>jest <span class="_ _24"> </span>przekazy<span class="_ _0"></span>wany <span class="_ _24"> </span>do <span class="_ _24"> </span>księgowości. <span class="_ _24"> </span>Księgowość <span class="_ _24"> </span>dokonuje <span class="_ _24"> </span>ostatecznej <span class="_ _24"> </span>weryfikacji <span class="_ _10"> </span>i </div><div class="t m0 x1 h2 y18d ff2 fs0 fc1 sc0 ls0 ws0">automatycznej <span class="_ _a"></span>rejest<span class="_ _1"></span>racji <span class="_ _a"></span>w <span class="_ _a"></span>systemie <span class="_ _4"></span>ERP. <span class="_ _a"></span>Faktura <span class="_ _a"></span>przecho<span class="_ _1"></span>dzi <span class="_ _a"></span>do <span class="_ _a"></span>kroku <span class="_ _a"></span>archiw<span class="_ _1"></span>alnego. <span class="_ _a"></span>System <span class="_ _4"></span>ERP <span class="_ _a"></span>generuje <span class="_ _4"></span>listy </div><div class="t m0 x1 h2 y18e ff1 fs0 fc1 sc0 ls0 ws0">płatności obejmujące faktury z terminem płatności na bieżą<span class="_ _0"></span>cy dzień.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf35 ff1 fs0 fc1 sc0 ls0 ws0">System <span class="_ _8"></span>umożliwia <span class="_ _0"></span>również <span class="_ _8"></span>automatyczne <span class="_ _8"></span>ustawie<span class="_ _1"></span>nie <span class="_ _8"></span>wcześniejszej <span class="_ _8"></span>daty <span class="_ _8"></span>realizacji <span class="_ _8"></span>płatnośc<span class="_ _1"></span>i <span class="_ _7"></span>dla <span class="_ _8"></span>wraż<span class="_ _1"></span>liwych <span class="_ _8"></span>odbiorców. </div><div class="t m0 x1 h2 y50a ff1 fs0 fc1 sc0 ls0 ws0">Faktyczny termin płatności jest w ich przypadku wcześniejszy, niż wskaz<span class="_ _0"></span>any w fakturze.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y7d0 ff1 fs0 fc1 sc0 ls0 ws0">Termin <span class="_ _d"> </span>płatności <span class="_ _d"> </span>je<span class="_ _1"></span>st <span class="_ _d"> </span>indywidualnie <span class="_ _d"> </span>uzgadniany <span class="_ _d"> </span>pomiędz<span class="_ _1"></span>y <span class="_ _d"> </span>dostawcą, <span class="_ _d"> </span>a<span class="_ _1"></span> <span class="_ _d"> </span>osobą <span class="_ _d"> </span>w <span class="_ _17"> </span>Spółce <span class="_ _d"> </span>z <span class="_ _d"> </span>Grupy <span class="_ _d"> </span>UNIMOT<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y7d1 ff1 fs0 fc1 sc0 ls0 ws0">odpowiedzialną za zamówienia i ne<span class="_ _1"></span>gocjację warunków z <span class="_ _1"></span>danym dostawcą. Zazwyczaj <span class="_ _1"></span>jest to 14 dni<span class="_ _1"></span> kalendarzowych </div><div class="t m0 x1 h2 y7d2 ff1 fs0 fc1 sc0 ls0 ws0">i jest to w większości przypadków wystarczający <span class="_ _0"></span>termin aby przeprocesować fakturę bez opóźnienia.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y78c ff1 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _4"></span><span class="ff2">UNIMOT <span class="_ _5"> </span>Infrastruktura <span class="_ _5"> </span></span>(11 <span class="_ _5"> </span>grudnia <span class="_ _4"></span>2024 <span class="_ _5"> </span>r. <span class="_ _5"> </span>włączona <span class="_ _5"> </span>do <span class="_ _5"> </span>struktur <span class="_ _4"> </span>UNIMOT <span class="_ _5"> </span>Te<span class="_ _1"></span>rminale) <span class="_ _4"> </span><span class="ff2">pos<span class="_ _1"></span>iada <span class="_ _4"></span>formalnie </span></div><div class="t m0 x1 h2 y1029 ff1 fs0 fc1 sc0 ls0 ws0">wdrożone <span class="_ _5"> </span>instrukcje <span class="_ _5"> </span>o <span class="_ _5"> </span> <span class="_ _5"> </span>sporządzaniu, <span class="_ _5"> </span>kontroli <span class="_ _5"> </span> <span class="_ _5"> </span>i <span class="_ _5"> </span> <span class="_ _5"> </span>obiegu <span class="_ _5"> </span> <span class="_ _b"> </span>dokumentacji <span class="_ _4"></span>w <span class="_ _b"> </span> <span class="_ _5"> </span>przedsiębiorstwie. <span class="_ _5"> </span>Pierwsza <span class="_ _5"> </span>z <span class="_ _4"> </span>nic<span class="_ _1"></span>h <span class="_ _b"> </span><span class="ff2">-<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y139 ff1 fs0 fc1 sc0 ls0 ws0">Instrukcja <span class="_ _c"> </span>o <span class="_ _b"> </span> <span class="_ _c"> </span>sporządzaniu, <span class="_ _c"> </span>kontroli <span class="_ _c"> </span> <span class="_ _b"> </span>i <span class="_ _c"> </span> <span class="_ _c"> </span>obiegu <span class="_ _b"> </span> <span class="_ _c"> </span>dokumentacji <span class="_ _c"> </span>w <span class="_ _c"> </span> <span class="_ _c"> </span>przedsiębiorstwie <span class="_ _9"> </span>–<span class="ff2"> <span class="_ _b"> </span></span>faktury <span class="_ _c"> </span>obce” <span class="_ _c"> </span><span class="ff2">- <span class="_ _c"> </span>dotyczy </span></div><div class="t m0 x1 h2 yd56 ff1 fs0 fc1 sc0 ls0 ws0">prawidłowego funkcjonowania obiegu i rozliczania faktur obcych i<span class="_ _1"></span> określa zasady obiegu, kontroli i rozliczania faktur </div><div class="t m0 x1 h2 y1527 ff1 fs0 fc1 sc0 ls0 ws0">obcych oraz <span class="_ _1"></span>odpowiedzialności <span class="_ _1"></span>pracowników. Druga <span class="_ _6"></span><span class="ff2">- <span class="_ _1"></span></span>„Instrukcja o <span class="_ _1"></span> <span class="_ _1"></span>sporządzaniu, <span class="_ _1"></span>kontroli <span class="_ _1"></span> i <span class="_ _1"></span> <span class="_ _1"></span>obiegu <span class="_ _1"></span> dokumentacji </div><div class="t m0 x1 h2 y1cd ff1 fs0 fc1 sc0 ls0 ws0">w <span class="_ _1d"> </span> <span class="_ _1d"> </span>przedsiębiorstwie <span class="_ _1f"> </span>–<span class="ff2"> <span class="_ _1d"> </span></span>obrót <span class="_ _1d"> </span>bezgotówkowy” <span class="_ _1d"> </span>–<span class="ff2"> <span class="_ _1d"> </span></span>okre<span class="_ _1"></span>śla <span class="_ _1d"> </span>zasady <span class="_ _1d"> </span>prawidłowego <span class="_ _1d"> </span>funkcjonowania <span class="_ _1d"> </span>obrotu </div><div class="t m0 x1 h2 y13e9 ff1 fs0 fc1 sc0 ls0 ws0">bezgotówkowego, a w szczególności:<span class="ff2"> </span></div><div class="t m0 xa h11 yb61 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">stosowane dokumenty obrotu bezgotówkowego,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y33e ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zasady obsługi rachunków bankowych,<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y102c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">zasady inwentaryzacji środków pieniężnych na ra<span class="_ _0"></span>chunkach bankowych,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y80c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">odpowiedzialność pracowników w zakresie obrotu b<span class="_ _0"></span>ezgotówkowe<span class="_ _1"></span>go.<span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf10c" class="pf w0 h0" ><div class="pc pc10c w0 h0"><img class="bi x1 y1528 w18 h22e" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">268<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Opis procesu obiegu dokumentów kosztowych:<span class="ff2"> </span></div><div class="t m0 xa h11 y7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">dokumenty <span class="_ _d"> </span>kosztowe <span class="_ _d"> </span>(faktur<span class="_ _1"></span>y) <span class="_ _d"> </span>trafiają <span class="_ _d"> </span>do <span class="_ _d"> </span>s<span class="_ _1"></span>ekretariatu <span class="_ _19"> </span><span class="ff2">S</span>półki, <span class="_ _d"> </span>gdzie <span class="_ _d"> </span>są <span class="_ _d"> </span>re<span class="_ _1"></span>jestrowane, <span class="_ _d"> </span>a <span class="_ _d"> </span>następnie </span></span></div><div class="t m0 xc h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">przekazywane do księgowości,<span class="ff2"> </span></div><div class="t m0 xa h11 y143 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">pracownik <span class="_ _e"> </span>księ<span class="_ _1"></span>gowości <span class="_ _e"> </span>dokonuje <span class="_ _d"> </span>wstępnej <span class="_ _d"> </span>kontroli <span class="_ _d"> </span>otrzymanych <span class="_ _e"> </span>faktur <span class="_ _d"> </span>pod <span class="_ _d"> </span>względem <span class="_ _d"> </span>formalnym <span class="_ _e"> </span>i </span></span></div><div class="t m0 xc h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">rachunkowym, <span class="_ _6"></span>ujmuje <span class="_ _6"></span>je <span class="_ _1"></span>w <span class="_ _6"></span>systemie <span class="_ _6"></span>informatycznym <span class="_ _1"></span>i <span class="_ _6"></span>kieru<span class="_ _1"></span>je <span class="_ _1"></span>nie<span class="_ _1"></span>zwłocznie <span class="_ _1"></span>do <span class="_ _6"></span>jednostek <span class="_ _6"></span>organizacyjnych </div><div class="t m0 xc h2 y145 ff2 fs0 fc1 sc0 ls0 ws0">celem dokonania merytorycznej kontroli fak<span class="_ _0"></span>tur,<span class="_ _1"></span> </div><div class="t m0 xa h11 y146 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">skontrolowane <span class="_ _8"></span>faktury, zaopa<span class="_ _0"></span>trzone w <span class="_ _7"></span>kontrolkę<span class="_ _1"></span> <span class="_ _8"></span>„Kontrola dokumentu”, <span class="_ _7"></span>najpóźniej w <span class="_ _8"></span>następnym dniu <span class="_ _8"></span>pracy </span></span></div><div class="t m0 xc h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">wyżej wymienione jednostki organiz<span class="_ _0"></span>acyjne zwracają do księgowości,<span class="ff2"> </span></div><div class="t m0 xa h11 y148 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">pracownik <span class="_ _e"> </span>księgowości <span class="_ _e"> </span>dokonuje <span class="_ _e"> </span>ostatecznej <span class="_ _e"> </span>kontroli <span class="_ _e"> </span>pod <span class="_ _e"> </span>względem <span class="_ _e"> </span>rachunkowym <span class="_ _e"> </span>i <span class="_ _e"> </span>formalnym, <span class="_ _e"> </span>co </span></span></div><div class="t m0 xc h2 y149 ff1 fs0 fc1 sc0 ls0 ws0">potwierdza swoim czytelnym podpisem, a <span class="_ _0"></span>następnie dokonuje emisji przelewu z<span class="_ _0"></span> systemu z uwzględnieniem </div><div class="t m0 xc h2 y14a ff1 fs0 fc1 sc0 ls0 ws0">terminu płatności,<span class="ff2"> </span></div><div class="t m0 xa h11 y14b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wystawione <span class="_ _1"></span>polecenia przelewu podlegają <span class="_ _1"></span>akceptacji do <span class="_ _1"></span>zapłaty prze<span class="_ _1"></span>z dwie <span class="_ _1"></span>osoby z <span class="_ _1"></span>pośród o<span class="_ _1"></span>sób zgodnych </span></span></div><div class="t m0 xc h2 y14c ff1 fs0 fc1 sc0 ls0 ws0">z reprezentacją spółki i Głównego Księgowego,<span class="ff2"> </span></div><div class="t m0 xa h11 y14d ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">wczytanie <span class="_ _17"> </span>polecenia <span class="_ _f"> </span>przelewu <span class="_ _17"> </span>w <span class="_ _17"> </span>systemie <span class="_ _f"> </span>elektronicznym <span class="_ _17"> </span>jest <span class="_ _17"> </span>dokonywane <span class="_ _f"> </span>przez <span class="_ _17"> </span>upoważnionego </span></span></div><div class="t m0 xc h2 y14e ff1 fs0 fc1 sc0 ls0 ws0">pracownika księgowości, <span class="ff2"> </span></div><div class="t m0 xa h11 y14f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">realizacja p<span class="_ _0"></span>rzelewów<span class="_ _1"></span> wyma<span class="_ _0"></span>ga potwierdzenia <span class="_ _0"></span>przez dwie upoważnione osoby <span class="_ _8"></span>w sposób określony w umowie<span class="_ _0"></span> </span></span></div><div class="t m0 xc h2 y150 ff1 fs0 fc1 sc0 ls0 ws0">z bankiem prowadzącym rachunek (nr PIN, k<span class="_ _0"></span>arta podpisu z czytnikiem, kod SMS itp.).<span class="ff2"> </span></div><div class="t m0 x1 h2 yf2b ff1 fs0 fc1 sc0 ls0 ws0">Warunki <span class="_ _6"></span>płatności <span class="_ _a"></span>zależą <span class="_ _a"></span><span class="ff2">od <span class="_ _6"></span></span>s<span class="_ _1"></span>pecyfiki <span class="_ _6"></span>współpracy <span class="_ _a"></span>z <span class="_ _a"></span>każdym <span class="_ _6"></span>dostawcą, <span class="_ _a"></span>biorąc <span class="_ _6"></span>pod<span class="_ _1"></span> <span class="_ _6"></span>uwagę <span class="_ _4"></span><span class="ff2">charakter <span class="_ _6"></span>dos<span class="_ _1"></span>tarczanych </span></div><div class="t m0 x1 h2 y1026 ff1 fs0 fc1 sc0 ls0 ws0">produktów i usł<span class="_ _1"></span>ug. W przypadku stałych <span class="_ _1"></span>umów z dostawc<span class="_ _1"></span>ami Spółka stosuje <span class="_ _1"></span>14<span class="_ _1"></span><span class="ff2">-<span class="ls38">to</span>, 21-<span class="ls17">no</span> lub 30-to<span class="_ _1"></span> dniowe te<span class="_ _1"></span>rminy </span></div><div class="t m0 x1 h2 y76b ff1 fs0 fc1 sc0 ls0 ws0">płatności, <span class="_ _a"></span>w <span class="_ _6"></span>zależnośc<span class="_ _1"></span>i <span class="_ _6"></span>od <span class="_ _a"></span>ustaleń <span class="_ _a"></span>zawartych <span class="_ _6"></span>w <span class="_ _a"></span>kontrakcie. <span class="_ _a"></span>Króts<span class="_ _1"></span>ze <span class="_ _6"></span>terminy <span class="_ _a"></span>płatności <span class="_ _a"></span>dotyczą <span class="_ _a"></span>głownie <span class="_ _a"></span>dostawców </div><div class="t m0 x1 h2 y101f ff1 fs0 fc1 sc0 ls0 ws0">strategicznych <span class="_ _4"></span>(dostawa <span class="_ _a"></span>me<span class="_ _1"></span>diów, <span class="_ _4"></span>energia), <span class="_ _a"></span>z <span class="_ _5"> </span>którymi <span class="_ _4"></span>Spółka <span class="_ _4"></span>współpracuje <span class="_ _4"></span>regularnie, <span class="_ _4"></span>co <span class="_ _4"></span>pozwala <span class="_ _4"></span>na <span class="_ _4"></span>utrzymanie </div><div class="t m0 x1 h2 y7c9 ff1 fs0 fc1 sc0 ls0 ws0">płynnych relacji bizn<span class="ff2">esowych.  </span></div><div class="t m0 x1 h2 y76e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _4"> </span>pozos<span class="_ _1"></span>tałych <span class="_ _4"></span>Spółkach <span class="_ _5"> </span>Grupy <span class="_ _5"> </span>obieg <span class="_ _5"> </span>dokumentów <span class="_ _5"> </span>kosztowych <span class="_ _b"> </span>opiera <span class="_ _5"> </span>się <span class="_ _5"> </span>na <span class="_ _5"> </span>przekazywaniu <span class="_ _5"> </span>i <span class="_ _5"> </span>opisywania <span class="_ _5"> </span>faktur </div><div class="t m0 x1 h2 y76f ff1 fs0 fc1 sc0 ls0 ws0">papierowych <span class="_ _e"> </span>al<span class="_ _1"></span>bo <span class="_ _e"> </span>ich <span class="_ _d"> </span>skanów<span class="_ _1"></span>. <span class="_ _e"> </span>P<span class="_ _1"></span>łatności <span class="_ _d"> </span>są <span class="_ _d"> </span>regulowane <span class="_ _e"> </span>zgo<span class="_ _1"></span>dnie <span class="_ _e"> </span>z<span class="_ _1"></span> <span class="_ _e"> </span>terminami <span class="_ _d"> </span>okreś<span class="_ _1"></span>lonymi <span class="_ _d"> </span><span class="ff2">w <span class="_ _d"> </span>fakturach <span class="_ _d"> </span>lub </span></div><div class="t m0 x1 h2 y213 ff1 fs0 fc1 sc0 ls0 ws0">wynikającymi z umów, tj. na datę zapadalności zob<span class="_ _0"></span>owiązania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf30 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>2024 rok<span class="_ _0"></span>u <span class="_ _8"></span>roz<span class="_ _1"></span>poczęły <span class="_ _8"></span>się p<span class="_ _8"></span>race<span class="_ _1"></span> <span class="_ _8"></span>mające <span class="_ _8"></span>na celu <span class="_ _7"></span>do<span class="_ _1"></span>danie <span class="_ _8"></span>do k<span class="_ _8"></span>artote<span class="_ _1"></span>k <span class="_ _8"></span>kontrahentów funkcjonalności, <span class="_ _8"></span>zgodnie <span class="_ _8"></span>z <span class="_ _8"></span>którą<span class="_ _1"></span> </div><div class="t m0 x1 h2 y1027 ff1 fs0 fc1 sc0 ls0 ws0">Spółki <span class="_ _1"></span>będą <span class="_ _1"></span>mogły <span class="_ _6"></span>dzielić <span class="_ _1"></span>swoich <span class="_ _6"></span>partnerów <span class="_ _1"></span>biznesowych <span class="_ _6"></span>z <span class="_ _1"></span>uwagi <span class="_ _1"></span>na <span class="_ _1"></span>wie<span class="_ _1"></span>lkość <span class="_ _1"></span>prowadzonej <span class="_ _1"></span>przez <span class="_ _1"></span>nich <span class="_ _6"></span>działalności. </div><div class="t m0 x1 h2 y109a ff1 fs0 fc1 sc0 ls0 ws0">Powyższe działanie umożliwi pr<span class="_ _1"></span>ezentację średniego czasu,<span class="_ _1"></span> który zajmuje Spółce <span class="_ _1"></span>opłacenie faktury na rze<span class="_ _1"></span>cz małych i </div><div class="t m0 x1 h2 y109b ff1 fs0 fc1 sc0 ls0 ws0">średnich przedsiębiorstw w kolejnym Spra<span class="_ _0"></span>wozdaniu. <span class="ff2"> </span></div><div class="t m0 x1 h2 y1020 ff1 fs0 fc1 sc0 ls0 ws0">Średni  czas, <span class="_ _e"> </span>jaki  zajmuje  <span class="ff2">danej <span class="_ _e"> </span>S</span>półce  uregulowanie  faktury  o<span class="_ _1"></span>d  dnia  rozpoczęcia <span class="_ _e"> </span>obliczania<span class="_ _0"></span>  umowne<span class="_ _1"></span>go  lub </div><div class="t m0 x1 h2 yf10 ff1 fs0 fc1 sc0 ls0 ws0">ustawowego terminu płatności przedstawia poniższ<span class="ff2">a tabela*: </span></div></div><div class="c x1 y1194 w111 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT S.A. <span class="ff1">–</span> 7 dni  </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c y1194 w111 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Terminale <span class="ff1">–</span> 3,5 dnia </div></div><div class="c x7d y1194 w112 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Aviation<span class="ls2">, </span>UNIMOT <span class="_ _0"></span>Aviation </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">SERVICES <span class="ff1">–</span> 22 dni**<span class="lsc">  </span> </div></div><div class="c x1 yabd w111 h16"><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Paliwa <span class="ff1">–</span> 4 dni </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c yabd w111 h16"><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Infrastruktura <span class="ff1">–</span> 2 dni </div></div><div class="c x7d yabd w112 h16"><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">RCEkoenergia <span class="ff1">–</span> 9 dni </div></div><div class="c x1 y7bf w111 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT System <span class="ff1">–</span> 5 dni </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c y7bf w111 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Commodities <span class="ff1">–</span> 13 dni </div></div><div class="c x7d y7bf w112 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Operator Klastra Energii <span class="ff1">–</span> 2 dni </div></div><div class="c x1 yc75 w111 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Energia i Gaz <span class="ff1">–</span> 9 dni </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c yc75 w111 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Bitumen <span class="ff1">–</span> 3,46 dnia </div></div><div class="c x7d yc75 w112 h15"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">OLAVION <span class="ff1">–</span> 3,8 dnia </div></div><div class="c x1 y1cc w111 h168"><div class="t m0 xb h2 yd02 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Tradea <span class="ff1">–</span> 2 dni </div><div class="t m0 xb h2 y1529 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c y1cc w111 h168"><div class="t m0 xb h2 yd02 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Asia <span class="ff1">–</span> faktury w Chinach </div><div class="t m0 xb h2 y1529 ff1 fs0 fc1 sc0 ls0 ws0">Spółka otrzymuje po dokonaniu </div><div class="t m0 xb h2 y152a ff1 fs0 fc1 sc0 ls0 ws0">płatności, są one wprowadzane do </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">systemu po zakończonej transakcji. <span class="ff2"> </span></div></div><div class="c x7d y1cc w112 h168"><div class="t m0 xb h2 yd02 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT Ukraina <span class="ff1">–</span> 3 dni </div></div><div class="c x1 y12f1 w111 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c y12f1 w111 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7d y12f1 w112 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y5e1 ff2 fs0 fc1 sc0 ls0 ws0">* <span class="_ _1"></span>W<span class="_ _1"></span> <span class="_ _1"></span><span class="ff1">ob<span class="_ _1"></span>liczeniach <span class="_ _1"></span>podano <span class="_ _6"></span>śre<span class="_ _1"></span>dnią <span class="_ _1"></span>liczbę <span class="_ _a"></span>dni <span class="_ _1"></span>zapłaty <span class="_ _6"></span>faktur<span class="_ _1"></span>y <span class="_ _1"></span>l<span class="_ _1"></span>iczoną <span class="_ _1"></span>od<span class="_ _1"></span> <span class="_ _1"></span>dn<span class="_ _1"></span></span>i<span class="_ _1"></span><span class="ff1">a <span class="_ _1"></span>w<span class="_ _1"></span>pływu <span class="_ _1"></span>faktury <span class="_ _a"></span>do <span class="_ _1"></span>dnia<span class="_ _1"></span> <span class="_ _1"></span>przygotowania </span></div><div class="t m0 x1 h2 y152b ff1 fs0 fc1 sc0 ls0 ws0">faktury do zapłaty (zaksięgowania dokumentu). <span class="ff2"> </span></div><div class="t m0 x1 h2 y11e8 ff1 fs0 fc1 sc0 ls0 ws0">** <span class="_ _4"> </span>Spół<span class="_ _1"></span>ki <span class="_ _4"></span>korzystają <span class="_ _5"> </span>z <span class="_ _4"> </span>us<span class="_ _1"></span>ług <span class="_ _5"> </span>biura <span class="_ _4"></span>r<span class="_ _1"></span>achunkowego. <span class="_ _5"> </span>Dokumenty <span class="_ _4"></span>z <span class="_ _5"> </span>danego <span class="_ _5"> </span>miesiąca <span class="_ _5"> </span>są <span class="_ _b"> </span><span class="ff2">prze<span class="_ _1"></span>kazywane <span class="_ _4"></span>do <span class="_ _5"> </span>biura <span class="_ _5"> </span>po </span></div><div class="t m0 x1 h2 y7ee ff1 fs0 fc1 sc0 ls0 ws0">zakończeniu <span class="_ _e"> </span>mie<span class="_ _1"></span>siąca <span class="_ _e"> </span>(o<span class="_ _1"></span>koło <span class="_ _e"> </span>10<span class="_ _1"></span><span class="ff2">-</span>15 <span class="_ _d"> </span>dnia <span class="_ _d"> </span>następnego <span class="_ _d"> </span>mie<span class="_ _1"></span>siąca). <span class="_ _e"> </span>Płatnoś<span class="_ _1"></span>ci <span class="_ _e"> </span>s<span class="_ _1"></span>ą <span class="_ _e"> </span>realizo<span class="_ _1"></span>wane <span class="_ _e"> </span>przed<span class="_ _1"></span> <span class="_ _e"> </span>fa<span class="_ _1"></span>ktycznym </div><div class="t m0 x1 h2 y2db ff1 fs0 fc1 sc0 ls0 ws0">zaksięgowaniem faktury w księgach.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf10d" class="pf w0 h0" ><div class="pc pc10d w0 h0"><img class="bi x9 y1083 w9 h1c1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">269<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 4-1<span class="ff1">. Średni czas zapłaty faktury w poszczególnych Spółkach Grupy<span class="_ _0"></span> UNIMOT w 2024 roku. <span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 y7 ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>w <span class="_ _6"></span>2024 <span class="_ _a"></span>roku <span class="_ _a"></span>nie <span class="_ _a"></span>obliczyła <span class="_ _6"></span>odsetka <span class="_ _a"></span>płatności <span class="_ _a"></span>niezgodnych <span class="_ _6"></span>ze <span class="_ _a"></span>standardowymi <span class="_ _6"></span>warunkami <span class="_ _a"></span>płatności, </div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">ponieważ <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>okres<span class="_ _1"></span>ie <span class="_ _8"></span>sprawozdawczym <span class="_ _7"></span>nie <span class="_ _8"></span>wystąpiły <span class="_ _8"></span>istotne <span class="_ _8"></span>pr<span class="_ _1"></span>zypadki, <span class="_ _7"></span>w <span class="_ _8"></span>których <span class="_ _8"></span>płatno<span class="_ _1"></span>ści <span class="_ _8"></span>byłyby <span class="_ _7"></span>znacząco <span class="_ _8"></span>opóźnione </div><div class="t m0 x1 h2 y143 ff2 fs0 fc1 sc0 ls0 ws0">lub <span class="_ _a"></span>niezgodne <span class="_ _a"></span>z <span class="_ _a"></span>ustalonymi <span class="_ _a"></span>warunkami <span class="_ _4"></span><span class="ff1">płatności.</span> <span class="_ _a"></span><span class="ff1">W <span class="_ _a"></span>przypadku <span class="_ _a"></span>wystąpienia <span class="_ _a"></span>opóźnień, <span class="_ _a"></span>Grupa <span class="_ _4"></span>podejmuje <span class="_ _a"></span>działania </span></div><div class="t m0 x1 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">korygujące, w tym naliczanie odsetek ustawowych lub umownych, zgodnie z<span class="_ _0"></span> zawartymi umowami.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y794 ff2 fs0 fc1 sc0 ls0 ws0">W 2024 roku <span class="ff1">żadna ze Spół</span><span class="ls16">ek</span> Grupy UN<span class="_ _0"></span>IMOT nie <span class="ff1">był</span>a <span class="ff1">stroną pozwaną w postępowaniu</span> <span class="ff1">w związku z opóźnieniem w </span></div><div class="t m0 x1 h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">płatnościach<span class="ff2">. </span></div><div class="t m0 xa hf yd93 ff2 fs1 fc7 sc0 ls0 ws0">4.3.<span class="ff5"> <span class="_ _8"></span><span class="ff2">Zapobieganie korupcji i p<span class="_ _8"></span>rzekupstwu </span></span></div><div class="t m0 x1 h2 y152c ff2 fs0 fce sc0 ls0 ws0">Istotne zagadnienie <span class="ff1">wynikające z badania podwójnej istotności</span><span class="fc17"> </span></div></div><div class="c x1 yef8 w6c h63"><div class="t m0 xb h2 y661 ff2 fs0 fc1 sc0 ls0 ws0">Obszar </div></div><div class="c x7e yef8 w6d h63"><div class="t m0 x111 h2 y661 ff1 fs0 fc1 sc0 ls0 ws0">Ład korporacyjny (G)<span class="ff2"> </span></div></div><div class="c x1 y152d w6c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">ESRS </div></div><div class="c x7e y152d w6d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">G1 Postępowanie w biznesie<span class="ff2"> </span></div></div><div class="c x1 y58d w6c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Temat istotny </div></div><div class="c x7e y58d w6d h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zapobieganie oraz wykrywanie korupcji i przekupstw </div></div><div class="c x1 y152e w6c h11d"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ocena wpływu<span class="ff2"> </span></div></div><div class="c x7e y152f w6e hf4"><div class="t m0 xb h2 y122f ff2 fs0 fcf sc0 ls0 ws0">Pozytywny,</div></div><div class="c x7e y152e w6d h11d"><div class="t m0 x7f h2 y3fc ff2 fs0 fc10 sc0 ls0 ws0"> <span class="fc1">rzeczywisty </span></div></div><div class="c x1 yac w6c h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Odpowiedzialność<span class="ff2"> </span></div></div><div class="c x7e yac w6d h5b"><div class="t m0 x111 h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Dyrektor Biura Prawnego UNIMOT S.A. </div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y739 ff1 fs0 fce sc0 ls0 ws0">Ujawnienia Grupy UNIMOT w zakresie istotnych tematów<span class="ff2"> </span></div></div><div class="c x1 y493 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls6 ws0">G1<span class="ls0">-1   G1-3<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y108c ff1 fs0 fc1 sc0 ls0 ws0">Spółki z <span class="_ _1"></span>Grupy U<span class="_ _1"></span>NIMOT prowadzą <span class="_ _1"></span>działalność <span class="_ _1"></span>zgodnie z <span class="_ _1"></span>przepisami prawa, <span class="_ _1"></span>w <span class="_ _1"></span>sposób uczciwy, <span class="_ _1"></span>stosując <span class="_ _1"></span>zasadę zero </div><div class="t m0 x1 h2 y108d ff1 fs0 fc1 sc0 ls0 ws0">tolerancji <span class="_ _c"> </span>dla <span class="_ _c"> </span>korupcji <span class="_ _c"> </span>i <span class="_ _c"> </span>przeciwdziałając <span class="_ _b"> </span>w<span class="_ _1"></span>szelkim <span class="_ _c"> </span>czynnikom <span class="_ _c"> </span>korupcji, <span class="_ _c"> </span>które <span class="_ _b"> </span>mo<span class="_ _1"></span>gą <span class="_ _c"> </span>wystąpić <span class="_ _c"> </span>w <span class="_ _c"> </span>ich <span class="_ _c"> </span>działalności </div><div class="t m0 x1 h2 y1530 ff2 fs0 fc1 sc0 ls0 ws0">biznesowej. <span class="ff1">Pracownicy i menedżerowie zobowiązani są do etycznego i zgodnego z prawem działania w imieniu i na<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y6f ff1 fs0 fc1 sc0 ls0 ws0">rzecz spółek z Grupy<span class="_ _8"></span> w ramach re<span class="_ _1"></span>alizowanych za<span class="_ _0"></span>dań biznesowych, w tym w<span class="_ _0"></span>spółpracy z partnerami biz<span class="_ _8"></span>ne<span class="_ _1"></span>sowymi bez </div><div class="t m0 x1 h2 y4e4 ff1 fs0 fc1 sc0 ls0 ws0">stosowania praktyk k<span class="_ _8"></span>o<span class="_ _1"></span>rupcyjnych (w szczególności<span class="ff2">, niepodejmowania decyz</span>ji w oparciu o dzia<span class="_ _0"></span>łania korupcyjne) oraz </div><div class="t m0 x1 h2 y4e5 ff1 fs0 fc1 sc0 ls0 ws0">unikania <span class="_ _1"></span>czynników <span class="_ _1"></span>korupcji <span class="_ _1"></span>i <span class="_ _1"></span>przeciwdziałania <span class="_ _1"></span>ich <span class="_ _1"></span>pows<span class="_ _1"></span>tawaniu. <span class="_ _1"></span>Powyższe <span class="_ _1"></span>zos<span class="_ _1"></span>tało <span class="_ _1"></span>określone <span class="_ _1"></span>w <span class="_ _1"></span><span class="ff2">zaktualizowanym <span class="_ _1"></span>w </span></div><div class="t m0 x1 h2 y4e6 ff2 fs0 fc1 sc0 ls0 ws0">listopadzie <span class="_ _4"> </span><span class="ls1">202</span>4 <span class="_ _5"> </span><span class="ff1">r.<span class="_ _1"></span> <span class="_ _4"> </span>P<span class="_ _1"></span>rogramie <span class="_ _5"> </span>Antykorupcyjnym <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>S.A. <span class="_ _5"> </span>Program <span class="_ _5"> </span>został <span class="_ _5"> </span>wdrożony<span class="_ _1"></span> <span class="_ _4"></span>we <span class="_ _5"> </span>ws<span class="_ _1"></span>zystkich <span class="_ _4"></span>spółkach </span></div><div class="t m0 x1 h2 y4e7 ff2 fs0 fc1 sc0 ls0 ws0">Grupy<span class="ff1">,  nadzór nad jego realizacją spra<span class="_ _8"></span>w<span class="_ _1"></span>uje Zarząd Spółki.<span class="ff2"> </span></span></div><div class="t m0 x1 h2 y1531 ff2 fs0 fc1 sc0 ls0 ws0">Program <span class="_ _c"> </span>A<span class="ff1">ntykorupcyjny <span class="_ _9"> </span>Grupy <span class="_ _c"> </span>UNIMOT <span class="_ _9"> </span>jest <span class="_ _9"> </span>zgodny <span class="_ _c"> </span>z <span class="_ _9"> </span>duchem <span class="_ _9"> </span>Konwencji <span class="_ _c"> </span>Narodów <span class="_ _9"> </span>Zjednoczonych <span class="_ _c"> </span>przeciwko </span></div><div class="t m0 x1 h2 y1532 ff1 fs0 fc1 sc0 ls0 ws0">Korupcji <span class="_ _19"> </span>(UNCAC), <span class="_ _d"> </span>któr<span class="_ _1"></span>a <span class="_ _d"> </span>s<span class="_ _1"></span>tanowi <span class="_ _19"> </span>międzynarodowe <span class="_ _19"> </span>ramy <span class="_ _19"> </span>przeciwdziałania <span class="_ _19"> </span>korupcji. <span class="_ _19"> </span>Program <span class="_ _19"> </span>antykorupcyjny </div><div class="t m0 x1 h2 y14e9 ff1 fs0 fc1 sc0 ls0 ws0">uwzględnia  przepisy <span class="_ _e"> </span>prawa <span class="_ _e"> </span>polskiego  dotyczące  korupcji<span class="_ _1"></span>  oraz <span class="_ _e"> </span>ustanawia<span class="_ _1"></span>  niezbędne <span class="_ _e"> </span>dla  pracowników <span class="_ _e"> </span>zasady </div><div class="t m0 x1 h2 y1533 ff1 fs0 fc1 sc0 ls0 ws0">postępowania i obowiązki, których przestrzeganie ma<span class="_ _0"></span> minimalizować ryzyko korupcji.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y4eb ff2 fs0 fc1 sc0 ls0 ws0">Program <span class="_ _4"></span>A<span class="ff1">ntykorupcyjny <span class="_ _a"></span>okre<span class="_ _1"></span>śla <span class="_ _4"></span>obowiązujące <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>Gru<span class="_ _1"></span>pie <span class="_ _a"></span>zas<span class="_ _1"></span>ady <span class="_ _a"></span>w <span class="_ _4"></span>obszarze <span class="_ _4"> </span>działań <span class="_ _4"></span>antykorupcyjnych, <span class="_ _4"></span>obowiązki </span></div><div class="t m0 x1 h2 yace ff1 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _1"></span>i <span class="_ _6"></span>menedżerów <span class="_ _6"></span>w <span class="_ _6"></span>ww. <span class="_ _6"></span>obszarze <span class="_ _6"></span>oraz <span class="_ _1"></span>s<span class="_ _1"></span>tosowane <span class="_ _1"></span>rozwiązania <span class="_ _1"></span>prewe<span class="_ _1"></span>ncyjne <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>zakresie <span class="_ _6"></span>przeciwdziałania </div><div class="t m0 x1 h2 y78 ff2 fs0 fc1 sc0 ls0 ws0">zachowaniom <span class="_ _0"></span>korupcyjnym. <span class="_ _8"></span><span class="ff1">Ce<span class="_ _1"></span>lem dz<span class="_ _8"></span>i<span class="_ _1"></span>ałania <span class="_ _0"></span>programu <span class="_ _0"></span>jest zapewnienie <span class="_ _8"></span>pracownikom i <span class="_ _8"></span>me<span class="_ _1"></span>nedżerom <span class="_ _8"></span>Grupy<span class="_ _1"></span> <span class="_ _8"></span>UNIMOT </span></div><div class="t m0 x1 h2 y1534 ff1 fs0 fc1 sc0 ls0 ws0">zestawu zasad <span class="_ _1"></span>w obszarze<span class="_ _1"></span> działań <span class="_ _1"></span>antykorupcyjnych, które<span class="_ _1"></span> muszą <span class="_ _1"></span>być przestrzegane <span class="_ _1"></span>w <span class="_ _1"></span>działaniach bizneso<span class="_ _1"></span>wych, w </div><div class="t m0 x1 h2 y14c6 ff1 fs0 fc1 sc0 ls0 ws0">tym wskazania działań zabronionych, które mogą stanowić przypad<span class="_ _8"></span>ki<span class="_ _1"></span> <span class="ff2">korupcji.  </span></div><div class="t m0 x1 h2 y4ef ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>razie <span class="_ _a"></span>zgłoszeń <span class="_ _a"></span>incydentu <span class="_ _a"></span>korupcji <span class="_ _a"></span>sprawa <span class="_ _a"></span>jest <span class="_ _a"></span>rozpatrywana <span class="_ _a"></span>w <span class="_ _a"></span>zakres<span class="_ _1"></span>ie <span class="_ _a"></span>i <span class="_ _a"></span>czasie <span class="_ _a"></span>przewidzianym <span class="_ _6"></span>d<span class="_ _1"></span>la <span class="_ _6"></span>wyj<span class="_ _1"></span>aśniania </div><div class="t m0 x1 h2 y4f0 ff1 fs0 fc1 sc0 ls0 ws0">takich <span class="_ _1"></span>zgłoszeń,<span class="_ _1"></span> <span class="_ _1"></span>a <span class="_ _1"></span>członkowie <span class="_ _6"></span>komisji <span class="_ _1"></span>wyjaśniające<span class="_ _1"></span>j <span class="_ _1"></span>sprawę <span class="_ _6"></span>zobowiązani <span class="_ _1"></span>są <span class="_ _6"></span>do <span class="_ _1"></span>nie<span class="_ _1"></span>zależnego <span class="_ _1"></span>osądu <span class="_ _1"></span>i <span class="_ _6"></span>bezstronn<span class="_ _1"></span>ości. </div><div class="t m0 x1 h2 y1535 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>razie <span class="_ _a"></span>incydentów <span class="_ _6"></span>wypełniającyc<span class="_ _1"></span>h <span class="_ _6"></span>znamiona <span class="_ _6"></span>pr<span class="_ _1"></span>zestępstwa <span class="_ _6"></span>sprawy <span class="_ _6"></span>oc<span class="_ _1"></span>eniane <span class="_ _6"></span>będą <span class="_ _6"></span>pr<span class="_ _1"></span>zez <span class="_ _6"></span>doradców <span class="_ _6"></span>pr<span class="_ _1"></span>awnych <span class="_ _6"></span>pod </div><div class="t m0 x1 h2 y1242 ff1 fs0 fc1 sc0 ls0 ws0">kątem oceny złożenia zawiadomienia o p<span class="_ _0"></span>odejrzeniu popełnieniu przestępstwa.<span class="ff2"> </span></div><div class="t m0 x1 h2 y4f3 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>Programie zdefiniowano <span class="_ _8"></span>obszary działalności <span class="_ _8"></span>spółe<span class="_ _1"></span>k <span class="_ _8"></span>z Grupy <span class="_ _0"></span>UNIMOT szczególnie <span class="_ _8"></span>zagrożo<span class="_ _1"></span>ne <span class="_ _0"></span>korupcją lub <span class="_ _8"></span>podatne </div><div class="t m0 x1 h2 y47 ff2 fs0 fc1 sc0 ls0 ws0">na czynniki korupcji:  </div><div class="t m0 xa h11 y6bb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">współpraca z partnerami biznesowymi; <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y74f ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">kontakty z funkcjonariuszami publicznymi;  </span></span></div><div class="t m0 xa h11 y750 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">polityka kadrowa; </span></span></div><div class="t m0 xa h11 y1536 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">działalność sponsoringowa;<span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y83 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzenie ksiąg rachunkowych; <span class="ff2"> </span></span></span></div><div class="t m0 xa h11 y1537 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">prezenty w relacjach biznesowych. </span></span></div></div></div><div class="pi" ></div></div><div id="pf10e" class="pf w0 h0" ><div class="pc pc10e w0 h0"><img class="bi x9 y1538 w9 h22f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">270<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 lsa ws0">W <span class="_ _4"></span><span class="ff1 ls0">raportowanym <span class="_ _4"></span>okresie<span class="_ _1"></span> <span class="_ _4"></span>Grupa <span class="_ _4"></span>UNIMOT <span class="_ _4"> </span>nie<span class="_ _1"></span> <span class="_ _4"></span>zdefiniowała <span class="_ _5"> </span>stanowisk <span class="_ _5"> </span>szczególnie <span class="_ _4"></span>narażonych <span class="_ _4"> </span>na <span class="_ _5"> </span>ryzyko <span class="_ _4"></span>korupcji. </span></div><div class="t m0 x1 h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">Grupa zdefiniuje ww. katalog w 2025 roku. </div><div class="t m0 x1 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">Program dostępny jest w intranecie Grupy.<span class="ff2"> </span></div><div class="t m0 x1 h2 y11a ff1 fs0 fc1 sc0 ls0 ws0">W roku 2024 nie<span class="_ _1"></span> odbyły się od<span class="_ _1"></span>rębne szkolenia <span class="_ _1"></span>dla pracowników <span class="_ _1"></span>oraz Zarządu <span class="ff2">Grupy <span class="_ _1"></span>UNIMOT z <span class="_ _1"></span>zakresu korupcji. Za<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y11b ff1 fs0 fc1 sc0 ls0 ws0">przekazywanie <span class="_ _e"> </span>wiedzy <span class="_ _e"> </span>w <span class="_ _d"> </span>tym <span class="_ _e"> </span>zakresie <span class="_ _d"> </span>odpowiedzialny <span class="_ _e"> </span>jest <span class="_ _e"> </span>bezpośredni <span class="_ _e"> </span>przeł<span class="_ _1"></span>ożony <span class="_ _e"> </span>oraz <span class="_ _e"> </span>prowadzący <span class="_ _e"> </span>proces </div><div class="t m0 x1 h2 y794 ff1 fs0 fc1 sc0 ls0 ws0">zatrudnienia <span class="_ _b"> </span>pracownik <span class="_ _b"> </span>zespołu <span class="_ _b"> </span>zarządzania <span class="_ _b"> </span>zasobami <span class="_ _b"> </span>ludzkimi. <span class="_ _b"> </span>Od <span class="_ _b"> </span>wszystkich <span class="_ _b"> </span>now<span class="_ _1"></span>ozatrudnionych <span class="_ _5"> </span>pracowników </div><div class="t m0 x1 h2 y795 ff1 fs0 fc1 sc0 ls0 ws0">wymagane jest zapoznanie się z Programem i podpisanie stosownego oświadczenia potwierdza<span class="_ _8"></span>j<span class="_ _1"></span>ącego ten fakt. <span class="ff2">  </span></div><div class="t m0 x1 h2 y11e ff1 fs0 fc1 sc0 ls0 ws0">Grupa <span class="_ _6"></span>nie <span class="_ _a"></span>komunikowała <span class="_ _6"></span>Prog<span class="_ _1"></span>ramu <span class="_ _6"></span>Antykorupcyjnego <span class="_ _a"></span>swoim <span class="_ _a"></span>partnerom <span class="_ _6"></span>biznesowym <span class="_ _a"></span>oraz <span class="_ _6"></span>pracownikom <span class="_ _a"></span>w <span class="_ _a"></span>swoich </div><div class="t m0 x1 h2 y11f ff1 fs0 fc1 sc0 ls0 ws0">łańcuchach <span class="_ _b"> </span>wartości. <span class="_ _b"> </span>Podejśc<span class="_ _1"></span>ie <span class="_ _5"> </span>Grupy <span class="_ _b"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _b"> </span>do <span class="_ _b"> </span>zagadnienia <span class="_ _b"> </span>przeciwdziałania<span class="_ _1"></span> <span class="_ _5"> </span>korupcji<span class="_ _1"></span> <span class="_ _b"> </span>i <span class="_ _b"> </span>nadużyciom, <span class="_ _b"> </span>a <span class="_ _b"> </span>t<span class="_ _1"></span>akże </div><div class="t m0 x1 h2 y120 ff1 fs0 fc1 sc0 ls0 ws0">oczekiwania  Grupy <span class="_ _e"> </span>wobec <span class="_ _e"> </span>partnerów<span class="_ _1"></span>  biznesow<span class="_ _1"></span>ych  z<span class="_ _1"></span>ostało <span class="_ _e"> </span>zawarte  w<span class="_ _1"></span>  Kodeksie<span class="_ _1"></span> <span class="_ _e"> </span>Postępowania  dl<span class="_ _1"></span>a <span class="_ _e"> </span>Partnerów </div><div class="t m0 x1 h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">Biznesowych <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMOT.<span class="_ _1"></span> <span class="_ _a"></span>Komunikacja <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _6"></span>tym <span class="_ _a"></span>zakresie <span class="_ _6"></span>zo<span class="_ _1"></span>stała <span class="_ _6"></span>zaprezentowana <span class="_ _6"></span>w <span class="_ _a"></span>ramach <span class="_ _6"></span>ujawnie<span class="_ _6"></span>ń<span class="ff2"> <span class="_ _a"></span><span class="ls7">S2</span>-1 <span class="_ _6"></span>oraz </span></div><div class="t m0 x1 h2 y122 ff2 fs0 fc1 sc0 ls6 ws0">G1<span class="ls0">-2.    </span></div></div><div class="c x1 y1539 w3a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls6 ws0">G1<span class="ls0">-3<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y13e6 ff2 fs0 fc1 sc0 ls0 ws0">Procedury <span class="ff1">należytej staranności stosowane w celu zapobiegania zarzutom lub incyd<span class="_ _0"></span>entom związanym z korupcją i </span></div><div class="t m0 x1 h2 y1205 ff2 fs0 fc1 sc0 ls0 ws0">przekupstwem, wykrywania ich i reag<span class="_ _0"></span>owania na nie: </div><div class="t m0 x1 h2 y6fb ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _d"> </span>podstawie <span class="_ _d"> </span>Programu <span class="_ _d"> </span>Antykorupcyjnego, <span class="_ _d"> </span>Grupa <span class="_ _d"> </span>UNIM<span class="_ _1"></span>OT <span class="_ _d"> </span>ustanowiła <span class="_ _d"> </span>procedury <span class="_ _d"> </span>mające <span class="_ _d"> </span>na <span class="_ _d"> </span>w<span class="_ _1"></span>ykrywanie <span class="_ _e"> </span>i </div><div class="t m0 x1 h2 y20e ff1 fs0 fc1 sc0 ls0 ws0">reagowanie <span class="_ _b"> </span>na <span class="_ _c"> </span>incydenty <span class="_ _b"> </span>korupcji <span class="_ _b"> </span>i <span class="_ _b"> </span>przekupstw<span class="_ _1"></span>a. <span class="_ _b"> </span>Sprawy <span class="_ _b"> </span>wyjaśnia <span class="_ _c"> </span><span class="ff2">K</span>omisja <span class="_ _c"> </span>ds. <span class="_ _b"> </span>wyjaśniania <span class="_ _b"> </span>zgłos<span class="_ _1"></span>zeń <span class="_ _b"> </span>naruszeń, </div><div class="t m0 x1 h2 y1206 ff1 fs0 fc1 sc0 ls0 ws0">działająca <span class="_ _b"> </span>zgodnie <span class="_ _b"> </span>z <span class="_ _c"> </span>przepisami <span class="_ _b"> </span>Ustawy <span class="_ _c"> </span>o <span class="_ _b"> </span>ochronie<span class="_ _1"></span> <span class="_ _b"> </span>sygnalistów. <span class="_ _b"> </span>Jej <span class="_ _c"> </span>członkowie <span class="_ _b"> </span>zobowiązani <span class="_ _b"> </span>są <span class="_ _c"> </span>do <span class="_ _b"> </span>zachowania </div><div class="t m0 x1 h2 y1207 ff1 fs0 fc1 sc0 ls0 ws0">należytej staranności, bezstronności oraz unikania<span class="_ _0"></span> konfliktu interesów.  <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yf9d ff1 fs0 fc5 sc0 ls0 ws0">Kierujący komórką organizacyjną: <span class="ff2"> </span></div><div class="t m0 xa h11 y3b9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">identyfikuje <span class="_ _c"> </span>czynni<span class="ls5">ki</span> <span class="_ _c"> </span><span class="ff1">r<span class="_ _1"></span>yzyka <span class="_ _c"> </span>w <span class="_ _c"> </span>podległej <span class="_ _c"> </span>komórce<span class="_ _1"></span> <span class="_ _c"> </span>organizacyjnej <span class="_ _c"> </span>oraz <span class="_ _9"> </span></span>podejmuje <span class="_ _c"> </span>adekwatnych <span class="_ _9"> </span>dla <span class="_ _c"> </span>tej </span></span></div><div class="t m0 xc h2 ybf9 ff1 fs0 fc1 sc0 ls0 ws0">komórki działa<span class="ff2">nia organizacyjne lub </span>kadrowe mające na celu przeciwdziałanie korupcji<span class="ff2">,  </span></div><div class="t m0 xa h11 ybfa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">promuje <span class="_ _c"> </span><span class="ff1">wś<span class="_ _1"></span>ród <span class="_ _c"> </span>pracowników <span class="_ _c"> </span>i <span class="_ _9"> </span>menedżerów <span class="_ _c"> </span>podległej <span class="_ _9"> </span>mu <span class="_ _c"> </span>komórki <span class="_ _9"> </span></span>organizacyjne<span class="_ _1"></span>j <span class="_ _c"> </span>postaw <span class="_ _c"> </span>zgodn<span class="_ _1"></span>ych <span class="_ _c"> </span>z </span></span></div><div class="t m0 xc h2 ybfb ff2 fs0 fc1 sc0 ls0 ws0">Programem antykorupcyjnym, </div><div class="t m0 xa h11 ybfc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">pozyskuje <span class="_ _a"></span><span class="ff1">od <span class="_ _a"></span>nowozatrudnionych <span class="_ _a"></span>pracowników <span class="_ _a"></span>i <span class="_ _a"></span>menedżerów <span class="_ _a"></span>danej <span class="_ _4"></span>komórki <span class="_ _a"></span>organizacyjnej <span class="_ _a"></span>podpisanych </span></span></span></div><div class="t m0 xc h2 y725 ff1 fs0 fc1 sc0 ls0 ws0">oświadczeń  o  przestrzeganiu  Programu,  o  ile  ww.  oświadczenia  nie  zostały  przekazane<span class="_ _1"></span>  do  komórki<span class="_ _0"></span> </div><div class="t m0 xc h2 y7fb ff1 fs0 fc1 sc0 ls0 ws0">odpowiedzialnej za sprawy zarządzania zasobami ludzkimi<span class="ff2">.  </span></div><div class="t m0 x1 h2 y507 ff1 fs0 fc5 sc0 ls0 ws0">Biuro prawne Spółki<span class="ff2 lsf">: <span class="ls0"> </span></span></div><div class="t m0 xa h11 ybfd ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">wdr<span class="ff1">aża i</span> nadzoruje wykonywanie Programu oraz aktua<span class="_ _0"></span>lizuje go,  </span></span></div><div class="t m0 xa h11 ybfe ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">tworzy mechanizmy systemowego zapobiegania ry<span class="_ _0"></span>zyku korupcji w Grupie UNIMOT;<span class="_ _1"></span> </span></span></div><div class="t m0 xa h11 yf6c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">przyjmuje <span class="ff1">zgłosze</span>nia <span class="ff1">o potencjalnych zagrożeniach korupcyjnych lub o naruszeniach Prog<span class="_ _0"></span>ramu. <span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 x1 h2 yfa0 ff1 fs0 fc5 sc0 ls0 ws0">Komórka organizacyjna <span class="ff2">S</span>półki z Grupy UNIMOT<span class="ff2"> </span>odpowiedzialna za spra<span class="_ _0"></span>wy zarządzania zasobami ludzkimi<span class="ff2">: </span></div><div class="t m0 xa h11 y120a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">przekazuje <span class="ff1">nowo zatrudnianym pracownikom i <span class="_ _0"></span>menedżerom treści Programu, <span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 yfa2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">pozyskuje <span class="_ _7"></span>podpisane <span class="_ _8"></span>oświadczenia<span class="ff2"> <span class="_ _8"></span>o <span class="_ _7"></span>przestrzeganiu <span class="_ _8"></span>Programu <span class="_ _8"></span>oraz <span class="_ _7"></span>przec<span class="_ _1"></span>howuje <span class="_ _7"></span><span class="ff1">ww.<span class="_ _1"></span> <span class="_ _7"></span>oświadcze<span class="ff2">nia <span class="_ _7"></span>w <span class="_ _7"></span>akt<span class="_ _1"></span>ach </span></span></span></span></span></div><div class="t m0 xc h2 y8e6 ff2 fs0 fc1 sc0 ls0 ws0">osobowych, </div><div class="t m0 xa h11 ybc9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">prowadzi edukację w obszarze<span class="ff2"> dla nowozatrudnionych </span>pracowników.<span class="ff2"> </span></span></span></div></div><div class="c x1 yfc7 w3a h11d"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls6 ws0">G1<span class="ls0">-4<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yca4 ff2 fs0 fc0 sc0 ls0 ws0">Incydenty korupcji lub przekupstwa<span class="fc1"> </span></div><div class="t m0 x1 h2 yedc ff1 fs0 fc5 sc0 ls0 ws0">Informacje <span class="_ _5"> </span>dotyczące <span class="_ _4"> </span>inc<span class="_ _1"></span>ydentów <span class="_ _4"> </span>związanych <span class="_ _5"> </span>z <span class="_ _4"> </span>narus<span class="_ _1"></span>zeniem <span class="_ _4"> </span>przepisów <span class="_ _5"> </span>antykorupcyjnych <span class="_ _5"> </span>i <span class="_ _5"> </span>przepisów <span class="_ _5"> </span>w <span class="_ _5"> </span>sprawie </div><div class="t m0 x1 h2 y13d ff2 fs0 fc5 sc0 ls0 ws0">zwalczania przekupstwa </div></div><div class="c x1 y1525 w13d h15"><div class="t m0 xb h2 yf6 ff1 fs0 fc1 sc0 ls0 ws0">Liczba wyroków skazujących, dotyczących Grupy lub jej <span class="_ _0"></span>pracowników w </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">związku z ich wykonywaną pracą<span class="ff2"> </span></div></div><div class="c x8c y1525 w13e h15"><div class="t m0 xb h2 yf6 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y10a6 w13d h1e"><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Zasądzone kary grzywien<span class="ff2"> </span></div></div><div class="c x8c y10a6 w13e h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div></div><div class="pi" ></div></div><div id="pf10f" class="pf w0 h0" ><div class="pc pc10f w0 h0"><img class="bi x9 y153a w9 h230" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">271<span class="ls0"> </span></div></div><div class="c x1 y138c w13d h1e"><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _65"> </span> </div></div><div class="c x1 y153b w13d h17"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Liczba <span class="_ _21"> </span><span class="ff1">potwierdzonych <span class="_ _33"> </span>incydentów <span class="_ _33"> </span>związanych <span class="_ _21"> </span>z <span class="_ _33"> </span>korupcją <span class="_ _33"> </span>lub </span></div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">przekupstwem w Grupie </div></div><div class="c x8c y153b w13e h17"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y11b5 w13d h16"><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Liczba <span class="_ _7"></span>pu<span class="_ _1"></span>blicznych <span class="_ _7"></span>spr<span class="_ _1"></span>aw <span class="_ _7"></span>sądo<span class="_ _1"></span>wych <span class="_ _8"></span>wniesionych <span class="_ _8"></span>przeciwko <span class="_ _8"></span>jednostce<span class="_ _1"></span> <span class="_ _7"></span>lub </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">jej pracownikom w związku z wykonywaną p<span class="_ _0"></span>rzez nich pracą<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x8c y11b5 w13e h16"><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y153c ff2 fs5 fc1 sc0 ls0 ws0">Tabela 4-2<span class="ff1">. Dane dotyczące incydentów związanych z naruszeniem przepisów antykorupcyjnych w 2024 roku.</span> </div><div class="t m0 x1 h2 y153d ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>okresie <span class="_ _6"></span>Sprawozdawczym <span class="_ _6"></span>nie <span class="_ _6"></span>stwie<span class="_ _1"></span>rdzono <span class="_ _1"></span>incydentów <span class="_ _6"></span>związanych <span class="_ _6"></span>z <span class="_ _6"></span>korupcją <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _6"></span>przekupstwem. <span class="_ _6"></span>Żadna <span class="_ _6"></span>ze <span class="_ _6"></span>Spół<span class="_ _1"></span>ek </div><div class="t m0 x1 h2 y204 ff1 fs0 fc1 sc0 ls0 ws0">Grupy <span class="_ _7"></span>nie <span class="_ _7"></span>była <span class="_ _8"></span>stroną <span class="_ _7"></span>w <span class="_ _7"></span>s<span class="_ _1"></span>prawach <span class="_ _7"></span>sądowych <span class="_ _7"></span>dotyczących <span class="_ _8"></span>korupcji <span class="_ _7"></span>lub <span class="_ _7"></span>przekupstwa.<span class="_ _1"></span> <span class="_ _7"></span>Nie <span class="_ _7"></span>stwierdzono <span class="_ _7"></span>równie<span class="_ _1"></span>ż <span class="_ _7"></span>wyroków </div><div class="t m0 x1 h2 y1063 ff1 fs0 fc1 sc0 ls0 ws0">skazujących i kwoty grzywien za naruszenie przepisów antykorupcyjnych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y153e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>okres<span class="_ _1"></span>ie <span class="_ _c"> </span>sprawozdawczym <span class="_ _c"> </span>nie <span class="_ _9"> </span>miała <span class="_ _c"> </span>również <span class="_ _9"> </span>sytuacja <span class="_ _c"> </span>koniec<span class="_ _1"></span>zności <span class="_ _c"> </span>rozwiązania <span class="_ _c"> </span>lub <span class="_ _9"> </span>nieprzedłużenia <span class="_ _c"> </span>umów<span class="_ _1"></span> <span class="_ _c"> </span>z </div><div class="t m0 x1 h2 y153f ff1 fs0 fc1 sc0 ls0 ws0">partnerami biznesowymi z powodu wykrycia naruszeń związanych z korupcją<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y737 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _24"> </span>przypadku <span class="_ _1d"> </span>wystąpienia <span class="_ _24"> </span>podejrzenia <span class="_ _24"> </span>narusze<span class="_ _1"></span>nia <span class="_ _24"> </span>przepisów <span class="_ _1d"> </span>prawa <span class="_ _24"> </span>lub <span class="_ _24"> </span>zasad <span class="_ _1d"> </span>zawartych <span class="_ _24"> </span>w <span class="_ _1d"> </span>Programie </div><div class="t m0 x1 h2 y4db ff1 fs0 fc1 sc0 ls0 ws0">Antykorupcyjnym, <span class="_ _4"></span>każda <span class="_ _5"> </span>osoba <span class="_ _5"> </span>może <span class="_ _5"> </span>skorzystać <span class="_ _4"> </span>z <span class="_ _5"> </span>dos<span class="_ _1"></span>tępnych <span class="_ _4"> </span>narzędzi <span class="_ _5"> </span>w <span class="_ _5"> </span>celu <span class="_ _5"> </span>zgłoszenia <span class="_ _4"> </span>narus<span class="_ _1"></span>zenia<span class="_ _1"></span><span class="ff2">, <span class="_ _5"> </span>zgodnie <span class="_ _4"></span>z </span></div><div class="t m0 x1 h2 ybd1 ff1 fs0 fc1 sc0 ls0 ws0">Procedurą <span class="_ _8"></span>dokonywania <span class="_ _8"></span>zgłosze<span class="_ _1"></span>ń <span class="_ _8"></span>naruszeń <span class="_ _8"></span>prawa <span class="_ _8"></span>i p<span class="_ _0"></span>odejmowania <span class="_ _8"></span>działań <span class="_ _8"></span>nastę<span class="_ _1"></span>pczych <span class="_ _8"></span>w <span class="_ _8"></span>UNIMOT S.A., <span class="_ _8"></span>która <span class="_ _8"></span>została </div><div class="t m0 x1 h2 yc36 ff2 fs0 fc1 sc0 ls0 ws0">opisana <span class="_ _a"></span>w <span class="_ _4"></span>uj<span class="_ _1"></span>awnieniu <span class="_ _4"></span>G1-1 <span class="_ _4"></span>niniejszego <span class="_ _4"></span>Sprawozdania. <span class="_ _4"></span><span class="ff1">Wszystkie <span class="_ _4"> </span>zgłoszenia, <span class="_ _4"> </span>w <span class="_ _4"> </span>tym<span class="_ _1"></span> <span class="_ _a"></span>ano<span class="_ _1"></span>nimowe <span class="_ _4"></span>przyjmowane <span class="_ _a"></span>s<span class="_ _1"></span>ą </span></div><div class="t m0 x1 h2 y1363 ff1 fs0 fc1 sc0 ls0 ws0">przez Biuro Prawne Spółki, a sygnali<span class="_ _0"></span>stom przysługuje przewidziana w Procedurze ochrona. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 yc37 ff1 fs0 fc1 sc0 ls0 ws0">Nieprzestrzeganie <span class="_ _6"></span>postanowień <span class="_ _6"></span>Programu <span class="_ _6"></span>s<span class="_ _1"></span>tanowi <span class="_ _6"></span>naruszenie <span class="_ _6"></span>obowiązków <span class="_ _6"></span>umownyc<span class="_ _1"></span>h <span class="_ _6"></span>pracownika <span class="_ _6"></span>lub <span class="_ _6"></span>menedżera <span class="_ _6"></span>i </div><div class="t m0 x1 h2 y1540 ff1 fs0 fc1 sc0 ls0 ws0">może spowodować pociągnięcie do odp<span class="_ _0"></span>owiedzialności wynikającej z umowy łączącej go ze <span class="_ _1"></span><span class="ff2">S</span>półką z Grupy UNIMOT. <span class="ff2"> </span></div><div class="t m0 xa hf y1541 ff2 fs1 fc7 sc0 ls0 ws0">4.4.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Wpływ polityczny i działa<span class="_ _0"></span>lność lobbingowa<span class="_ _0"></span><span class="ff2">  </span></span></span></div></div><div class="c x1 y1398 w3a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls6 ws0">G1<span class="ls0">-5<span class="fc1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y103e ff1 fs0 fc1 sc0 ls0 ws0">Zaangażowanie <span class="_ _b"> </span>polityczne <span class="_ _b"> </span>zostało<span class="_ _1"></span> <span class="_ _5"> </span>uznane<span class="_ _1"></span> <span class="_ _b"> </span>w <span class="_ _b"> </span>badaniu <span class="_ _b"> </span>podwó<span class="_ _1"></span>jnej <span class="_ _b"> </span>istotności <span class="_ _b"> </span>jako <span class="_ _b"> </span>istotne, <span class="_ _b"> </span>a <span class="_ _b"> </span>wpływ<span class="_ _1"></span> <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>w <span class="_ _b"> </span>tym<span class="_ _1"></span> </div><div class="t m0 x1 h2 y1542 ff1 fs0 fc1 sc0 ls0 ws0">obszarze określony <span class="_ _1"></span>został <span class="_ _1"></span>jako pozytywny. Niemniej, <span class="_ _1"></span>w<span class="_ _1"></span><span class="ff2"> <span class="ls1">202</span>4 <span class="_ _1"></span>roku Grupa <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>nie </span>anga<span class="_ _1"></span>żowała się <span class="_ _1"></span>w <span class="_ _1"></span>działalność<span class="ff2"> </span></div><div class="t m0 x1 h2 y1eb ff1 fs0 fc1 sc0 ls0 ws0">polityczną, <span class="_ _b"> </span>nie<span class="_ _1"></span> <span class="_ _b"> </span>finans<span class="_ _1"></span>owała <span class="_ _b"> </span>ró<span class="_ _1"></span>wnież <span class="_ _b"> </span>w<span class="_ _1"></span>ydarzeń <span class="_ _b"> </span>o <span class="_ _c"> </span>politycznym <span class="_ _c"> </span>charakterze. <span class="_ _9"> </span>Nikt <span class="_ _c"> </span>z <span class="_ _c"> </span>organów <span class="_ _c"> </span><span class="ff2">S</span>półki <span class="_ _c"> </span>nie <span class="_ _b"> </span>z<span class="_ _1"></span>ajmował </div><div class="t m0 x1 h2 y1543 ff1 fs0 fc1 sc0 ls0 ws0">porównywalnego <span class="_ _9"> </span>stanowiska <span class="_ _c"> </span>w<span class="_ _1"></span> <span class="_ _c"> </span>administracji  p<span class="_ _8"></span>ublicznej,  w <span class="_ _c"> </span>tym <span class="_ _9"> </span>w <span class="_ _9"> </span>organach <span class="_ _9"> </span>regulacyjnych<span class="_ _1"></span><span class="ff2"> <span class="_ _9"> </span></span>w <span class="_ _9"> </span>ciągu <span class="_ _9"> </span>dwóch <span class="_ _9"> </span>lat </div><div class="t m0 x1 h2 y1512 ff1 fs0 fc1 sc0 ls0 ws0">poprzedzających takie powołanie w okresie sprawozdawczym<span class="ff2">. </span></div><div class="t m0 x1 h2 ya20 ff1 fs0 fc1 sc0 ls0 ws0">W 2024 roku Grupa UNIMOT była <span class="ff2">dobrowolnym </span>członkiem stowarzyszeń i organizacji lobbujących:<span class="ff2"> </span></div></div><div class="c x1 y1544 w111 h231"><div class="t m0 xb h2 yde ff2 fs0 fc5 sc0 ls0 ws0">Nazwa organizacji </div></div><div class="c x7c y1544 w13f h231"><div class="t m0 xb h2 yde ff1 fs0 fc5 sc0 ls0 ws0">Przedmiot działania organizacji <span class="ff2"> </span></div><div class="t m0 xb h2 ye2 ff1 fs0 fc5 sc0 ls0 ws0">i zaangażowanie Grupy UNIMOT<span class="ff2"> </span></div></div><div class="c x1 y314 w111 h1a3"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Stowarzyszenie Emitentów </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Giełdowych <span class="ff2"> </span></div></div><div class="c x7c y314 w13f h1a3"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Regulacje dotyczące podmiotów notowanych na rynku <span class="_ _0"></span>giełdowym.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y136 w111 h1f4"><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">Polska Izba Gazu Płynnego<span class="ff2"> </span></div></div><div class="c x7c y136 w13f h1f4"><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">Zrzeszenie <span class="_ _0"></span>dystrybutorów <span class="_ _8"></span>gazu LPG <span class="_ _8"></span>prowadzących dzia<span class="_ _8"></span>ł<span class="_ _1"></span>alność <span class="_ _0"></span>gospodarczą </div><div class="t m0 xb h2 y603 ff1 fs0 fc1 sc0 ls0 ws0">w zakresie produkcji, zakupu i rozlewu gazu płynnego.<span class="ff2"> </span></div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Monitorowanie i opiniowanie dotyczących branży.<span class="ff2"> </span></div></div><div class="c x1 yb5f w111 h146"><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Polska Organizacja Przemysłu i </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Handlu Naftowego </div></div><div class="c x7c yb5f w13f h146"><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Działania <span class="_ _8"></span>na<span class="_ _1"></span> <span class="_ _8"></span>rzec<span class="_ _1"></span>z <span class="_ _8"></span>w pełni k<span class="_ _8"></span>o<span class="_ _1"></span>nkurencyjnego, p<span class="_ _0"></span>rzyjaznego <span class="_ _8"></span>klie<span class="_ _1"></span>ntom <span class="_ _0"></span>rynku, <span class="_ _8"></span>a<span class="_ _1"></span> </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">także <span class="_ _29"> </span>zapewnienia <span class="_ _29"> </span>bezpie<span class="_ _1"></span>cznego <span class="_ _29"> </span>i <span class="_ _29"> </span>zrównow<span class="_ _1"></span>ażonego <span class="_ _42"> </span>rozwoju </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">przedsiębiorstw branży paliw ciekłych oraz olejów smarowych.<span class="ff2"> </span></div></div><div class="c x1 y1545 w111 h232"><div class="t m0 xb h2 y115 ff2 fs0 fc1 sc0 ls0 ws0">Stowarzyszenie Polska Grupa </div><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">Motoryzacyjna </div></div><div class="c x7c y1545 w13f h232"><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">Tworzenie <span class="_ _38"> </span>i <span class="_ _38"> </span>w<span class="_ _1"></span>spieranie <span class="_ _38"> </span>wzajemnych <span class="_ _38"> </span>powiązań <span class="_ _38"> </span>prze<span class="_ _1"></span>dsiębiorstw, </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">wyspecjalizowanych <span class="_ _e"> </span>dostawców <span class="_ _e"> </span>i <span class="_ _e"> </span>odbiorców, <span class="_ _e"> </span>przedsiębiorstw <span class="_ _e"> </span>z <span class="_ _e"> </span>innych </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">powiązanych <span class="_ _4"></span>sektorów <span class="_ _4"> </span>i <span class="_ _5"> </span>branż <span class="_ _a"></span>o<span class="_ _1"></span>raz <span class="_ _a"></span>ins<span class="_ _1"></span>tytucji <span class="_ _4"></span>otoczenia <span class="_ _4"></span>gospodarczego <span class="_ _4"></span>z<span class="_ _1"></span> </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">kraju i zagranicy. </div></div><div class="c x1 y1546 w111 h146"><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Amerykańska Izba Handlowa<span class="ff2"> </span></div></div><div class="c x7c y1546 w13f h146"><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Wsparcie interesów biznesu i przedsiębiorczości –<span class="ff2"> </span>działania mające na celu </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">ułatwienie współpracy i wymiany mię<span class="_ _1"></span>dzy polskimi i amerykańskimi firmami </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">w celu osiągnięcia sukcesu gospodarczego.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf110" class="pf w0 h0" ><div class="pc pc110 w0 h0"><img class="bi x9 y11f7 w9 h1df" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">272<span class="ls0"> </span></div></div><div class="c x1 y1547 w111 h1a2"><div class="t m0 xb h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">Polsko-Niemiecka Izba </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Przemysłowo<span class="ff2">-Handlowa </span></div></div><div class="c x7c y1547 w13f h1a2"><div class="t m0 xb h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">Reprezentowanie <span class="_ _4"></span>interesów <span class="_ _4"> </span>przedsiębiorcó<span class="_ _1"></span>w <span class="_ _4"></span>m.in. <span class="_ _4"></span>w <span class="_ _4"> </span>zakresie:<span class="_ _1"></span> <span class="_ _4"></span>innowacji,<span class="_ _0"></span> </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">środowiska, kształcenia oraz wspierania dzia<span class="_ _0"></span>łalności gospodarczej.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y457 w111 h1a3"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Polsko-Szwajcarska Izba </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Gospodarcza </div></div><div class="c x7c y457 w13f h1a3"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Popieranie, <span class="_ _7"></span>inspirowanie <span class="_ _8"></span>i <span class="_ _7"></span>rozwój <span class="_ _8"></span>współpracy <span class="_ _7"></span>gospodarczej <span class="_ _8"></span>pomiędzy <span class="_ _7"></span>Polską </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">i Szwajcarią.<span class="ff2"> </span></div></div><div class="c x1 y1548 w111 h1a3"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Polska Organizacja Biometanu </div></div><div class="c x7c y1548 w13f h1a3"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Wsparcie <span class="_ _a"></span>proce<span class="_ _1"></span>sów <span class="_ _a"></span>mających <span class="_ _a"></span>na <span class="_ _a"></span>c<span class="_ _1"></span>elu <span class="_ _a"></span>uruchomie<span class="_ _1"></span>nie <span class="_ _a"></span>branży <span class="_ _a"></span>biometanu <span class="_ _4"></span>w </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Polsce. </div></div><div class="c x1 y1520 w111 h233"><div class="t m0 xb h2 y115 ff2 fs0 fc1 sc0 ls0 ws0">UPEI (The voice of Europe&apos;s </div><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">independent fuel suppliers) </div></div><div class="c x7c y1520 w13f h233"><div class="t m0 xb h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">Organizacja <span class="_ _24"> </span>jest <span class="_ _24"> </span>łącznikiem <span class="_ _24"> </span>mię<span class="_ _1"></span>dzy <span class="_ _24"> </span>producentami <span class="_ _24"> </span>i <span class="_ _24"> </span>k<span class="_ _1"></span>onsumentami, </div><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">wykorzystując <span class="_ _7"></span>wł<span class="_ _1"></span>asną <span class="_ _7"></span>infrastrukturę<span class="_ _1"></span> <span class="_ _7"></span>i <span class="_ _8"></span>elastycznoś<span class="_ _1"></span>ć, <span class="_ _8"></span>aby <span class="_ _7"></span>zaspokoić <span class="_ _8"></span>istnie<span class="_ _1"></span>jący </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">popyt na <span class="_ _1"></span>konwencjonalne i <span class="_ _1"></span>odnawialne paliwa <span class="_ _1"></span>płynne, <span class="_ _1"></span>a także <span class="_ _1"></span>alternatywy </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">niepłynne w ramach transformacji energetycz<span class="ff2">nej. </span></div></div><div class="c x1 y1549 w111 h234"><div class="t m0 xb h2 ydb ff1 fs0 fc1 sc0 ls0 ws0">Rada Polskich Przedsiębiorców </div><div class="t m0 xb h2 yd02 ff2 fs0 fc1 sc0 ls0 ws0">Globalnych </div></div><div class="c x7c y1549 w13f h234"><div class="t m0 xb h2 ydb ff1 fs0 fc1 sc0 ls0 ws0">Reprezentowanie polskiego interesu gospodarczego oraz członków R<span class="_ _1"></span>ady w </div><div class="t m0 xb h2 yd02 ff1 fs0 fc1 sc0 ls0 ws0">relacjach <span class="_ _1"></span>z <span class="_ _1"></span>organami <span class="_ _1"></span>administracji <span class="_ _1"></span>rządowej, <span class="_ _1"></span>s<span class="_ _1"></span>amorządowej, w<span class="_ _1"></span> re<span class="_ _1"></span>lacjach <span class="_ _1"></span>z </div><div class="t m0 xb h2 y94c ff1 fs0 fc1 sc0 ls0 ws0">instytucjami <span class="_ _e"> </span>Unii <span class="_ _d"> </span>Europejskiej <span class="_ _d"> </span>oraz <span class="_ _d"> </span>państw <span class="_ _d"> </span>członkowskich; <span class="_ _d"> </span>działalność </div><div class="t m0 xb h2 y94d ff1 fs0 fc1 sc0 ls0 ws0">legislacyjna, <span class="_ _a"></span>polegająca <span class="_ _6"></span>na <span class="_ _a"></span>uc<span class="_ _1"></span>zestniczeniu <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _a"></span>pracach <span class="_ _6"></span>R<span class="_ _1"></span>ządu <span class="_ _a"></span>i <span class="_ _6"></span>Parlame<span class="_ _1"></span>ntu </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">nad projektami aktów prawnych.<span class="ff2"> </span></div></div><div class="c x1 y154a w111 h1a3"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Polsko-<span class="ff1">Ukraińska Izba Gospodarcza</span> </div></div><div class="c x7c y154a w13f h1a3"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Reprezentowanie <span class="_ _7"></span>inte<span class="_ _1"></span>resów <span class="_ _7"></span>gospodarczych <span class="_ _7"></span>zrzeszonych <span class="_ _8"></span>przedsiębiorców, <span class="_ _7"></span>w </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">szczególności wobec organów władzy pub<span class="_ _0"></span>licznej.<span class="ff2"> </span></div></div><div class="c x1 y154b w111 h1a3"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Regionalna Izba Gospodarcza w </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">Katowicach </div></div><div class="c x7c y154b w13f h1a3"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Reprezentowanie <span class="_ _4"></span>interesów <span class="_ _4"></span>przedsiębiorców <span class="_ _4"></span>z <span class="_ _a"></span>re<span class="_ _1"></span>gionu <span class="_ _a"></span>śląskiego, <span class="_ _4"></span>a <span class="_ _4"></span>także </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">działania na rzecz rozwoju gospodarczego <span class="_ _0"></span>tego obszaru.<span class="ff2"> </span></div></div><div class="c x1 ydee w111 h103"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Towarzystwo Obrotu Energią<span class="ff2"> </span></div></div><div class="c x7c ydee w13f h103"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Kształtowanie <span class="_ _1"></span>norm <span class="_ _1"></span>etycznych <span class="_ _1"></span>w <span class="_ _1"></span>handlu<span class="_ _1"></span> <span class="_ _1"></span>energią i<span class="_ _1"></span> <span class="_ _1"></span>paliwami, <span class="_ _1"></span>repreze<span class="_ _1"></span>ntacja </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">interesów <span class="_ _1"></span>s<span class="_ _1"></span>ektora <span class="_ _1"></span>obrotu <span class="_ _1"></span>ene<span class="_ _1"></span>rgią <span class="_ _1"></span>i <span class="_ _1"></span>p<span class="_ _1"></span>aliwami <span class="_ _1"></span>wobec <span class="_ _6"></span>organów <span class="_ _1"></span>administracji </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">rządowej i innych stowarzyszeń.<span class="ff2"> </span></div></div><div class="c x1 y154c w111 h103"><div class="t m0 xb h2 yec ff2 fs0 fc1 sc0 ls0 ws0">Izba Gospodarcza Gazownictwa </div></div><div class="c x7c y154c w13f h103"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Wspieranie <span class="_ _4"></span>i <span class="_ _4"> </span>kreo<span class="_ _1"></span>wanie <span class="_ _4"></span>działań <span class="_ _4"> </span>na<span class="_ _1"></span> <span class="_ _4"></span>rzecz <span class="_ _4"></span>rozwoju <span class="_ _5"> </span>branży <span class="_ _5"> </span>gazowniczej, <span class="_ _5"> </span>w </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">szczególności <span class="_ _24"> </span>działalności <span class="_ _24"> </span>związanej <span class="_ _24"> </span>z <span class="_ _24"> </span>gazem <span class="_ _24"> </span>ziemnym, <span class="_ _1d"> </span>biogazami, </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">biometanem, wodorem, syntetycznym metanem oraz dwutlenkiem węgla<span class="ff2"> </span></div></div><div class="c x1 y6f1 w111 h235"><div class="t m0 xb h2 y10e ff1 fs0 fc1 sc0 ls0 ws0">Krajowa Izba Klastrów Energii<span class="ff2"> </span></div></div><div class="c x7c y6f1 w13f h235"><div class="t m0 xb h2 y10e ff1 fs0 fc1 sc0 ls0 ws0">Organizacja <span class="_ _29"> </span>współpracy <span class="_ _3a"> </span>między <span class="_ _29"> </span>p<span class="_ _1"></span>rzedstawicielami <span class="_ _29"> </span>administracji </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">państwowej i samorządowej oraz<span class="_ _0"></span> przemysłu dotyczącej kierunków rozwoju </div><div class="t m0 xb h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">polskiej energetyki w kontekście jej lokalnej transformacji<span class="ff2"> </span></div></div><div class="c x1 y11a9 w111 h1a3"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">UIC International Union of Railways </div></div><div class="c x7c y11a9 w13f h1a3"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Reprezentacja  na <span class="_ _9"> </span>arenie  międzynarodowej <span class="_ _9"> </span>podmiotów  zajmujących  się<span class="_ _0"></span> </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">transportem kolejowym. </div></div><div class="c x1 y1348 w111 h1a3"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">GCU - The General Contract of Use </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">for Wagons </div></div><div class="c x7c y1348 w13f h1a3"><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">Reprezentacja  na <span class="_ _9"> </span>arenie  międzynarodowej <span class="_ _9"> </span>podmiotów  zajmujących  się<span class="_ _0"></span> </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">transportem kolejowym. </div></div><div class="c x1 yc5a w111 h146"><div class="t m0 xb h2 ydd ff2 fs0 fc1 sc0 ls0 ws0">Polskie Towarzystwo </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Elektrociepłowni Zawodowych<span class="ff2"> </span></div></div><div class="c x7c yc5a w13f h146"><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Inicjowanie <span class="_ _1"></span>procesów <span class="_ _1"></span>tworzenia no<span class="_ _1"></span>rm prawnych <span class="_ _1"></span>i <span class="_ _1"></span>rozwiązań <span class="_ _6"></span>systemowych </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">dotyczących <span class="_ _6"></span>energetyki, <span class="_ _6"></span>opinio<span class="_ _1"></span>wanie <span class="_ _6"></span>projektów <span class="_ _6"></span>us<span class="_ _1"></span>taw <span class="_ _6"></span>lub <span class="_ _6"></span>uczes<span class="_ _1"></span>tnictwo <span class="_ _6"></span>w </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">ich <span class="ff1">opracowywaniu również na poziomie regulacji Unii <span class="_ _0"></span>Europejskiej.<span class="ff2"> </span></span></div></div><div class="c x1 y154d w111 h103"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Izba Gospodarcza Ciepłownictwa </div><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Polskiego </div></div><div class="c x7c y154d w13f h103"><div class="t m0 xb h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Reprezentowanie <span class="_ _8"></span>interesów <span class="_ _8"></span>gospodarczych <span class="_ _8"></span>zrzeszonych <span class="_ _0"></span>w <span class="_ _8"></span>Izbie <span class="_ _8"></span>podmiotów </div><div class="t m0 xb h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">wobec  organów  państwowych,  samorządowych,  społecznych,  instytucji </div><div class="t m0 xb h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">naukowych i gospodarczych. </div></div><div class="c x1 ybad w111 h236"><div class="t m0 xb h2 yd02 ff2 fs0 fc1 sc0 ls0 ws0">Polskie Stowarzyszenie </div><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">Wykonawców Nawierzchni </div><div class="t m0 xb h2 yde ff2 fs0 fc1 sc0 ls0 ws0">Asfaltowych </div></div><div class="c x7c ybad w13f h236"><div class="t m0 xb h2 yd02 ff1 fs0 fc1 sc0 ls0 ws0">Współpraca <span class="_ _4"></span>z <span class="_ _4"> </span>w<span class="_ _1"></span>ładzami <span class="_ _4"></span>państwo<span class="_ _1"></span>wymi <span class="_ _4"></span>i <span class="_ _4"></span>innymi <span class="_ _4"> </span>or<span class="_ _1"></span>ganizacjami <span class="_ _4"></span>w <span class="_ _5"> </span>zakresie </div><div class="t m0 xb h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">podniesienia <span class="_ _a"></span>bezpieczeństwa <span class="_ _a"></span>użytkowników <span class="_ _a"></span>dróg<span class="_ _1"></span> <span class="_ _a"></span>oraz <span class="_ _a"></span>inicjowanie <span class="_ _a"></span>działań </div><div class="t m0 xb h2 yde ff1 fs0 fc1 sc0 ls0 ws0">normalizacyjnych <span class="_ _4"></span>w <span class="_ _5"> </span>dziedzinie <span class="_ _5"> </span>asfaltów, <span class="_ _5"> </span>kruszyw <span class="_ _5"> </span>i <span class="_ _4"> </span>mie<span class="_ _1"></span>szanek <span class="_ _4"></span>mineralno<span class="_ _1"></span><span class="ff2">-</span></div><div class="t m0 xb h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">asfaltowych. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yf17 ff1 fs0 fc1 sc0 ls0 ws0">Łączna <span class="_ _6"></span>wysokoś<span class="_ _1"></span>ć <span class="_ _6"></span>s<span class="_ _1"></span>kładek <span class="_ _6"></span>poniesionych <span class="_ _a"></span>przez <span class="_ _6"></span>Grupę <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>w <span class="_ _6"></span>2024 <span class="_ _a"></span>roku <span class="_ _a"></span>na <span class="_ _6"></span>rzecz <span class="_ _a"></span>ww. <span class="_ _a"></span>organizacji <span class="_ _6"></span>wyniosła <span class="_ _a"></span>248 </div><div class="t m0 x1 h2 yb61 ff1 fs0 fc1 sc0 ls0 ws0">110,72 zł. <span class="ff2"> </span></div><div class="t m2 x1 h1d y1023 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 4-3<span class="ff1">. Lista organizacji, do których należa<span class="_ _0"></span>ły Spółki Grupy UNIMOT w raportowanym okresie.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 yf1a ff1 fs0 fc1 sc0 ls0 ws0">Grupa UNIMOT nie jest zarejestrowana w rejestrze służącym przejrzystości.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf111" class="pf w0 h0" ><div class="pc pc111 w0 h0"><img class="bi x9 y154e w9 h237" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">273<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa hf y72d ff2 fs1 fc7 sc0 ls0 ws0">4.5.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Dobrostan zwierząt<span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y72e ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _7"></span>badaniu <span class="_ _8"></span>podwójnej <span class="_ _7"></span>is<span class="_ _1"></span>totności <span class="_ _7"></span>kwestie <span class="_ _8"></span>wpływu <span class="_ _8"></span>Grupy <span class="_ _7"></span>UNIM<span class="_ _1"></span>OT <span class="_ _7"></span>na <span class="_ _8"></span>dobrostan <span class="_ _8"></span>zwierząt <span class="_ _7"></span>zos<span class="_ _1"></span>tały <span class="_ _7"></span>określone <span class="_ _8"></span>jako <span class="_ _7"></span>istotne<span class="_ _1"></span>, </div><div class="t m0 x1 h2 y72f ff1 fs0 fc1 sc0 ls0 ws0">a wpływ jako pozytywny.  <span class="ff2"> </span></div><div class="t m0 x1 h2 y11b5 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>Grupie <span class="_ _9"> </span>UNIMOT <span class="_ _c"> </span>nie <span class="_ _9"> </span>funkcjonuje <span class="_ _c"> </span>o<span class="_ _1"></span>drębna <span class="_ _c"> </span>polityka <span class="_ _c"> </span>dotyc<span class="_ _1"></span>ząca <span class="_ _c"> </span>dobrostanu <span class="_ _c"> </span>zwierząt. <span class="_ _9"> </span>Nie <span class="_ _9"> </span>wyznaczono <span class="_ _c"> </span>również </div><div class="t m0 x1 h2 y16 ff1 fs0 fc1 sc0 ls0 ws0">zobowiązań <span class="_ _1"></span>i c<span class="_ _1"></span>elów <span class="_ _1"></span>w <span class="_ _1"></span>tym <span class="_ _1"></span>obs<span class="_ _1"></span>zarze, ani<span class="_ _1"></span> z<span class="_ _1"></span>asobów <span class="_ _1"></span>odpowiedzialnych <span class="_ _1"></span>za <span class="_ _1"></span>realizację <span class="_ _1"></span>działań.<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span>Grupa <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>po<span class="_ _1"></span>dejmie </span></div><div class="t m0 x1 h2 y154f ff1 fs0 fc1 sc0 ls0 ws0">stosowne działania w tym obszarze w perspektywie średnioterminowej. <span class="ff2 lsc">  <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y1550 ff1 fs0 fc1 sc0 ls0 ws0">Niemniej <span class="_ _4"></span>Spółki <span class="_ _4"> </span>z<span class="_ _1"></span> <span class="_ _4"></span>Grupy <span class="_ _4"></span>angażują <span class="_ _4"> </span>s<span class="_ _1"></span>ię <span class="_ _4"></span>w <span class="_ _5"> </span>projekty <span class="_ _4"></span>ws<span class="_ _1"></span>parcia <span class="_ _4"></span>dobrostanu <span class="_ _4"></span>zwierząt <span class="_ _4"> </span>z<span class="_ _1"></span> <span class="_ _4"></span>terenów <span class="_ _4"> </span>s<span class="_ _1"></span>wojego <span class="_ _4"></span>działania. <span class="_ _b"> </span><span class="ff2 lsa">W </span></div><div class="t m0 x1 h2 yd41 ff1 fs0 fc1 sc0 ls0 ws0">raportowanym <span class="_ _a"></span>okresie <span class="_ _4"></span>Grupa <span class="_ _4"></span>prowadziła <span class="_ _a"></span>akcję <span class="_ _a"></span>charyt<span class="_ _1"></span>atywną <span class="_ _a"></span>na <span class="_ _4"></span>rzecz <span class="_ _a"></span>zwierząt <span class="_ _4"></span>będących <span class="_ _4"></span>podopiecznymi <span class="_ _a"></span>Fundacji </div><div class="t m0 x1 h2 y10d4 ff1 fs0 fc1 sc0 ls0 ws0">Przystań <span class="_ _0"></span>Ocalenie w <span class="_ _0"></span>Czechowicach<span class="ff2">-</span>Dziedzicach. Projekt, w <span class="_ _8"></span>ramach którego <span class="_ _8"></span>zorganizowano<span class="_ _1"></span> warszta<span class="_ _0"></span>ty eduka<span class="_ _8"></span>c<span class="_ _1"></span>yjne dla </div><div class="t m0 x1 h2 y1551 ff1 fs0 fc1 sc0 ls0 ws0">pracowników Spółek RCEkoenergia i <span class="_ _1"></span>UNIMOT Te<span class="_ _1"></span>rminale, polegał na organizacji <span class="_ _1"></span>zbiórki materiałów<span class="_ _1"></span> pomocowych dla </div><div class="t m0 x1 h2 y10e4 ff1 fs0 fc1 sc0 ls0 ws0">Fundacji w całej Grupie UNIMOT. <span class="ff2"> </span></div><div class="t m0 x1 h2 y1552 ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>ramach <span class="_ _6"></span>działań <span class="_ _6"></span>na <span class="_ _6"></span>rzecz<span class="_ _1"></span> <span class="_ _1"></span>do<span class="_ _1"></span>brostanu <span class="_ _1"></span>zwierząt <span class="_ _6"></span>na<span class="_ _1"></span> <span class="_ _1"></span>tere<span class="_ _1"></span>nie <span class="_ _6"></span>Spółki <span class="_ _6"></span>RCEkoenergia <span class="_ _6"></span>wybudowano <span class="_ _6"></span>pasiekę <span class="_ _6"></span>oraz<span class="_ _1"></span> <span class="_ _1"></span>ho<span class="_ _1"></span>tele </div><div class="t m0 x1 h2 y1553 ff1 fs0 fc1 sc0 ls0 ws0">dla dzikich zapylaczy. Przekazano również darowizny zgodnie z p<span class="_ _0"></span>oniższą tabelą:<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y24 w140 h1a1"><div class="t m0 xb h2 yc88 ff2 fs0 fc5 sc0 ls0 ws0">Nazwa projektu </div></div><div class="c x4c y24 w3c h1a1"><div class="t m0 xb h2 yc88 ff2 fs0 fc5 sc0 ls0 ws0">Miejsce realizacji projektu </div></div><div class="c x1 y1554 w140 h231"><div class="t m0 xb h2 y1111 ff1 fs0 fc1 sc0 ls0 ws0">Tworzenie <span class="_ _1d"> </span>siedlisk <span class="_ _24"> </span>dl<span class="_ _1"></span>a <span class="_ _1d"> </span>dzikich <span class="_ _24"> </span>zapylaczy <span class="_ _1d"> </span>na <span class="_ _1d"> </span>terenie <span class="_ _1d"> </span>Spółki </div><div class="t m0 xb h2 y9e ff2 fs0 fc1 sc0 ls0 ws0">RCEkoenergia </div></div><div class="c x4c y1554 w3c h231"><div class="t m0 xb h2 y661 ff2 fs0 fc1 sc0 ls0 ws0">Czechowice-Dziedzice </div></div><div class="c x1 y493 w140 h1a1"><div class="t m0 xb h2 yc88 ff1 fs0 fc1 sc0 ls0 ws0">Ocieplenie sufitu w schronisko dla bezdomnych zwierzą<span class="_ _0"></span>t &quot;Reksio&quot;<span class="ff2"> </span></div></div><div class="c x4c y493 w3c h1a1"><div class="t m0 xb h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">Bielsko-<span class="ff1">Biała</span> </div></div><div class="c x1 yf58 w140 h1a1"><div class="t m0 xb h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">Utworzenie minipasieki </div></div><div class="c x4c yf58 w3c h1a1"><div class="t m0 xb h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">Czechowice-Dziedzice </div></div><div class="c x1 y1555 w140 h1a1"><div class="t m0 xb h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">Wsparcie schroniska </div></div><div class="c x4c y1555 w3c h1a1"><div class="t m0 xb h2 yc88 ff2 fs0 fc1 sc0 ls0 ws0">Stargard </div></div><div class="c x1 y636 w140 h238"><div class="t m0 xb h2 y1556 ff1 fs0 fc1 sc0 ls0 ws0">Montaż na 14 stacjach paliw budek lęgowych dla p<span class="_ _0"></span>taków<span class="ff2"> </span></div></div><div class="c x4c y636 w3c h238"><div class="t m0 xb h2 y1557 ff1 fs0 fc1 sc0 ls0 ws0">Myszęcin, <span class="_ _2b"> </span>Wysogotowo, <span class="_ _2b"> </span>Rększowice, </div><div class="t m0 xb h2 y1558 ff1 fs0 fc1 sc0 ls0 ws0">Józefów, <span class="_ _9"> </span>Odolion <span class="_ _9"> </span>, <span class="_ _c"> </span>Częstochowa, <span class="_ _9"> </span>Puławy, </div><div class="t m0 xb h2 y1111 ff1 fs0 fc1 sc0 ls0 ws0">Łopuszno <span class="_ _e"> </span>,  Zawadzkie, <span class="_ _e"> </span>Skorzów, <span class="_ _e"> </span>Dębica, </div><div class="t m0 xb h2 yc88 ff1 fs0 fc1 sc0 ls0 ws0">Bielsko, Kraków, Celiny.<span class="ff2"> </span></div></div><div class="c x1 y1559 w140 h1a2"><div class="t m0 xb h2 yfb3 ff2 fs0 fc1 sc0 ls0 ws0">Akcja <span class="_ _7"></span>charytatywna <span class="_ _7"></span><span class="ff1">–<span class="ff2"> <span class="_ _8"></span><span class="ff1">zbiórka <span class="_ _7"></span>materiałów <span class="_ _8"></span>na <span class="_ _7"></span>rzecz <span class="_ _7"></span>Fundacji<span class="_ _1"></span> <span class="_ _7"></span>Przystań </span></span></span></div><div class="t m0 xb h2 yc88 ff1 fs0 fc1 sc0 ls0 ws0">Ocalenie (bez nakładów finansowych)<span class="ff2"> </span></div></div><div class="c x4c y1559 w3c h1a2"><div class="t m0 xb h2 y939 ff2 fs0 fc1 sc0 ls0 ws0">Czechowice-Dziedzice </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y32f ff1 fs0 fc1 sc0 ls0 ws0">Łączna <span class="_ _1"></span>wysokość <span class="_ _1"></span>darowizn <span class="_ _1"></span>poniesionych <span class="_ _1"></span>przez <span class="_ _1"></span>Grupę <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>w <span class="_ _1"></span>2024 <span class="_ _1"></span>roku<span class="_ _1"></span> <span class="_ _1"></span>na <span class="_ _1"></span>rzecz <span class="_ _1"></span>dobros<span class="_ _1"></span>tanu zwie<span class="_ _1"></span>rząt wyniosł<span class="_ _1"></span>a </div><div class="t m0 x1 h2 yc1f ff2 fs0 fc1 sc0 ls1 ws0">33<span class="ls0"> <span class="ff1">921,60 zł. </span> </span></div><div class="t m2 x1 h1d y76 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _8"></span>4-4<span class="ff1">. <span class="_ _8"></span>Wsparcie Grup<span class="_ _8"></span>y UNIMOT <span class="_ _8"></span>na <span class="_ _8"></span>rzecz org<span class="_ _0"></span>anizacji <span class="_ _8"></span>wspierających <span class="_ _8"></span>dobrostan <span class="_ _0"></span>zwierząt oraz <span class="_ _7"></span>realizacja p<span class="_ _0"></span>rojektów </span></div><div class="t m2 x1 h1d y155a ff1 fs5 fc1 sc0 ls0 ws0">własnych <span class="ff2">w 2024 r.  </span></div><div class="t m0 x1 h2 y14c5 ff1 fs0 fc1 sc0 ls0 ws0">Decyzje <span class="_ _c"> </span>o <span class="_ _b"> </span>re<span class="_ _1"></span>alizacji <span class="_ _b"> </span>darowizny <span class="_ _c"> </span>podejmowane <span class="_ _c"> </span>są <span class="_ _b"> </span>każdoraz<span class="_ _1"></span>owo <span class="_ _c"> </span>przez <span class="_ _b"> </span>Komitet <span class="_ _c"> </span>ds. <span class="_ _c"> </span>aktywności <span class="_ _c"> </span>Grupy <span class="_ _b"> </span>Kapitałowe<span class="_ _1"></span>j </div><div class="t m0 x1 h2 y573 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT  w<span class="_ _1"></span>  obszarze <span class="_ _e"> </span>wspierania <span class="_ _e"> </span>lokalnych  społ<span class="_ _1"></span>eczności.<span class="ff2"> <span class="_ _e"> </span></span>Działalność <span class="_ _e"> </span>Komitetu <span class="_ _e"> </span>została  opisana <span class="_ _e"> </span>w <span class="_ _e"> </span>części <span class="_ _e"> </span>3.3. </div><div class="t m0 x1 h2 y1030 ff2 fs0 fc1 sc0 ls0 ws0">niniejszego Sprawozdania.  </div><div class="t m0 x1 h2 y4ef ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div></div></div><div class="pi" ></div></div><div id="pf112" class="pf w0 h0" ><div class="pc pc112 w0 h0"><img class="bi x9 y561 w7 hc8" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">274<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 he y9b ff2 fs2 fc6 sc0 ls3 ws0">5.<span class="ff5 ls0"> <span class="_ _17"> </span><span class="ff2"> <span class="ff1">ZAŁĄCZNIKI</span> </span></span></div><div class="t m0 xa hf y9c ff2 fs1 fc7 sc0 ls0 ws0">5.1.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Załącznik 1. <span class="ff2">Kluczowe d</span>an<span class="_ _0"></span>e dotyczące zatru<span class="_ _0"></span>dnienia <span class="ff2"> </span></span></span></div><div class="t m0 x1 h2 y155b ff1 fs0 fc5 sc0 ls0 ws0">Liczba pracowników własnych w Grupie UNIMOT<span class="ff2"> </span></div></div><div class="c x1 y136e wfc h6"><div class="t m0 xb h2 yc8a ff1 fs0 fc1 sc0 ls0 ws0">Płeć<span class="ff2"> </span></div></div><div class="c x1b y136e wfd h6"><div class="t m0 xb h2 yc8a ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników własnych<span class="ff2"> </span></div></div><div class="c x1 y155c wfc h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x1b y155c wfd h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">308<span class="ls0"> </span></div></div><div class="c x1 yf7e wfc h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x1b yf7e wfd h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">809<span class="ls0"> </span></div></div><div class="c x1 y155d wfc hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Nie ujawniono płci<span class="ff2"> </span></div></div><div class="c x1b y155d wfd hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y155e wfc h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">RAZEM: </div></div><div class="c x1b y155e wfd h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">1 117 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d yf80 ff2 fs5 fc1 sc0 ls0 ws0">*</div><div class="t m0 xde h2 yf80 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _8"></span><span class="ff1">Prezentowane <span class="_ _8"></span>dane <span class="_ _8"></span>dotyczą <span class="_ _8"></span>zatrudnionych <span class="_ _8"></span>osób, <span class="_ _8"></span>bez <span class="_ _8"></span>przeliczenia <span class="_ _8"></span>na <span class="_ _8"></span>ekwiwalent <span class="_ _8"></span>pełnego <span class="_ _8"></span>czasu <span class="_ _8"></span>pracy <span class="_ _7"></span>E<span class="_ _1"></span>PC <span class="_ _7"></span>(<span class="_ _1"></span>8 <span class="_ _7"></span>go<span class="_ _1"></span>dzin </span></div><div class="t m0 x1 h2 y155f ff2 fs0 fc1 sc0 ls0 ws0">dziennie, 40 godzin tygodniowo). </div><div class="t m2 x1 h1d yf82 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">3. Liczba pracowników własnych w Grupie UNIMOT w p<span class="_ _0"></span>odziale na płeć na dzień 31.12.2024 r.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 yc4d ff1 fs0 fc5 sc0 ls0 ws0">Liczba pracowników własnych w Grupie UNIMOT w p<span class="_ _0"></span>odziale na wiek i płeć<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y396 wfe hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x73 y396 wff hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x121 y396 w100 hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xb1 y396 w38 hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Nie ujawniono płci<span class="ff2"> </span></div></div><div class="c x51 y396 w101 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x1 y140d wfe h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">≤ 29<span class="ff2"> lat </span></div></div><div class="c x73 y140d wff h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">47<span class="ls0"> </span></div></div><div class="c x121 y140d w100 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">54<span class="ls0"> </span></div></div><div class="c xb1 y140d w38 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x51 y140d w101 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">101<span class="ls0"> </span></div></div><div class="c x1 ye58 wfe hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">30<span class="ls0">-50 lat </span></div></div><div class="c x73 ye58 wff hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">206<span class="ls0"> </span></div></div><div class="c x121 ye58 w100 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">495<span class="ls0"> </span></div></div><div class="c xb1 ye58 w38 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x51 ye58 w101 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">701<span class="ls0"> </span></div></div><div class="c x1 y1560 wfe hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">51 lat ≤<span class="ff2"> </span></div></div><div class="c x73 y1560 wff hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">56<span class="ls0"> </span></div></div><div class="c x121 y1560 w100 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">259<span class="ls0"> </span></div></div><div class="c xb1 y1560 w38 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x51 y1560 w101 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">315<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d ya17 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _a"></span>3-<span class="ff1">4. <span class="_ _a"></span>Liczba <span class="_ _4"></span>pracowników <span class="_ _a"></span>wł<span class="_ _1"></span>asnych <span class="_ _a"></span>w <span class="_ _a"></span>Grupie <span class="_ _a"></span>UNIM<span class="_ _1"></span>OT <span class="_ _a"></span>w <span class="_ _a"></span>podziale <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _a"></span>wiek <span class="_ _a"></span>i<span class="_ _1"></span> <span class="_ _4"></span>płeć <span class="_ _4"></span>na <span class="_ _a"></span>dzień <span class="_ _a"></span>31.<span class="_ _1"></span> <span class="_ _a"></span>12. <span class="_ _a"></span>2024 <span class="_ _4"></span>r.</span></div><div class="t m0 x2 h2 ya17 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d ya18 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1561 ff1 fs0 fc5 sc0 ls0 ws0">Liczba pracowników w Grupie UNIMOT zatrud<span class="_ _8"></span>nio<span class="_ _1"></span>nych w oparciu o umowę o pracę<span class="ff2"> </span></div></div><div class="c x1 y1562 w94 h6"><div class="t m0 xb h2 yc8a ff1 fs0 fc1 sc0 ls0 ws0">Umowa o pracę<span class="ff2"> </span></div></div><div class="c x1 y11a4 w104 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x123 y11a4 w105 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x6a y11a4 w105 hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni <span class="ff2"> </span></div></div><div class="c x8c y11a4 w106 hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono<span class="ff2"> </span></div></div><div class="c x124 y11a4 w107 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Razem </div></div><div class="c x1 y1563 w104 h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Na czas nieokreślony<span class="ff2"> </span></div></div><div class="c x123 y1563 w105 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">198<span class="ls0"> </span></div></div><div class="c x6a y1563 w105 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">549<span class="ls0"> </span></div></div><div class="c x8c y1563 w106 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x124 y1563 w107 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1 ws0">747<span class="ls0"> </span></div></div><div class="c x1 yc6b w104 hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Na czas określony<span class="ff2"> </span></div></div><div class="c x123 yc6b w105 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">75<span class="ls0"> </span></div></div><div class="c x6a yc6b w105 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">107<span class="ls0"> </span></div></div><div class="c x8c yc6b w106 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x124 yc6b w107 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1 ws0">182<span class="ls0"> </span></div></div><div class="c x1 y1059 w104 h145"><div class="t m0 xb h2 y77e ff1 fs0 fc5 sc0 ls0 ws0">Łącznie pracownicy </div><div class="t m0 xb h2 y51e ff1 fs0 fc5 sc0 ls0 ws0">zatrudnieni na Umowę <span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">o pracę<span class="ff2"> </span></div></div><div class="c x123 y1059 w105 h145"><div class="t m0 xb h2 y77e ff2 fs0 fc5 sc0 ls1 ws0">273<span class="ls0"> </span></div></div><div class="c x6a y1059 w105 h145"><div class="t m0 xb h2 y77e ff2 fs0 fc5 sc0 ls1 ws0">656<span class="ls0"> </span></div></div><div class="c x8c y1059 w106 h145"><div class="t m0 xb h2 y77e ff2 fs0 fc5 sc0 ls0 ws0">0 </div></div><div class="c x124 y1059 w107 h145"><div class="t m0 xb h2 y77e ff2 fs0 fc5 sc0 ls1 ws0">929<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1564 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y1565 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _1"></span>3<span class="_ _1"></span>-<span class="ff1">7. <span class="_ _1"></span>Licz<span class="_ _1"></span>ba <span class="_ _1"></span>pr<span class="_ _1"></span>acowników <span class="_ _6"></span>w <span class="_ _6"></span>Grupie <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>zatrudni<span class="_ _1"></span>onych <span class="_ _6"></span>w <span class="_ _6"></span>oparciu <span class="_ _6"></span>o <span class="_ _6"></span>umowę<span class="_ _1"></span> <span class="_ _1"></span>o <span class="_ _a"></span>pracę <span class="_ _6"></span>w <span class="_ _6"></span>podziale <span class="_ _6"></span>na <span class="_ _6"></span>płe<span class="_ _1"></span>ć <span class="_ _1"></span></span> </div><div class="t m2 x1 h1d y38 ff1 fs5 fc1 sc0 ls0 ws0">i czas trwania umowy na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1566 ff1 fs0 fc5 sc0 ls0 ws0">Liczba pracowników własnych w Grupie UNIMOT zatrudnionych w podziale na <span class="_ _8"></span>w<span class="_ _1"></span>ymiar czasu pracy<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y1567 w104 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x123 y1567 w105 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x6a y1567 w105 h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni <span class="ff2"> </span></div></div><div class="c x8c y1567 w106 h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono<span class="ff2"> </span></div></div><div class="c x124 y1567 w107 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Razem </div></div><div class="c x1 yd1b w104 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Pracownicy zatrudnieni w </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">pełnym wymiarze czasu </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">pracy </div></div><div class="c x123 yd1b w105 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls1 ws0">266<span class="ls0"> </span></div></div><div class="c x6a yd1b w105 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls1 ws0">636<span class="ls0"> </span></div></div><div class="c x8c yd1b w106 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x124 yd1b w107 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc5 sc0 ls1 ws0">902<span class="ls0"> </span></div></div><div class="c x1 y1296 w104 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Pracownicy zatrudnieni w </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">niepełnym wymiarze czasu </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">pracy (tymczasowi) </div></div><div class="c x123 y1296 w105 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">7 </div></div><div class="c x6a y1296 w105 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x8c y1296 w106 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x124 y1296 w107 hda"><div class="t m0 xb h2 y58e ff2 fs0 fc5 sc0 ls1 ws0">27<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1242 ff1 fs0 fc1 sc0 ls0 ws0">*Przyjęto, <span class="_ _1"></span>że <span class="_ _6"></span>pracow<span class="_ _1"></span>nicy <span class="_ _1"></span>zatrudnieni <span class="_ _6"></span>na <span class="_ _6"></span>umowach <span class="_ _a"></span><span class="ff2">cywilno-</span>prawnych, <span class="_ _6"></span>wykonują <span class="_ _6"></span>pracę <span class="_ _6"></span>w <span class="_ _6"></span>pełnym <span class="_ _6"></span>wymiarze <span class="_ _6"></span>godzin. </div><div class="t m0 x1 h2 y1568 ff1 fs0 fc1 sc0 ls0 ws0">Pracownicy św<span class="_ _1"></span>iadczący pracę <span class="_ _1"></span>na podstawie <span class="_ _1"></span>innych umów <span class="_ _1"></span>(umowa zlec<span class="_ _1"></span>enia, o <span class="_ _1"></span>dzieło oraz <span class="_ _1"></span>pracownicy zatrudnieni <span class="_ _1"></span>za </div><div class="t m0 x1 h2 y1569 ff1 fs0 fc1 sc0 ls0 ws0">pośrednictwem <span class="_ _e"> </span>agencji  pracy) <span class="_ _e"> </span>zostali  zakwalifikowani <span class="_ _e"> </span>jako <span class="_ _e"> </span>świadczący  pracę <span class="_ _e"> </span>w <span class="_ _e"> </span>niepełnym <span class="_ _d"> </span><span class="ff2">wymiarze  godzin.<span class="fc5"> </span></span></div><div class="t m0 x1 h2 y7f ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y14cb ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">8. <span class="_ _1"></span>Liczba pracowników <span class="_ _1"></span>własnych <span class="_ _1"></span>w <span class="_ _1"></span>Grupie UNIMOT zatrudnionych <span class="_ _1"></span>w po<span class="_ _1"></span>dziale na <span class="_ _1"></span>wymiar <span class="_ _1"></span>czasu pracy <span class="_ _1"></span>oraz </span></div><div class="t m2 x1 h1d yfb0 ff1 fs5 fc1 sc0 ls0 ws0">płeć na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 x1 h2 y3fa ff1 fs0 fc5 sc0 ls0 ws0">Wskaźnik rotacji pracowników<span class="ff2"> </span></div></div><div class="c x1 yca w8 h6"><div class="t m0 xb h2 y56f ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników własnych, którzy odeszli <span class="_ _0"></span>z pracy<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf113" class="pf w0 h0" ><div class="pc pc113 w0 h0"><img class="bi x9 y770 w9 h22a" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">275<span class="ls0"> </span></div></div><div class="c x1 y156a w67 h6b"><div class="t m0 xb h2 y9f4 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x1b y156a w108 h6b"><div class="t m0 xb h2 y9f4 ff2 fs0 fc1 sc0 ls1 ws0">27<span class="ls0"> </span></div></div><div class="c x1 yc46 w67 h1a4"><div class="t m0 xb h2 y5d3 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x1b yc46 w108 h1a4"><div class="t m0 xb h2 y5d3 ff2 fs0 fc1 sc0 ls1 ws0">60<span class="ls0"> </span></div></div><div class="c x1 y155b w67 h1d6"><div class="t m0 xb h2 y156b ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono płci<span class="ff2"> </span></div></div><div class="c x1b y155b w108 h1d6"><div class="t m0 xb h2 y156b ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y11b5 w67 h1d6"><div class="t m0 xb h2 y156b ff2 fs0 fc5 sc0 ls0 ws0">Razem </div></div><div class="c x1b y11b5 w108 h1d6"><div class="t m0 xb h2 y156b ff2 fs0 fc5 sc0 ls1 ws0">87<span class="ls0"> </span></div></div><div class="c x1 y156c w67 h58"><div class="t m0 xb h2 y651 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 ycd6 ff1 fs0 fc5 sc0 ls0 ws0">Wskaźnik rotacji pracowników*<span class="ff2"> </span></div></div><div class="c x1b y156c w108 h58"><div class="t m0 xb h2 y651 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h2 ycd6 ff2 fs0 fc5 sc0 ls0 ws0">7,79 % </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y156d ff1 fs0 fc1 sc0 ls0 ws0">*Wskaźnik rotacji został obliczony zgodnie z metodologią ESRS według wzoru: (liczba pracowników<span class="_ _1"></span>, którzy <span class="_ _0"></span>odeszli z </div><div class="t m0 x1 h2 y156e ff2 fs0 fc1 sc0 ls0 ws0">pracy <span class="_ _1"></span>w <span class="_ _6"></span>Grupie <span class="_ _1"></span>UNIMOT<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _1"></span>w<span class="_ _1"></span>yniku <span class="_ _1"></span>zwolnienia, <span class="_ _a"></span><span class="ff1">przejścia <span class="_ _1"></span>na <span class="_ _6"></span>emeryturę <span class="_ _6"></span>lub <span class="_ _1"></span>śmierci <span class="_ _6"></span>/ <span class="_ _1"></span>l<span class="_ _1"></span>iczba <span class="_ _1"></span>ws<span class="_ _1"></span>zystkich <span class="_ _1"></span>pracowników </span></div><div class="t m0 x1 h2 y155e ff2 fs0 fc1 sc0 ls0 ws0">Grupy UNIMOT na koniec okresu sprawozdawczego, tj. na <span class="_ _0"></span>31 grudnia 2024 r.) x 100%. </div><div class="t m2 x1 h1d y156f ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">9. Wskaźnik rota<span class="_ _0"></span>cji pracowników w Grupie UNIMOT. <span class="ff2"> </span></span></div><div class="t m0 x1 h2 y4da ff1 fs0 fc5 sc0 ls0 ws0">Liczba osób niebędących pracownikami, współpracujących z Grupą <span class="_ _0"></span>UNIMOT<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y1570 w109 h14a"><div class="t m0 xb h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">Dane o osobach </div><div class="t m0 xb h2 y602 ff1 fs0 fc1 sc0 ls0 ws0">niebędących </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">pracownikami </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">współpracujących z </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">jednostką (liczba osób)<span class="ff2"> </span></div></div><div class="c x126 y1570 w10a h14a"><div class="t m0 x111 h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">Kobiety<span class="ff2"> </span></div></div><div class="c xd9 y1570 w10b h14a"><div class="t m0 x111 h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x127 y1570 w10c h14a"><div class="t m0 x111 h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">Nie ujawniono<span class="ff2"> </span></div></div><div class="c xf2 y1570 w10d h14a"><div class="t m0 x111 h2 y778 ff1 fs0 fc1 sc0 ls0 ws0">Razem<span class="ff2"> </span></div></div><div class="c x1 y1571 w109 h103"><div class="t m0 xb h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">Liczba osób pracujących </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">w oparciu o umowy </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">cywilnoprawne (zlecenia i </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">dzieło<span class="ff2"> </span></div></div><div class="c x126 y1571 w10a h103"><div class="t m0 x111 h2 y779 ff1 fs0 fc1 sc0 ls1 ws0">21<span class="ff2 ls0"> </span></div></div><div class="c xd9 y1571 w10b h103"><div class="t m0 x111 h2 y779 ff1 fs0 fc1 sc0 ls1 ws0">59<span class="ff2 ls0"> </span></div></div><div class="c x127 y1571 w10c h103"><div class="t m0 x111 h2 y779 ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 y1571 w10d h103"><div class="t m0 x111 h2 y779 ff1 fs0 fc1 sc0 ls1 ws0">80<span class="ff2 ls0"> </span></div></div><div class="c x1 y14c0 w109 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Liczba osób pracujących </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">w oparciu o umowę o </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">współpracy (B2B)<span class="ff2"> </span></div></div><div class="c x126 y14c0 w10a hda"><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls1 ws0">13<span class="ff2 ls0"> </span></div></div><div class="c xd9 y14c0 w10b hda"><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls1 ws0">88<span class="ff2 ls0"> </span></div></div><div class="c x127 y14c0 w10c hda"><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 y14c0 w10d hda"><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls1 ws0">101<span class="ff2 ls0"> </span></div></div><div class="c x1 y214 w109 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Liczba osób na </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">kontraktach </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">menadżerskich<span class="ff2"> </span></div></div><div class="c x126 y214 w10a hda"><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">2<span class="ff2"> </span></div></div><div class="c xd9 y214 w10b hda"><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">4<span class="ff2"> </span></div></div><div class="c x127 y214 w10c hda"><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 y214 w10d hda"><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">6<span class="ff2"> </span></div></div><div class="c x1 y13ce w109 h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Osoby odbywające </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">praktyki absolwenckie<span class="ff2"> </span></div></div><div class="c x126 y13ce w10a h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xd9 y13ce w10b h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x127 y13ce w10c h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 y13ce w10d h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x1 yd83 w109 hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Pozostali<span class="ff2"> </span></div></div><div class="c x126 yd83 w10a hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xd9 yd83 w10b hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">1<span class="ff2"> </span></div></div><div class="c x127 yd83 w10c hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 yd83 w10d hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">1<span class="ff2"> </span></div></div><div class="c x1 y7e7 w109 h239"><div class="t m0 xb h2 y1572 ff1 fs0 fc5 sc0 ls0 ws0">Łącznie<span class="ff2"> </span></div></div><div class="c x126 y7e7 w10a h239"><div class="t m0 x111 h2 y1572 ff1 fs0 fc5 sc0 ls1 ws0">36<span class="ff2 ls0"> </span></div></div><div class="c xd9 y7e7 w10b h239"><div class="t m0 x111 h2 y1572 ff1 fs0 fc5 sc0 ls1 ws0">152<span class="ff2 ls0"> </span></div></div><div class="c x127 y7e7 w10c h239"><div class="t m0 x111 h2 y1572 ff1 fs0 fc5 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 y7e7 w10d h239"><div class="t m0 x111 h2 y1572 ff1 fs0 fc5 sc0 ls1 ws0">188<span class="ff2 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y1573 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">10. Liczba osób niebędących pracownikami, współpracujących z Grupą UNIMOT na dzień 31. 12. 2024 r.</span> </div><div class="t m0 x1 h2 y1239 ff1 fs0 fc5 sc0 ls0 ws0">Odsetek pracowników objętych układami zbiorowymi<span class="ff2"> </span></div></div><div class="c x1 y1574 w8 h6"><div class="t m0 xb h2 y56f ff1 fs0 fc1 sc0 ls0 ws0">Odsetek pracowników objętych układami zbiorowymi<span class="ff2"> </span></div></div><div class="c x1 yc59 w10e hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x128 yc59 w10f hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Liczba </div></div><div class="c x9a yc59 w110 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 lse ws0">% <span class="ls0"> </span></div></div><div class="c x1 y1575 w10e h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Pracownicy </div></div><div class="c x128 y1575 w10f h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">460<span class="ls0"> </span></div></div><div class="c x9a y1575 w110 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x1 y1178 w10e h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Osoby niebędące pracownikami<span class="ff2"> </span></div></div><div class="c x128 y1178 w10f h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">12<span class="ls0"> </span></div></div><div class="c x9a y1178 w110 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y38b w10e hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x128 y38b w10f hda"><div class="t m0 xb h2 y58e ff2 fs0 fc1 sc0 ls1 ws0">472<span class="ls0"> </span></div></div><div class="c x9a y38b w110 hda"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">97,46 spośród wszystkich </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">pracowników własnych Spółek </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">objętych układami zbiorowymi<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y1386 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">11. <span class="_ _1"></span>Odsetek pracowników <span class="_ _1"></span>objętych <span class="_ _1"></span>układami zbiorow<span class="_ _1"></span>ymi w <span class="_ _1"></span>Spółkach Grupy <span class="_ _1"></span>UNIMOT na <span class="_ _1"></span>dzień <span class="_ _1"></span>31.12.2024 </span></div><div class="t m2 x1 h1d y1387 ff2 fs5 fc1 sc0 ls40 ws0">r.<span class="ls0"> </span></div><div class="t m0 x1 h2 yb28 ff1 fs0 fc5 sc0 ls0 ws0">Struktura zatrudnienia w podziale na płeć i wiek oraz<span class="_ _0"></span> kategorie zatrudnienia<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 yc5f w114 h31"><div class="t m0 x12b h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x12c yc5f w115 h31"><div class="t m0 xa9 h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="ff1">≤ 29</span> </div></div><div class="c x4c yc5f wf9 h31"><div class="t m0 x39 h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">30<span class="ls0">-</span>50<span class="ls0"> </span></div></div><div class="c x12d yc5f w116 h31"><div class="t m0 xe1 h2 y3e5 ff1 fs0 fc1 sc0 ls0 ws0">51 ≤<span class="ff2"> </span></div></div><div class="c x1 y33e w114 h1ab"><div class="t m0 xd h2 yb14 ff1 fs0 fc5 sc0 ls0 ws0">Wyższa kadra kierownicza <span class="ff2">- dyrektorzy  </span></div><div class="t m0 xd h2 yb15 ff1 fs0 fc5 sc0 ls0 ws0">i członkowie zarządu<span class="ff2 fc1"> </span></div></div><div class="c x12c y33e w117 h1ab"><div class="t m0 x12e h2 y86e ff2 fs0 fc1 sc0 ls1 ws0">53<span class="ls0"> </span></div></div><div class="c x1 y10a5 w114 h31"><div class="t m0 xd h2 y1576 ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników<span class="ff2"> </span></div></div><div class="c x12c y10a5 w115 h31"><div class="t m0 xd h2 y1576 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x4c y10a5 wf9 h31"><div class="t m0 xd h2 y1576 ff2 fs0 fc1 sc0 ls1 ws0">36<span class="ls0"> </span></div></div><div class="c x12d y10a5 w116 h31"><div class="t m0 xd h2 y1576 ff2 fs0 fc1 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x1 y5b5 w114 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c x12c y5b5 w115 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x4c y5b5 wf9 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x12d y5b5 w116 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x1 y1526 w114 h31"><div class="t m0 xd h2 y3e5 ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c x12c y1526 w115 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x4c y1526 wf9 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">32<span class="ls0"> </span></div></div><div class="c x12d y1526 w116 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">14<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf114" class="pf w0 h0" ><div class="pc pc114 w0 h0"><img class="bi x12a yf9 w141 h1c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">276<span class="ls0"> </span></div></div><div class="c x1 y130a w8 h31"><div class="t m0 xd h2 y3e5 ff1 fs0 fc5 sc0 ls0 ws0">Udział procentowy (w odniesieniu do <span class="_ _0"></span>liczby pracowników w kategorii zatrudnienia)<span class="ff2 fc1"> </span></div></div><div class="c x1 y342 w114 h6a"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x12c y342 w115 h6a"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">1%<span class="ls0"> </span></div></div><div class="c x4c y342 wf9 h6a"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">5%<span class="ls0"> </span></div></div><div class="c x12d y342 w116 h6a"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">5%<span class="ls0"> </span></div></div><div class="c x1 yeb4 w114 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c x12c yeb4 w115 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">2%<span class="ls0"> </span></div></div><div class="c x4c yeb4 wf9 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">2%<span class="ls0"> </span></div></div><div class="c x12d yeb4 w116 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">4%<span class="ls0"> </span></div></div><div class="c x1 y1577 w114 h2b"><div class="t m0 xd h2 y3e5 ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c x12c y1577 w115 h2b"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">0%<span class="ls0"> </span></div></div><div class="c x4c y1577 wf9 h2b"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">6%<span class="ls0"> </span></div></div><div class="c x12d y1577 w116 h2b"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">5%<span class="ls0"> </span></div></div><div class="c x90 y1578 w118 h1ab"><div class="t m0 xd h2 y518 ff1 fs0 fc1 sc0 ls0 ws0">Menedżerowie i kierownicy oraz </div><div class="t m0 xd h2 yb15 ff2 fs0 fc1 sc0 ls0 ws0">koordynatorzy </div></div><div class="c x12c y1578 w117 h1ab"><div class="t m0 x72 h2 y86e ff2 fs0 fc1 sc0 ls1 ws0">196<span class="ls0"> </span></div></div><div class="c x90 y147 w118 h31"><div class="t m0 xd h2 y3e5 ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników<span class="ff2"> </span></div></div><div class="c x12c y147 w115 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x4c y147 wf9 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">133<span class="ls0"> </span></div></div><div class="c x12d y147 w116 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">59<span class="ls0"> </span></div></div><div class="c x90 yd07 w118 h2b"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c x12c yd07 w115 h2b"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x4c yd07 wf9 h2b"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">45<span class="ls0"> </span></div></div><div class="c x12d yd07 w116 h2b"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x90 y258 w118 h31"><div class="t m0 xd h2 y3e5 ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c x12c y258 w115 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x4c y258 wf9 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">88<span class="ls0"> </span></div></div><div class="c x12d y258 w116 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">48<span class="ls0"> </span></div></div><div class="c x90 y1579 w119 h2b"><div class="t m0 xd h2 y3e5 ff1 fs0 fc5 sc0 ls0 ws0">Udział procentowy (w odniesieniu do <span class="_ _0"></span>liczby pracowników w kategorii zatrudnienia)<span class="ff2 fc1"> </span></div></div><div class="c x90 y7b2 w118 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">Liczba <span class="ff1">pracowników</span> </div></div><div class="c x12c y7b2 w115 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">4%<span class="ls0"> </span></div></div><div class="c x4c y7b2 wf9 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">19%<span class="ls0"> </span></div></div><div class="c x12d y7b2 w116 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">19%<span class="ls0"> </span></div></div><div class="c x90 y157a w118 h2b"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c x12c y157a w115 h2b"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">4%<span class="ls0"> </span></div></div><div class="c x4c y157a wf9 h2b"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">22%<span class="ls0"> </span></div></div><div class="c x12d y157a w116 h2b"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">20%<span class="ls0"> </span></div></div><div class="c x90 y130e w118 h31"><div class="t m0 xd h2 y3e5 ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c x12c y130e w115 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">4%<span class="ls0"> </span></div></div><div class="c x4c y130e wf9 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">18%<span class="ls0"> </span></div></div><div class="c x12d y130e w116 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">19%<span class="ls0"> </span></div></div><div class="c x90 yc13 w118 h79"><div class="t m0 xd h2 y86e ff2 fs0 fc1 sc0 ls0 ws0">Pozostali pracownicy </div></div><div class="c x12c yc13 w117 h79"><div class="t m0 x72 h2 y86e ff2 fs0 fc1 sc0 ls1 ws0">868<span class="ls0"> </span></div></div><div class="c x90 y127f w118 h31"><div class="t m0 xd h2 y3e5 ff1 fs0 fc1 sc0 ls0 ws0">Liczba pracowników<span class="ff2"> </span></div></div><div class="c x12c y127f w115 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">96<span class="ls0"> </span></div></div><div class="c x4c y127f wf9 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">532<span class="ls0"> </span></div></div><div class="c x12d y127f w116 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">240<span class="ls0"> </span></div></div><div class="c x90 y93 w118 h31"><div class="t m0 xd h2 yd40 ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c x12c y93 w115 h31"><div class="t m0 xd h2 yd40 ff2 fs0 fc1 sc0 ls1 ws0">44<span class="ls0"> </span></div></div><div class="c x4c y93 wf9 h31"><div class="t m0 xd h2 yd40 ff2 fs0 fc1 sc0 ls1 ws0">156<span class="ls0"> </span></div></div><div class="c x12d y93 w116 h31"><div class="t m0 xd h2 yd40 ff2 fs0 fc1 sc0 ls1 ws0">43<span class="ls0"> </span></div></div><div class="c x90 yd60 w118 h31"><div class="t m0 xd h2 y3e5 ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c x12c yd60 w115 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">52<span class="ls0"> </span></div></div><div class="c x4c yd60 wf9 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">376<span class="ls0"> </span></div></div><div class="c x12d yd60 w116 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">197<span class="ls0"> </span></div></div><div class="c x90 y157b w119 h31"><div class="t m0 xd h2 yd40 ff1 fs0 fc5 sc0 ls0 ws0">Udział procentowy (w odniesieniu do <span class="_ _0"></span>liczby pracowników w kategorii <span class="ff2">zatrudnienia)<span class="fc1"> </span></span></div></div><div class="c x90 y157c w118 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x12c y157c w115 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">95%<span class="ls0"> </span></div></div><div class="c x4c y157c wf9 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">76%<span class="ls0"> </span></div></div><div class="c x12d y157c w116 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">76%<span class="ls0"> </span></div></div><div class="c x90 y141c w118 h31"><div class="t m0 xd h2 yd40 ff2 fs0 fc1 sc0 ls0 ws0">kobiety </div></div><div class="c x12c y141c w115 h31"><div class="t m0 xd h2 yd40 ff2 fs0 fc1 sc0 ls1 ws0">94%<span class="ls0"> </span></div></div><div class="c x4c y141c wf9 h31"><div class="t m0 xd h2 yd40 ff2 fs0 fc1 sc0 ls1 ws0">76%<span class="ls0"> </span></div></div><div class="c x12d y141c w116 h31"><div class="t m0 xd h2 yd40 ff2 fs0 fc1 sc0 ls1 ws0">77%<span class="ls0"> </span></div></div><div class="c x90 y157d w118 h31"><div class="t m0 xd h2 y3e5 ff1 fs0 fc1 sc0 ls0 ws0">mężczyźni<span class="ff2"> </span></div></div><div class="c x12c y157d w115 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">96%<span class="ls0"> </span></div></div><div class="c x4c y157d wf9 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">76%<span class="ls0"> </span></div></div><div class="c x12d y157d w116 h31"><div class="t m0 xd h2 y3e5 ff2 fs0 fc1 sc0 ls1 ws0">76%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y13a0 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">13. Struktura zatrudnienia w podziale na p<span class="_ _0"></span>łeć i wiek oraz kategorie zatrudnienia w Grupie UNIMOT na </span></div><div class="t m2 x1 h1d y13a1 ff1 fs5 fc1 sc0 ls0 ws0">dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 x1 h2 y157e ff1 fs0 fc5 sc0 ls0 ws0">Wskaźnik  Gender Pay<span class="ff2"> Gap Ratio (GPGR) w Grupie UNIMOT </span></div></div><div class="c x1 y1059 wb0 h1a"><div class="t m0 xb h2 ye1 ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c xea y1059 w11a h1a"><div class="t m0 x111 h2 ye1 ff1 fs0 fc1 sc0 ls0 ws0">57 zł<span class="ff2"> </span></div></div><div class="c x1 y157f wb0 h6"><div class="t m0 xb h2 y56f ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xea y157f w11a h6"><div class="t m0 x111 h2 y56f ff1 fs0 fc1 sc0 ls0 ws0">64 zł<span class="ff2"> </span></div></div><div class="c x1 y1580 wb0 h183"><div class="t m0 xb h2 ydeb ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono płci<span class="ff2"> </span></div></div><div class="c xea y1580 w11a h183"><div class="t m0 x111 h2 ydeb ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y1581 wb0 h1f2"><div class="t m0 xb h2 y9e6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y1291 ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik wysokości wynagrodzenia kobiet </div><div class="t m0 xb h2 y9f4 ff1 fs0 fc1 sc0 ls0 ws0">do wynagrodzenia mężczyzn (GPGR)*<span class="ff2"> </span></div></div><div class="c xea y1581 w11a h1f2"><div class="t m0 x111 h2 y9e6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x111 h2 y1291 ff2 fs0 fc1 sc0 ls0 ws0">10,50% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y193 ff1 fs0 fc1 sc0 ls0 ws0">*Wskaźnik <span class="_ _0"></span>Gender Pay<span class="ff2"> </span>Gap Ratio (GPGR) <span class="_ _8"></span>został obliczony jako wartość b<span class="_ _0"></span>ezwzględna z róż<span class="_ _0"></span>nicy pomiędzy stosunkiem </div><div class="t m0 x1 h2 y194 ff1 fs0 fc1 sc0 ls0 ws0">średniej godzinowej płacy brutto danej p<span class="_ _0"></span>łci do drugiej płci, a wartośc<span class="_ _1"></span>ią 100%.<span class="ff2"> </span></div><div class="t m2 x1 h1d y143a ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">14. Wskaźnik  Gender Pay Gap <span class="_ _0"></span>Ratio (GPGR) w Grupie UNIMOT.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 y7d4 ff1 fs0 fc5 sc0 ls0 ws0">Udział pracowników z niepełnosprawnościami w ogólnej strukturze zatrudnienia<span class="ff2"> </span></div></div><div class="c x1 y107e w142 h23a"><div class="t m0 xb h2 y532 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x126 y107e w143 h23a"><div class="t m0 xb h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">Kobiety<span class="ff2"> </span></div></div><div class="c xd9 y107e w144 h23a"><div class="t m0 xb h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x127 y107e w145 h23a"><div class="t m0 xb h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">Nie ujawniono<span class="ff2"> </span></div></div><div class="c xf2 y107e wc3 h23a"><div class="t m0 xb h2 y532 ff1 fs0 fc1 sc0 ls0 ws0">Razem<span class="ff2"> </span></div></div><div class="c x1 y75e w142 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Osoby zatrudnione w </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">oparciu o umowę o pracę<span class="ff2"> </span></div></div><div class="c x126 y75e w143 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">5<span class="ff2"> </span></div></div><div class="c xd9 y75e w144 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">6<span class="ff2"> </span></div></div><div class="c x127 y75e w145 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 y75e wc3 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls1 ws0">11<span class="ff2 ls0"> </span></div></div><div class="c x1 y81a w142 h63"><div class="t m0 xb h2 y551 ff1 fs0 fc1 sc0 ls0 ws0">Osoby zatrudnione w </div><div class="t m0 xb h2 y552 ff1 fs0 fc1 sc0 ls0 ws0">oparciu o inne umowy<span class="ff2"> </span></div></div><div class="c x126 y81a w143 h63"><div class="t m0 xb h2 y551 ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xd9 y81a w144 h63"><div class="t m0 xb h2 y551 ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x127 y81a w145 h63"><div class="t m0 xb h2 y551 ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 y81a wc3 h63"><div class="t m0 xb h2 y551 ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x1 ydc3 w142 h1f5"><div class="t m0 xb h2 y104f ff1 fs0 fc1 sc0 ls0 ws0">Łącznie<span class="ff2"> </span></div></div><div class="c x126 ydc3 w143 h1f5"><div class="t m0 xb h2 y104f ff1 fs0 fc1 sc0 ls0 ws0">5<span class="ff2"> </span></div></div><div class="c xd9 ydc3 w144 h1f5"><div class="t m0 xb h2 y104f ff1 fs0 fc1 sc0 ls0 ws0">6<span class="ff2"> </span></div></div><div class="c x127 ydc3 w145 h1f5"><div class="t m0 xb h2 y104f ff1 fs0 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xf2 ydc3 wc3 h1f5"><div class="t m0 xb h2 y104f ff1 fs0 fc1 sc0 ls1 ws0">11<span class="ff2 ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf115" class="pf w0 h0" ><div class="pc pc115 w0 h0"><img class="bi x9 y553 w9 h90" alt="" 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o4ee1izQNzOwDKLhDagVtcaB6D148nn/+htyXhJ/HLRb510J8aTOZcUOSwSJhliASL0AQcotQgNHnrk3v/4lpnx0rmLK/yx67/46l/Xux+gWAU2EKbLuhV4FYxv3HDknCegDSmqN+pBBq0WrlgfrahbSfA+m+5Rmu5MWstYdUI2MxfZJfZKrmpjUmMnUVHVwXlyGbHvN4HGpRoNzYZVLZDZhdX2db//vx04eoqlAEE1ek9mqNqmbOsEisSBfIALyKNh0PcxATQNlKRANLSJGuXauDEZjWMyrwSDiDiDgeXIiQU138RsZcJwc6OGm5QlKlbG8c/f+1EwFGzgtQ2MBOfw6LFTt99999K4lHwQ1Y/KAOkF89F4eVLF6SH7+oEjIx5X6d1/8cnX/vyv77ztgUntyhZtcuABu6HRIMa8qqU33Lw8jqOaJ0E+9qkvvvq1v/GpT9+hgDEmbeO885lXk8kkwHois5qcGdSQ4BJcQNZSFpAF+AQXp3XzlkfLk+UJmVqWzIVkSvAeJFgrf/97ukTb6XQ6nSePgbZtIYgaW6xivHrs4YcKRFibULuCSklLPS57Mk6tCLHGrei748tx98Gi4c2RZhok9KPLr/mhH1qYVDn3+pCsTllITtUn5BHZqdV07+5ojXpCUqcAoRXNiO76s/eew7nnkNqQNJlZBs6NkTCc25CftaMBMvTUAAMtl0d37d5Q03xL1JZ5MtekLJgzHpX18IwzNm85C65oRQAeYrB88NHqyAkX0qDoE1FUBejEgB6cpT3DcKqvp/p6KkuZCD9whE+stNAERNXuxHgy1KYBLABjoCGowQP9EPDg/nve/Me9+/bPalpfh3Ma9Pce2v32d6NNXlsw4BBJIyKB8XemYJgByDLxWRHUlIRdHoMlI3Ge6IluVhvgeVKWPs+SJQiTUH+mF2MjjOGMByUAoVWf9YkzgiPJiPI2YnZuo89mvvyVm2qd9l9ogciClJrZuSHYQGRsxmRELpPVUek9FADDyMhRsuQyUSR2Aqa8N2TxKcE5ZmICjUZl5guDI86aSNFkMJwbTVpxfZD/4vU3VjUmTTCgamoQYlQF7t59TzQlIYORUF4UBoUYCT/08IPGsKRQ1bZVm66e0v/xlv/y+t9/Y91qWYVkrigGqmaGyWSiGlOKPpPRaLR58xntapngm0gLi5Pf/l9ef889x0VY2ANomkaEBoMeGcrxKlEcDr3zCKluYqtQY1Ih8S5oAJsvmL4OREZEeZGnBFW0bQRARF2i7XQ6nc63kgCUS3Im2pwRsgPv+tiOxXp9226M6ZyRXbBsRXAnmJbJs+9pox5EsCF0/eHV8Ye+5EaEBgaXKMNVV25+1pWrjgsu8sisTuEUnAV3Ro27P/xXrp6UaMCE2qJgDOZjC/GWezfWTUNjci4615ILFaiUIINDRNue81xo0Qd6CiSc+uruwb5T52svr8rNfg5R59wwDx4xk81nNJdfmskQJQZRNhlvmtTjmx44c1XnInoBvZYGrfQggXqreR5930UJKbaeZtv4rOMIn79no7p+SP3uvfVJXh4JIE4hSQGMOCm3cWWh3XX/za/9n1c/+vlzAwar7YxinWJbm8IXvvbgb7yeHz2S0mQV45rNBeunoE+QT6elBKTgBCFby5Uw/sY984+PwgEUgGRrhQjTe/HJphv/0QKAyXS/vpEZWSLLi35ZxdVx+573fTwlWGrYcZNatZgVrgnltNgASEACtaBWORgBFEEJpKAESkZpehcej29xZdPYJiLZ6nhsoMRGnoyQEop8oEpmbnl5snv3g7n3ZhARQFkoArfdfrfzPi+KkFrO0KQazsRxtFiW1cootaGCEMQRubK2D3zoUx/44CeXFhvvh1HJDNV4tG5u1lI1N+NTWCmyRqvFQY8PHXpkfsvWWNugv6EOcmqx/Pl//2sP7TvqHLcpEZGjVE8W+0UcFNHJuG1OJF0mVHkOo+gcA9q0VZYL0DbN2HPlqHJSO2qFg1DQ2GhUZmRe1JTwBIm2q6PtdDqdzpPXT9oyarJeYhxavue9H3tqHWvAQIGE2LWUBS4mrc6SRwiNwxKFYBwno10f/qvrfvD7x7N5AdLM4xlPfcorXnzT7tsGlZBJlaERgkkvyEzAvZ//0rm33F5c90I4QokIEBDvO8gPHGStqrwNPDN2QSQfitfWLczMPTCXXfncZ5ac9UHJIBlOfnXXuibNgBN0nGMEKpiUfJn1D2TZpS964bSaMAp6ACZp9QtfmwupJa09InNgKZPzbT7fNrOwLDaLFqiwHLxe6fD1X93+Yy8qUzQ/6Appn4RARBGOMANuoDU1WVujDbf92u+t27nn7Nm50cqpzPIGqbQ2Y1535OjJd3/4xNbNm3/91UVONXwa1zPDuSTp8Qu/0/VUgJVNGWrGUAbMjKDT29en20hNHwQGrdV0JoJjkK51lSIQDEpQNgDTiukEijAy06ZN4tzcYNNdd+39wIdu+IVXPD+l1kvWQsaT8bA/mFQKSmzTstFEMCOyx5pYre2vNIapEZMBZhRBpzdOmRDYoo1XJ+BcLXAmaiG2cVAM2rL2nLXNZOfOu6955gVJLXfeAGIS4MYv3SpcqE3bl4WkKfMEMlMKrVWlZusd2JomeXZO3Dv+7IMnj08Gg01EeUqNiDlqF44fnJ0ZvPD5l196ycVLS0tfuuHLjzx6ZNumTUtLY+f79bid7c0srZ7gYwuf+Pj1P/fvfnzYl0svuuBP/vAP6oZAfVPnpM7zMCrtv/7pe/bsfVSoNypHRJQ7gjYbN8z/8i/9wvr5GQAEJTM2A6WN62d7OT/Ws4upS7SdTqfT+daqgUJbEacmX7uzPXxqLHpoiCiSxCtLinLm/PZmYaUYV944Ik7QkvhBDIsP7cPKUjm3dT0gRPBWXHmpzfbT8smBoTZSAhvlkXqmm+pw5Iabnnrd88AJmRBQQMu9x+ajBAR4nolURfUsfXNZy5OEzZddio3remBqAQI8st0PbgVxudIHL5arLpcwaXooWs1W6rDtgguRoXZYZVuP6DQuPHqw7+ISpXGhCZJAapw2rPdHjvdhJpycmdPWxaTN4pFHtjelm+lV0G6Z9kkQQkhwDkjRUjWXKcbVoT96W7r/4e2uKJdP1dSWyBrmFkmAWWYJ7cEPfGTz867InnMVYp3Nz6Ey84+Ls1AyM5puelIjNZizxEYJykiPLdKuJVqyabYUAxvBmI0xXdCFwdgMoGnHZLDRWvBCAkGcqCkR1XWMLf3Z29/z0uedv/2s7QrAoImIhGyaxQxm05y61sMKAmNA2ZjW/sbpA4kiI7GdzrpAW9WqylC1FsRmsJigBjMh9j57eO8jj/38DJhp0/LRw0uapG2Ty/KkgabpPCmREFGKnNA4CIjAuG3XwQf3HCiKecA1TcumKVUb52ePHDn0+tf97k/+5Et6BZrG9u37Vz//8796bKEa9LKm0dneXBXG69ZvqpvVG7/ytV/71R8HMDc39/3f/0I5XQyiGp24MuD9H/xoVY5MzJGLMXGWCbiX5T/+8u8dFmu/PzpdS0AGJqRkzGZmT7RE273kOp1Op/MP0aRkqJHcanXvn3/8nGWaaTgQK7wPUtSiyM54yYt3POuq1jnAksSxb+DD5rra8eip0U03e4TZGlmESsDFZ57xtKcmazIYmyWCArnCI5ytdOpvvkzHTiW26eiF3iilr9zTC6kVNtJ1jfai+Yi8pAxsg9nnvPIVdb+gEDFpEctHD+8Z37N7WJaCEhJGViIjRupDXKKnXnL54ILzLdUqMaKhyfLqpz47c+hEPzbKgSwVSfMEAtJLr81m5xy4Igt9jmiWeXyiKJcOPIidtw9CLQjdefEkcIQEJELIqHDQe/fe/lO/dOAdH9hc142WY26Q+cN5Ps5yL96rIkx8GBcHDt76629cfOv7sxWtNS0WON3k4HRCpYRpFwVKhpRI2RJbEItsiS2SnW7ZtfZYW9GVJKTTh4d5aIa1aWSs8GSAgc2IWlBD1Bgq7wlAVTa93vy+vcfe9Ka3LiysxgQz9PPZqgxkjlVYmQ2sRMYGD2CtS5USVMiYzbGKTD8TAYiE07UPihPHjmbizBKoFR+Ek4ciRccc2tY7d+cddywsVtMoGDUp7H3v+lo55tg4Rk4QM2OBqapCqBcbt7rUtLFWwBfZpExvfONbyopNs9iysCt6uXdWr576n37pta/4t99TuOAQcynPP2fuDa//1cny8Wa8xElDHdlno0kNyAN79j2yf5GBXCDWkjaMhqwmqzWUhTOLbe7YEfWLgXfeoua+CFUzyODReASP6EzFVMw0KgFMRoAmBbo62k6n0+l8a4UQWFdR8qHjo6/ce8FEzmrpzJGcv8IXjPj8MXPu8bLr3Pddc3iDO5qFxVkszWE8UOJmQxOO3H2noULCxMXlzGGW+1eePy54LLqSY7lnKz2MPRrEfFL6gyfHBw7HaaYgoKXq3n1lXKV+rprGVtcF1z0/IU1Ff3jxuf1nP31RJHjAp0lY+ODNn5zYZMSVGw5P+GZllk5mse3nsZ8vO3v6i79H1w0pol+X8wiyONr9zg88pWo3pLS+SRsr3TJOWxvdGKE/8JzeuvUAt1DnpEgpFyMJ7tAxfH4nji7l3c6wJyfCCaJglRKQ7vqTP9Ob7j57HCU0ExdSntUxLM8PS2ZJKIxINB/KvCW556Gdb3zr0qdvgMgCr2U/PD4DTqdfwaZVr4w0fRASvqGW1oBpfcFahYEYkwmZgznY2vCF6YLy2t8AIxghEoVePwuxbdt2OJwpJ0FV3vXn73twz2ERCKNtdVAMASYIgdiIQZh+568jgmMVUhYTMmET0PTK7vQTBE6ePOmcM1Ni9Zl5T947geXO11WVYtq3d9+xo8em3zCZwvC2//YuQV+T6/fnU7RMHKmZAiZCWV3r0sIky/24mQDYt//kLbfc5l3PSSGSadJqMo6xPufsM3/nN3+xl0vuwKhhk36B77rm8qdfdsHcsM+g3LmQ1GVZWbVlWd9449fMAIOIMTUpLiMtOwmkiWFtVWqKmffleNzzBYOQICShBaNh1IyGKRApkRFiCjG0NWDe+ye+IupeQZ1Op9N58ub7lvyFcAu33rrdxobJQs89OvTHMh5jUuJUOzeDS6/ES3/wuPeXFFu2L0cucdTLoUE+QjO+8+719ejhAURlfdPHJHdXftfDw8FCvyicnDeiK06hn88cyErO6jNLG+88mgfXCkpusXS37r3pXEi/oSatWx302iZuG+sWTUdcs+WVL44b53vorSILGQ0O2nWv//T25eXzo9jYTuWzG5r12xdw7nCwWD56YJvr/bt/kzBjUctiiAR88Y78rodLxw/3XDC/TTaNzQ720rFBmDn7Annxd9/Wz1eyXhYELCPRmUavquTQ+z6DZDVHIKJRNEBCMItQQ4C2iECCdYn3iZQeKJCrRizGPXfwRz/1jPF40CyxLnvRMkvjwlDvGdCJksIB5dqd1Y7POFxs3j8/tKDluz5ePPTwFoxHqBYR2kRIrkU+hlCLojSGlp5I84kVDQ8CFxHeTldk0lr25a83+idNnFRCdI1xo1KDGwIcIAiJkdxYbahp1uANrp4UpLO9IS3Xj7giZcWG4ZaLPvTJz48iApD1w6Q6QQhkgImBDTCCkioAjiYtWBUxMRs5FTJpkkwozZoVRoAAPppDCxmVlrSX83y5HNuQtKdL8cRIl4qZdUurmdr2j338emY1TLz4QwdW95YL4yxa3o4mxzIXWAzOB/aTZEliLwsH9t8J6zsaKvDQ/vvXb9vQUrtSr8Bp0DicmRfu/cjLX0SiLhMzbhs4mTMbZNng2u/+vlFbtVIHX3tqtW0GvYFY/plPX0+PJU3Knd/EfqvpOs5nEiXfy51sbOvCZ2qyYNTE1hMz5QBmgRlgAOSAA9j5TLzLiz6Rm36kS7SdTqfT+ZZiZEKIunLXXU0zCWhSbLPp7UHXC9LfePY5EMbczLptW0eTshdkY/RzpQ6btMlcc/9+PHiEAKcEI+TF5oufmp+5lZXcSpOaOGabVKMeZVVbpxQnD3JzhQAAACAASURBVDyIAGEUGg9cf2OMISGpJiZwaAa9fKVeNeTZhk2br7mqcY6S5oByWvzER93iChkpkMhEjQAPGY9KksG2Sy9k55wIzfbNEtp258f/mmCWAqVAXsbVxHGessLO2LL5jB3rnnFFb916r8y1WasgaiwFYP/ikf1//TGnEQAcQ6AAgb6+Cki6Ns++8/f0ASXcX5/IGtz1e28/ayUdiKOD82iLvAiYbWhjzM6vB2rF8dneylM21C+6kl738svf8iv/+v983Q/80e+ue+m1y6eOOK2L1ObTxlnp9Dl6eucXGVjtW/qsv/67dM4xS9s0Tlgcysm4LOvPf+6Lhw+dNKCu2qI3PJ27/kHXNDGGafsqVWVmgAjkvWcmEfHep6Sf+fTnVstSQTHZrl13aggxBCfSKwrVFGM0S4AxsxmMMB5PzMx7MeDIkeOLi4vEaxGRmVNKqnrFFVf0egwQ0fQLjQjEuPTSi/Pcs7BaBNH0j2KKKysrdf3t/F9Rp9PpdDpPVuXgoBiVh27d5SSwU7W2ALFS7XsLvd78ZRejn2NYzF90/mIKGbLNjds0wbqIuRBnDp/Ae/56HpBkCBFm/twdO77n2YCcgX5mvNKzSZr0yFy/p6FZuv1uTCYUG7+y+sCHPm0pTpCSBYIWsfVQg1+Bzl12Gc49J3K/D+lBfTW5+YMfmFta9spjoHbmFWwoVNoqrhb5hudciV4PhMpBVP3DR/beehtb8KSZqhJaUC+fWYFsvO65xWAOVz1NdmwjlaIlT5mZKdJEtPVx5yc/JcujmKKSmqz1ZOBpiJnmqS7R/o+1KWzvbxgeW9Sv3DcTIT5X50umVYGSX9dQv5lrZs8468Xff+1/f8d5P/XyR07uecfb/vM7/+Nvffj1v/2F979j+Qtf6T+82kviQiNCUMSgBoZMu71Opw58axLtN+YnNqCqKrN0+eVP6/UystQrstmZdQcOHnnDG94SIzZt3D6ZBGB6VfUPe9FVJTMzc9LknDOFtpaJZ7Jp2HXsdt+756EHDwCZiHztljtSSqYqBCYIA5oIajDn2cyI+cSJk8zMBAKOH1+qqsqJiMg00apqr9c777xzAKhOhxSrTAcOm11xxdO9FyYzS9NkDyDFdPLkyWPHlrtE2+l0Op1/AmoCt6G54Ws4dMhRW0sJDkVSTrQEOp7n2SUXpJ6rXKQrLzo5yFuIJHKRSGmC1c1O7n7vX7pDR7lpYapMtePzX/6v6jzPrfCK0ikLOETLuU1j/8ghu283pzI88FB+18PCNCqQoLBI1HBZ9YfzR53X657bsE/wUOOqXH7gPjt4cH1bucRLPaod8mSscGClfGF+uO6aZ8AopjiyVMA98sVdZ7mehtJiVSA1Kbq8D8vGrph72UsaZ3jq5vkXXh18nplnFYH4hFbrzYXv3fuw7npAiBNQEyAgAGk6O0CNVOlbvEj4/xulpCISfeqrfv+pR2Qyctjc0IZTkdU1w+HIuVKK+666ascf/u9L3/3Cm9/ytjte89v40Jeft3f5RUfDVcerrQ8dOfGW9x75F6+Z3HJvnxzFBEHuOMGUCQIy8PRm/7eGnR5ctfbPpImI1s3P/MgPv6yarCLVVR3zbOYzn7rhKzfeFlIWw3RygRmpkRo9ySub5eXVtaCZ1DnnWGC0aePGHWeeIaxe2IzyYuamm243ZDFh5657HJMX1hRDU5579lkspqowFRFTJZKjx46ZWtMmAJPJRESSqoiklMxMVefm5mZnZ5PCrbUtUGBty93sbOacqCUiwExEVBWE0Wi0urraJdpOp9Pp/BOQAFkd3/++j86tTojriibEMYvqXTYht9rvz1x60YixXMjg0vNObuovsTSginUlS8ukTapoZfHet7+PAPQ5iqvA/umXzlx6cdBQIDOb9pDXUdPkoNmFpb0f/yuUq0tfueWcpcDQsjBlCLRGPWM0qtvy7DPXPf+7GspzgImI9OT1XzkzpQylEK/m1DjNkzoDQRrf95dduO6KS0DCzI4YdUpf2jVYLfue2UJmZoTabFzXg83b8cxnjDzXs+6MFz8v9gsCW9BMXaHkTQer46cem5TX76SqJqYaiJiOwpru7bEEU2i3RPuE+jA8cuq233vr8uEj+syzV71mcMG5nPKNJ4ONwvK/fu4VOz/KL39J8ZQzaufnR3bJYnnZYpxrl+bjZG4y2jGqBgcfOfiXf402kRmmG7iAAIIQAWzG36Iq5seW2qfB1AhFrwdKp04ee+3P/vTZO7Yi1apm5maGG979ns/08vmZ2U3TblprfbtAT7hn///VysrYbO2+v4hYgoa4ddOmCy84RyTF1Kiac4Ndt+4GcO99Rw4eOpGLI6hp8I6f/ZxrTNfmR4iQmRHRqVMLBmNmNdRV7ZybljQQ0XSN1ns/HOTTH1ctOecNppaYKEQMhgPAptmXiKZPLIQQY+wSbafT6XT+CRAAo8nCXfcOUhQHztiQWE2Ek0jMMp6fY4QCbjg/02audAhCrWEssR66Vak3rp89/rmvoq2DszgdWSq+uOT8ZVDm+4VSgiHzddsOsl4vNYfvvA3jlebh/ZsSTLVlGBsbxowBZUuxLLdvlHO3F8w9XQsz9tCBeaUGLcBBkAhOjQwJbpR5OesMnZ9DUGUuEHFqgQ4dbxdO9bPcOWdJWaQK7QTtYH4OvZwRA6x3xmaI8PRmtqrBssxxXW9V1sNHsLQM1aAxrQUXANO2pWrdW+//SFQ8eDA+/OjJIwcvev5VY9gi26keMbkB/Ibept7Pv+wBkuOQ817w/Gtf9WOn1ruBm03Wgjw2DqJP8EgwHDqBkwsQwBAmgcHpdFMuMfx/dTlhxIwUk6a446xN5569Y9jPsyyr67Zq7I7bd8/NbW4bPV11sJaqn9zTaZpgdnp9mIiJhXjd/Py2rZuLwnkBi1Rl+8jBY5MKu3fvraqWeNq4TPPcn3Xm9pQiWSIYERkA47aNwuIdma2V5xIwHUQ7TbQpJQAhBLW1fwcsxghCCCnPcyJSXbv/YGZM3+7TvHtZdTqdTuebeeM+bfqfM1ot33b74NjiMGnZNpVGgphGixY1Pv2yy1iy2VG9rg5bZ7ZsdJkTBjj3GYm0iDlxubiw7p69Yfc9DaICA8tVxV97zf7MjcH92jLmkUVmL2RDjiv33lN9+jN0z25vDRNaM2V2htTnNia/fvsZP/i9443zNlJuwAwcOsi33OfHo7FTsGPvYSopOdCqk2OzvWt/+T80yMGOk/ZDqffeV+7Zu0WKVFctFCBSMsdFNthyzlkom9mFyUzTwBXnnbk9AxWSReLa8yoFy6AcH955K6rEsS3YrSUXBYwUFEAEUNfr4InPrbDvIx88t8Lqx69/+gufr9devH/OamFOrswG2/7DK9vnPmdLi+0NWwV50bXrf/aH9/TjmGyhl040q3kKZRwt+Grhjt1o6+kli3fegcbaJEIuXtswjZDTO+ODwUBVAaT0+NMbAFJKWZallKZBDUCMsW1bIqS09kmPjRwzsBGFFFkwHi3Xk+o1P/OK1IzKZpL3CmZ38uTob/76c0UxMACkSqoEBT+5NdrxuBSRLMucc1VVORZWzA17L7j2aePRCZ9bCC1LcejQqf0HT33281+K5mLTMCmQLr/04rN2bNZUMxuQQmjNwM6dOHFSVUM0YczNzU2TbNu2IYTp4WrbdmV1kmcZgZkFQIrqxKtiMp6MVkcAMYuIVFVVFEWIYTAYbNiw4dt2+nQzwzqdTqfzTZhusn4s1LrJ6omv3bKuanPDKUMxV+Rt4WpRUGa6snfvgTe+eckIFndABgdO9ELK0nTOKAD4ZGI4T+tjN9+8/rkXifNZEvKDTc++6oZNwzNKKpZWLKcxWaHT/p1xQxvveef7eg8c3QRjY1ZVIlELicbkJ9u3XPkzP3EYNpsxGnDRHv3CDf1HjvbhTg0onziuW0rJsTDJoxk/7ad/FDvONGQQQVQsLOz54IdkebHHGFWNyz3IucSRraZ25a5dC7/xW1Z5rM83trF49DAhphQbh8YBIIO1YvXS0vKHPj7/K6+SzAE+pcQgEClYwWSM1C0oPVGg9fqVu266tl6au2Xh4Lv/6mm//FNf+N03xfuOThpHL7pi3a++HC5bXwMnW2zJVvOw5VUv+eTb3zZTOd+mHMgjr+S6nGu2MtHRchLzBhicouDCQG1dF+KR1Dk3vRvOzBYtBGTZEzydpmkAhpmqTvc99Xq96clP9PgaWLbHRuhaMkuDwn3vdz/3uudd8+mbb06hJe4z+b/8iw/NrZsDoJQAWmuD+6Q2CU4mE1XV022P26aZHRZbNq2/+qrLiep+X+pJ9D4fj1f+73f8xa477onGnskRE+mrX/3TvT68Z7DB9PTiNYWkdVvn+YwBc/NzzrmkxLzWUUFVV1ZWlpdH87MDgJkcoMye2bHh0KGjy8sjol7TRufctPpWmOfn55/ylDng21Q33r2kOp1Op/NNLNA+lmvXQm2Izf17+ikSiDNO8CujsYJY2IdmdPDgw5/53KnP3nD4I5868LHPZJOVATkAXtELVETkCXlET9vqvvsHSjkM0zH3W7euu/KSg23JcBIBkowyJK2sXifSPrQ/b9saSsZOWQE2muH+suftz7sKwz5P6yedoSkf/dpOrkrnihoUQFk0D2ZAUxoNsi3XfRcGA1YBsRjw0IGT99zTcxBTNgSScYge3O8XVNjo6MH7PvyxpU9/8chHPvXgX31qdOp4RPJelNC46Y1kLh3H0Dx6005UrYcCqmsHjRI4TUsnU3cqPdHFUgjB6QriIMb97/3k5Mip73nVK4bn7sg3bDgiCfPDoUnTA7ZmKddHdKXaum79s55eucxHziMpo85onKmz1FqMa0NXgaQEhoKTCbGerkAl5mmhZ1V9wwXbN2RVZtBapWmM0TmXEnitrZXS46KaAXmep5QGvTzFAGt/5lWvJEnsaTDopaRgqarKCGsTHwjTjWpP4kC1bTtdOU6amFmYhGx+tr9hw/yZO7ZU1Yo4YXJR7eav7TpxcoGYyVRj2LJly9XPvLLIWYQAJYJhrew1Rq3rmgkA+j2ZxmU6/bMTUQjh2NETAFRN0/TYSAjJEo4cOdY0gUmm08hExMxgWL9+/bfz/OkSbafT6XSeTKg1s5QS9jw0uf/BAZAMfjjfBMz11gtndahnWM8GbVlZPrucXJn4vKo9A9lIy4nXlomNssRkrMSQanLH3Ti0SGUZBTFBfXHNT//Eob5Ezl1r3LKoI5LGY8bS1pV6yLycgYzyIAYRow1V79SmuXNf+2NVWa5XhgB5G/fvX/3KrtzMsrxtrYLNBBqSJErJolywA8+8KBDn6lJIMCrf+Z647yHv1Szkrmid52JGIjX1ZKFemLPqOVHPS+2F42breEI+ThAiJTIj4/U1bazIJxrENL7tbtu71yEykmMCEYgioBAoIXbn0RNJ1MtId8w2opeO/YP/61sfWFp57m/+8oaf/NG52Y3pgUPrY+8QxqtYtRDPS+sGE1z6fd+3NBwEyifsT/WldMiSMpIWVE2LVBVsxIApNqxbx9AEne7fF5EYo/f+5MmFlKCqBgNgBtW1/f7T8EpEBIox9no9VTDD1PhxWdZAAMUYnXBKoW0rx/zC6y78zd/+FUNTVaXzmSkxi0FBaqQw+oZpZd+MpmmIaNojVkSEuZqMzjn7TE/2ylf+26peZdZoKpI/eugIICSSYoTZS1/yLzdvQlHkTEpIxJg2JTCltm0n48n0x9m2bVuMca2yggiAc46Idu26I0YwMSAAmwmRqOKuO+9l8qok4nG6SMNgz372s9O38eKtS7SdTqfT+abjLE4XHpz8iw9mK6sZEEFNJCAblU2lkRzNMs2W5WZK60XXpzZLI3FYHdJiH6s5WqbI1ApVjpqs1v+HvTuNtjS76/v++++9n+c5w711bw1d1WN1q9WtsVtSC7Wk1gxGYDQYCcJgJgELiM2KjbBjwmIRxWmzVmLjOHYIxklYCZiFY2zAIkCbMEQCJCELmUFSq1tzSy31VOOdzjnP8+y9/3lxbrWkHlAst7Wk6PtZtbqrXlTVubvOuef77LOfvT/2Sf3uO7QqS1MJCopbL3r+ta+4bdGm4D5VY0Mt2YcujPt7V9dUx3FnIpN1JUgxKMzHunHLM3Tz9SGmblRJdYjj/e969/aZ/VDjxbFv1eUQNnJqiqqXNrTXvuCW1bHtVQixWmzi/pkz9/7abx4b85APUkhBsffYu4J8Y2MWZrbpw1W5tFqdUDm+0R7M6sHcex+iazbq2BiO53hiYceLzc7vPPDH7w4qVTmYJJNZWd+Y5GKO9nEmaf01L31Fc2avSeGs+tlOf/6n/9Xb/u4/OrjzPU/7zm+PV1yXztQrd88cWSr90cfnP/Gvz/3Ev7zy5hcPk3mxtg+pj+GyfX/GhbJ5ZD67/LKH52iTxarRXE++9knRgqKtQ61eWiP7zne+8/Dvl7lrHPNyOTz44EPrapR7Sql6DSGcOHEiBJXy6Bu6TFLO2Uy15JL7GKIX/eff97rnfsXN/bBc3z6lw32v1j/s01sV/we6cOHCeuo0hhhCKDkvFwcnTx531de+5i9fe91VuQy1VrMgSxaim8VgG/PZX/22bw2mo9tbtZb1g3b3Sw++rparXGTSzTffnFKq678ixvUr3cze/OY3f+qTZ80UQpBHeTCF++4789a3/n5KqRyerhCGYXD3tmlf//rXfyEPhGYdLQDg8w/cu//kT7fXJ4iarYZ+Otncnm/Gg76o1py9LEeLffWm1KRa23CgPieTbJIVisagEhRi9cXizF0fuqzWQWrX7/Vd96RnPn33jreZfNJMNPTZV6MXH8ukmchWOepwe0+TSS47du01HtVNN7XQ0I1Z+dx99x2xWJMfjGPbzdwtjsrVq3zStKurr+xlQY16V2NnHnggX9zdPr69vHDQtu1yHMbqqelKv8w5r/Kqqqmqvac6jGNoD0LemnZN8L6WpirJJM2qeVVX6sX7779CymVQTZe2pb3UPnicJDly3fVHVzlG/+Rkecpnp3bqhbMXPlA++Mu3/7hOX33ziRvnT5nqPfcfe9u95SMPbr3sWfqmWVKIHmJVKn58lMm3N7e1Na/rkR6lqjJms259w1MIwVKspZRSqrToF3fddVcIrzYdLhAfxzwMZX9/b/0pRGwUYyxliDFubGzEqDKW8Fgh2rZtXi66rimlWMghNVV63vOe9/733re3N1x22WU7B+dCfAJmFReLRa01RLNoZhZjSJNuOmklv/yKU09+8pPuv/fD/ejuHtadHTzFOJlObrj+iJlm02mtWfHSc9HMq0sqtZRSUoyXX36qaZpx5RbMzEqpklvwP/+z99533/1XXXWiCetz8KxfjefPnf/IRz4amy33ah6C2WocU2xTk268cSN+AZ8+zNECAB6vWKVRWd5rdA0qORQbpF2Noy9Tv/uhX/z5W95x11V7e+ebutfFeZiGoezUg/1pHm0I08nZ0PZNzHG1N7GLMdW+nt5vTp/zk0vJfUzdkCetnziw6Y21Xf7zNy/f+pZt32lGHzxcOHrksu/9tgsnj2WNcbXrVvvUduOGpqc+kLpeWyf3JsHTVN32QbOs3b+9pt289fm2ml2w8OBM02W7+dHl9NfevrG8qNBvd20axnk5uHdzv5SDidJbrplOvuaVW3vzzU+Fnan3tj/9jd+ad7Hb2buyhH61P8Tird3bDA9tbOSd1S3Loxvj/OOb843Q73S1D/bkg40rz4dm38YQ9xs9lHTe0rlmYjVeVsbhre/Wmb0t2W4T+1YqYXsVTvSKYfCtJU+uR6u2ode95qPf87oPzY/csNqeZb/Q7NSN/SvOfvRb3n3nG3759174M//bU374R7Z/6X89cc+7tuMD779hqSOra/Zas24xn1+5SBdSePvV3Xu/97Uatk+VuNMe9CdybvrtEmOvW5/33JNXnFiFRe+lV82NHVgZuvnP/fLvfN8P/eQ733PfXp5+8szijt/946//5u8+P6RBk2a26apl2G/C0NnwVS9/obtKSFltVaoeS9xxW3hNtcxLGWOsZdXO0sloUrM/G/S93/y1m5Od1J7dG+7L1meb1HoklK7xVefnu5LbsWmqzItsVW0s5tVjrY3nRiWGYiWHS4c5ZK9DGbW7M8g3QtgcqvW17+MwBG0dvTLVcCTVv/oNL1W6P87LGDcWdX5QZN0irfpXvOjWYt6b2nln1oRh3i6PTobtVGNJu7k5N/TLaRvGVd6a6zu/9fWdDRoXKkMweTBXODJ58t/4a3/vbX/w/qFqd+m99KFPfuof/NTPxjhNcdJ62+ZUx7C9uen98tWvfImtFEaFYvIoxaKalav18my1UW1rXOa0Gmw2+LGqVNMF2SJ8vmtymKMFAHyOeY8os/UnpGZuaqRmHLV38PZf/Jeb7foD1Lox+iSHTopSUrOQ1aGetBPDcjmPM7dmVYrJYvKQFl6HUlY1lbabLMrF3bkPY9nfHN/7f/2rr3zdy/eaUhQbBTu51bzkmQ/c95GrsoINSaquqCApuYXibWxWeeUWSrDzJy8/8fxnl0laSFlyHdiFe+988MM3HWvP7C8WTa5t0y5L2WjG2s9SF579lOmN1ypJrfqkRvm9d/27yzv1ReY+zWVr8Nnog/eXxY0D75vSqcR5327EzYtlWRSKzaqXrflkMZz1MCYvNZQaU1+9zKcfu+9jT3/fe9qXv7haXSgoqTu8szxUeeSp9ZiXUNsbL/ubP/CW33v7dLlqF+dPKixiPmh1cTIk91BLblPv1RcXtnTZNRZ0/sELvne8DpNlaWvoZ93YL255+Veuz/FqUucK1UeFaNLRo/bX//r3/80f/3tlzJKCedt0Ub6/t/+rv/obd/zGb8265vy5h5qUmqaJOmbRa8nBS1DNY3/j9ae/5Vu+qVRP0cy8Hi4beMTKAbv0sjFZbBudvvrkf/m33/hj/83f31nszzeOjkXrRQ/yKJnbIFNdzw8f/sc++08L7sXNg0kKblG2Xt5g7jKFWizKmiYd2ZhL1RRe/epX//h/+08f2vWch9lsNvam6hbKc295attY9iqzruuGlVxyk1uQGlkd+uxuMaYQ9cN/6wd/89/+9v0PXlSw5WLc2DgylHJh0T+498nv/P4ffu5X3Hzzs55xzyc+9t733vnAg+dXJUQrKU3MopdVN5ntXtj/pm/+2raTjw8fqXb4DcX08I7M9hk7PayHMeg/4kw3ihYA8Pjs0ju2B3nIrtFrZ6YQdO999SP31CCraqq6Ujp5lAVNzklnJ7OH5m3ZnO3up7Y2JYTqzSTEbnnxlGnS52ktzThGsziWsJdWZqnv+z++a/bJ88vrNhvFY8VV280bbtj3ZlqGwUqoMtn6iKZO0b0ol6I+xYm16fR1T9XWqVjCPKqRrC9nf//t84v7mxZDMfeSlbYGD0vz0l0M9StecFtSoyqZjpba7F7Id380uqKvZ8S8UU1uk7jxUMzL7jI7sfXx4WAv+gnbPr9aKcYjqTse7dwnPnTlLG7m2nhxFeVxtDg0XVguPvi2d970gufHWemVBqkL6xW0VhQo2sd4roWgstKTrjj5vGcMv/3vtsYmKU+LDSXvt1oEb3MYvW6EplHbHd3Qxuzsn/2JYo4aPK/q9PKPavG0l7/s2OmrZSYFWx/QJakWRVewF91269Ej852dmFLymstYpGrqUozjmC8slt3kWPWSiyxWVQV5k2IIPqzKbS+69YorNsw8mqoX2WftVGCfnmkO1YKbmaflYtVOJq/7+tf+1M/8H/mBXS8leFxv3eXyagpul06QM7f1PWxanzJ36Yzd4Obu1YNcQR6GrDEXSYfb1lVPwZrWNjajlE3q2u7yy09dONhrUjKzpmk8900qN9xwjSR3j5f2ari06VhwRXmzt7cahtJ0cbXyY0fthS94zq/9+u9Ur5vz2XK1apoubGwcn81Wq8Xb3vWed/35+3MeLlzYObp9omqsWZONdrHq5at+ObzwBc+58YanSxpzbpv4WdfH0nox+WcenXf4tXq4dMobRQsAeEJzVlaC3DyoBEk5aHTfsKph/NQfvO2ZOZybxKbWSS4llLGUanF3Wu4O/qwf/aFXfNNrx6ObpbQTT9m9BrV11L33/Jvv+/7JvQdPzmlysGzCKrf1qoN6oe2a8wcb50v+/fceufaqrKqdUZ1t3Pbsh44dPTjz0KrJ69uzTQquXKtSzTGOk8leHcY0fsU3f7tmR2rVtHo3jvrYJ//k5/7FU3Kzvb+7bd1FxXHlx4ullRbN9P7Ljx77xm8oHqopRDX7q/qv/59rPvzA0MUhaBV9kco0K1ZfTNNdG81X/8SPtC+77UlH5j7b1J43qfMm1eV+3Lv4zv/xn3zyzb9+7d4qhyIr5hZqE/Z2nlKPfer/vOOmV/zl6Qtvzk1bZev1vkVhKWt5dj3GDK3V6dTH/vQbv+fj999v796/fOyLRrmrlug+KX5y0XgTPxiGC83ZF99609t++p9e1a86NUvFPz4aTr/hu677ge/WkU3FVEPIsihLsfHcq2YLzTWnt777Dd/0Mz/1y7nfDyE0Fmv12Ww+DIOr9ZCqtWMezcxqCdGaGIbhwOr4vOfe9Lfe+P2SUlD1MRwuPQ1yu3SnVzlczi25h+qKFqdTuZcTW/E7vvUb//4/+l9Ww5i6DX06aq2aV6vVgrmZR5dVq9XWNw/64ZR+zNWzSaUqWLxwcbHse7Mmlxyj5dGtLUc2JxtzlUFNF8ZVfv7zbv2zO389xrRa7M+6Ng/9ZOLPefYzvXowl7zr2r53t+ryauZqJJ07s5NiNFdMysX/i7/xXXd96P1//ud3TyYxxdaqlqF6zkNRShvLoXptto9tD8OwcWTT5bv7F1KMk3Z8+Utv+zt/+42nTnWrvkym6eEDReywXYMUqtYHjbhUzKNU5Satbzj7PJ8/rKMFADxuY7iq5A+/x1hUCNFqUZ/7d/zxqYNV7p4w3QAAIABJREFUH5shNDnEYqEEK6aVZPPtk894jk6eHo5e6ZuXa+NEPX7Z4sRl/cnLdeONp5717DLbHjx5mi5DWqbOFOSaZB0bfPcd72rMV1Zq53keJy98zn03nX5gOl3Fto9tDilbytb21cJs8yBYPjI/J58+6XT3uq/ZPdKeb7RsTL766G/+m50z98cqlwWP5iGqNY9yXVBMr3yhrj95oUsPRp2L0uLi+3/hl473OdS2Wlo0YdHaEC24l7FqY7N9yct07fV26kll84p6xVXj/Pg4216cPKXrr735677OfdqUdojdftP2sQk1HC3xut1y+V1n9It3NDvLiXJav6O7itmSN9/HUhXHONtNYeNFt9z0D37koZc9+86jmx/fnO8303ZsN5ZpaxWO6ZjK9MxTr976jq9bPHRWd35qFexj2+29T73qxI//tetv/zEdO6VgSrGYxUuhrChrzE2zTj/4A9/26q998XVXH1M5ODIP5sPi4GIMbqamaZd9H1Izmc3bpFhG895q/4Jbn/XDP/SDV1653SaZVPMYLr0k1tsLm0pQCcqHWw2b3EwWZLmWMUj/2etec2TazNoQvQQVc1/f1ehWFEY//JPWz5Eqy2ajKZtXc7Vtdc/rmVtXOHPm7JhXFrLXIcqVPVq98urjMrVNkodJl2597k3yUXXpw77V3ITw+td/zbGj0yZYMjVNOnHiqFmWDW7ZrbqCKy0XfYwqWU2yNtpTn3rtz/z0P/yOb/uGJhXlVfDiIe8v96rqMJZhlaNN9neWk9St9veWe+e2Nmza9l/7yhf+wj//yWc+86oYNZnGMa+kemmlxXoxhvlh3tbDcbMxrMfQ9R9z5yRztACA/w+TtZem0dbpUR548BP33HN8NT69n0nZPEhhDN6nMITJgZr5NU9R2PR8OPOSTFEyD/LZs5/50vf81nu298ox96q4lO9Z7zW0NXiMn3rf3cculs1JVtNJmsy3n/ailw1/9LFjB4c3Zq9vs06yqCbkxnc3zu/vX3XDi5VmkttiNZ90+YGz7/mdPzge57kfquaDmj6mGps9b7dK2i+6+pbnr8awaSGopqT9j3xi7+5PnFJz425TVPdiLTa2RVGh1Ob46SfrxBV1jEMIQebBm2QKUmy0yvObX3y1LjvWD7mfjBY2bXKxWe402uitrelP3/GuZ9z3QDxxJKsczj/5Zy+VxGdcP7mFNh3d8eXsxbfd9LNX3vlz/2L3ro/uv+u9s7N7rdU+hQ+njePXn37a9/+V4zdf/yc/+j8cCyfO33zZ0Vc878aXv2Ty0pfnuJFqqk3x8On9seRuKclLKT6WePxI9zP/84/9+z957y/+4q/84R++Y9/2ZrP5crUTYjtm7yZt29TF8vxEfZPCtaev+eq/9JLXf8Mrb3rGk8c+T7pkqhaDezWp5sHLqm2iLI9ljAoKOY/L9eYBY6lhOIjTjXEYT1+z9aP/1Rt/8h/+1O7+qqqRhYfP6mqasH6MwYLXYp7bWPuyWJ9rEK3UMAQba1EymbS3tzfmpUvBgmqZhKran776slok91rdXU+94YaNzpa5V+NWV435G97wLSWPCl5N07bdPrJheiDYyg4fR3H5OBxeu465TynUPD71xtP//X/347c85yt+9Vd+9847P2xxXOU+eNOEmdqovNjqgg17s7hyjbc87Ulf/7pXvf4bv3pYDrNp67XKPES79N1jvYndpzev8zoGy+Y12iT3yy6lGBS8xs/31UHRAgD+gpS1IgWTRakoSaGUvQu7D971wU+u+to2Fo7kkMc0Lptx0dZVsouzjfYZN+nyozlpTAqlSsohjJKb2kkzf9EL+9/87Q+PH5quXN1kIdu77ODIXp4uvN+YfuDgzPG3vP3Kr/ladbFKaRme+eKv+qNff8fdn7i3KkgK66OWahjGYdm17fGj4zUn7bbbbKEjM1M3Ua733/2hT5w5c6ppw7HtM7kuGttv0xDli+HqnaacvupJNz1nYhvqQ2elWn7f+9//kVh2tpun7x5ZpXpuVpftuJ7ee6iNp266QVvznKZFWvTaSFVdzNJCSl0TtjZ2r7tmWI2rWPe9bjQbn4oXD9rlyUU3WHsw18aZT53SUw6DTZZcU55YjyWYta4gjTY9kPy6G2/5uz+mvax3f1Bvfcc9H/3wQVMmX/n8G5/14o9/7O6f+/lf+arLbnzGX/kuffdt5fLtrO6MptvLqD3V7VAvfQYd1uWnIvOYzBSqVL289LabX/SCmy9eXL7z3f/+LW/5g7s/8JELO3s7uwdNOzl67MR0On31V77ixS+57ZprTm1tKZjkart02GUhSlrtq40+68LBcr/Kusl8HPtoeT49Og6LFDYsRAud19J0ba369m997cUL5//x//TPonJVWHde6uqZs/cf2TjdxagqVaulT8lzHUMMyS2Y8ri7OW/7ZZnM4/7+ePbMA6rLEGqwJtaxa0Js6uZmu1wsJrOZRauDn77mqle8/Pl/ducHzjx47tSJreuvve6GG04H8xjToh9i1AtvveV977kzyKqNQWF9h9aqX3mVBVl1k2Jw+TibNN/zhte+/utf+8EP3P/zv/DT585d+MDdHz7z4HmvIYV22rZPf/qTX/Oav3Tr85/zzGc+aTpN2WSqUg3BJY8xXvp3OCxasyBpsRzbpGnymofptOv7HJVXB8vNq4/vXtDk5Of1zeozt8sGAOAzJs0kabRi8qSgEmQag5patXNR736P9la67KhCURwV8vr+jjJYnB/XjTepTQoa+rENVU08iGmQNlSa5ar/0z/rsqsqt106dqxvzrT3Ly0HTcO5Tsdvem5WdzGlIm2Xvntop37oA6FLh1O06wfmQRZqyb1lzbv2qlP98WuqJNWJPJw9kz/ykbYGDaOsqpVay1EhxvBAVTfLz3tqP+3mfesh7zY5nnlw4xP3qQ06lxWr2qJY14Uhi3n7aLrxaQpNGRVdCispKcTdYEF1Yxj1gU/o3HlNowezybyMOzEfaNGo99xp+ewbVkePJ8WtEsNoSuqTOp5dj1LX6yuLJC0a7UlRqxO968C1WGk80NF2Z/vI1mjaX447i2bYVqP+mlJSmHiztG7eSxc1nCpSDIc7BUhWTaPLpVSV/NLNR+srDJfO7yy3t6ZD1lhkQW0jSerVtpJpWHnTWgq6dC9TvTSjnM6eWT10fme+ub3qy/7Bcjrral0tDy4+9zk3lHH0Mk4mXrJimpYaZHrwweWFnQNXfDi8VuOFZ910fZR89GSWpQ998qHRNRZFxbYEK5bnCw355htOr2+fOruzeuDchWJJHmNtUol9Od9u5qdce105GNqulVSD7j+33Dw6XS+TGBfamOVxzKmZ1CoPet/7PpbaqSu5Gve4vtvy1Hx1xZXHJRXPCsVlpuQKpcqC8qiuUSm6eGEYFsUsdF134pj6QV23blVfrfa76fTTU7IPXxdf+uGSu3IuIcV777/YtNMQur7P4zgemXeq8pwvP9Xa57Uqh6IFADx+0RatUs0qrbwtcVxUb2JsPLq0u6cxL09tVFVXlUqjGmQpR8tJNcpj7aLyEFSV4hiblcnkUX2sQ1WtobvoNlo3arg8rzZciybvKm6WNnm7l1IvXVZz2/e59SFalbJUtT6Fc/3BbezlVXGhfGzoQhNk1b3EMsRSm5DkqrH0MS/kRbW6X75spLg3mw6qx/ddk7hIuVedSaPnaEHrZZA63Flo7HOXJqHEEFovLjOrC8WmhLR+SEE55qVZKbHZUxrUJI1HlW1wkynFneCu1Cls1GCjKcojCw8es2g9HP4bm5JWUctcJsG6XBVtDGUR6lJKw9i1m+7lyF4IKnubeV4VFlGpya00KE+HqDb6+v4jKbgsVxVXlBqTau5jjO7KOafUjLlYiBbM10sVQvCq6C4zuWKoriqvIRyuYljvvTaOWp+k5aYQzIPGUU2jILmXYLWWUUGmGEKTRzcLMRzeJLVeL+pSrrmUMmnaUBRkRcpR2aT1LniukHUQxmloLMtLCTGMXq0N66WpTVUs6jUOGqdpkmpQlUYvTfUmDq4gefWQa9d5KW6W3E1yC7YO+vWj8fVjqjlYrF5jslzGJjWlusxqtRDNXZZrjEFSLdXdgwULJlOtXsoQoyxasEfsZWaf/ROVUoOFMdeQwvrc4RDVr+qkDWUYm5TG7N3k80laihYA8PiTZlmL1lcaGtXNEjQ2eSy22WTJSm6DlJNMivL1TpquOo7FlFNcWF0oN/K5GimtN+ZpJOVVjFYWB7GbK7SSnQ06PsqKStuvQpiPQauouD49vqhfqmu03og2rLfPlLmp2Lql6ziEWaf1zpd1lKTUHM6/SQryVIuNVXlZtLUbNVo91oUoLVylqPUc6zJbq6admlVpkFxKykmDqZU0jKmNB/ID+THVPbVVmldNqtw0xCGpxBzkjWIYg0zK0qBaZaY6kbWSFZNMQcXE7l2PdQE1mEYpqDSq6fCfIGgljfKxrDoLR4aDvaa5EKeN0uVZvhzPb+at4m0fpbSaxaU00yqpjSUc7hYQXSEX1XUlBj9cXDv2fdM0Wp8HlpIkr1lmdni1kUoZSx1zHqaTzuzS1rMe5UHSYvfidDq1plunWilu0XLObaNVv+za6J5rmLqr5tI2E3v4KlGSrbcyUJFLMSrk/ZJSVKMSlVVcNcmiJyvKKZuHYW81TRMlU1OLFVcxheiNSsiWa/ToZr2FEFVVUvbk+8Ni3s5KqZPQVQ3BmpJNUjDlnJs2yUb5+tVr0nqGfL2oV6XUEIJL1XOKcbnajykkn4YQLKzvbzSpurQa++qWUkohSSF6Xq/MOHztPfwVPzy97Zfq1lTXixykUsYYg9zLsJIrTjY+j+cP62gBAH9RZVRZkZKqy61Yiu0gHUg5xiQ7luWmWiQprje3TE0wmXmSJoouZaUkNVJbpSoNRZMUJ1ONo3JVmM462ShlmSXrXOPhFgtqtUpRTdf0NY51PbtZQ5WHWFzWaHTFEKzTIMVR0RSCFOqocamu1Xq7WSuWoksKNlNn6nTQj3XebE1c5/flsU7ajUlrvfZdk6I0SEWKqhONUidFNcpVaVxpkDZcqlKqUi9rtLIcQ94YghRUlXKwUXFDIQWXGo+hXnpjjxrtsK3wKDmrL0ohqjFpTCqSaaGaLByL09RLuZ81aVBSrb5Q7JpG8Xwsm7M6VS3yoCR5UF3/WzwckZ/RVetnhTXdRFV1zLFplUcFMwsyVy1eq1uR17aJbdO551oVQvuZf8bsyFwyr4NXD6mN0Wodm2SSN0m1DDGlqiirFpuHt+KSqlTlReZSdYXdvf1JnHax1fp83WhBJWuQ0no/gMVyf2Myn27MVCW551FNloopyF3eDKVPMeXsXZisH10MVlTmbTLlLqZahqpqweP6ritXk5J8PDwjuCZ5IwUP5eLFc6Zma2s7xeAuk0JMUp5OWql4Ngvrq0mvKmMdQohN01ZZlVa1xhCi1iuC9BfsWlCGQevziJPlPKYUvI59v+pm09he2kKYOVoAwBNWs66haEh1VN+ozNxiHz10OdmOlxwl6ajX9XvX+myCwzuZg9yqRy1Ln2IbFYMUyqW3quAKtXp2i0HRqxWpWW+EHzVISUqjZMpJ+3LJu1qniut9kg63AnJPMh+LxajiCjakWrwEi5K5LF5auBc+vbdArR58WeIkLqMGqZO34xiaNCr0g+am3UatNFlXvKlGuSlmqUqePdU+alLaMcqldpSKlLRK1VW66kGpmA1D7DyaSUE1qaz3RnKtf5aTl1A7NTzBHj1HWzVmBSl06+lZN2+0koLUVWlV5avaxSG1qVoapSEvNsOuxkY2k7WHh07lqGj14f0EXKHWwxgN5rJ66WPw9cft9vCesv5wAruv12x7rcUOJ27Deh/ZwxUD6+nkw5h6eNKxljI2TZK8ltHj3GsNIXgtcg8mM1uvJl3/WD81gptcw2JsZ40Hd5WqEmTBg9xqcHOzarIgrb+W9coMmUfVWKwqmKpCjWYmk6vkOoQUqtdkyTzI1oVqtay/wBLi+rbP9blhQbKqEkKUrBSXQjCtJ6arZzMvdUw2c6nWIvNwOLqe3SULliSrrnZ9EbkeDvt0nNpnXFt4dQs25jGlaKZS8noxg+SqVSFIn89+zRQtAODxJ82koiINUg0KSc24qk1I1gTZkGufAp/1PVKv6Eop1xRSDjpbx1lo5lLsXbWocU8yihZ4QlG0AIDH4dIoxao4FtWsaErJQ8jSMGi1rzJqc8Y4PVLtVYv2BrVzxdBPgk9nSSGt53qThqCWQxaAJxTX1gCAx7eOMIUYY6+wqvWIWzi/+6f/7Gcf+r9/74ox9yM37T9So/2tME7G5uxYz25Mn/zG7zv9za9V29SYPKbB1H9+n6oCoGgBAP/BbF1eQRaKlKX9nI+Uqmon7n1o9ucfvnaxt4oU7SNd7A4WWtjQmXXamuf984rDIOstRimQswBFCwD4gqnSKmkirW8/NmmrbW05SmGz1Mk4SIuFlgzUI+x1tt8GrUK2ZpzG3gbFulQdVadS6wouFh0AFC0A4AtUtLuSpKkrSI20cNWgqP5Cmw/aoR1VWt5HHunoorliv52UNtdpO6SN/YmGNG3XHVvs0omgAChaAMB/ciZ1UuuyLHO1SStX6VKTVh861dx7VXqozLszvI886p2117GxO65Jr/b8Km/WqeqkUegUJnLzoiqxRwTwxH6/Yq8DAMBjcsmrQnYVl0yNLaJGqxMtl/d/vD7w8Wl/0Oh6BuoRdpoyhLo11FmzeTGv+uuv8hOXVYUt+TxLo8ulGUULULQAgC9M0o6SqlRkUgzLEKo8Ktu4SGURY100VzNOjyxaHVSVbUljsWbjvJTVdNIxVzdeWpLM3WHAE4prRADA4zMpSqG6alEMXruSglpVU4mqZVa5M+yRZmMvSUNQCZrVlGrtmrA+BNhUGq1Mc4YJoGgBAF8AbhoaDfJRRaqNfMMaG1x7+Z63vu3+D9xd93c34z4D9cirgBBX5/dmWycOqoZp86RXvvyq598qHR6vsGu6INZqABQtAOALU2ZSK7UezCYLhVRlK+VuTHFn7w/ffOJ//9Wm7EVFBuqR41aLN0GjHyvNQ7PJcHKilzyjaBo8LE0b7kf7rAmn4AJPJDbEAwAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAAI8vMQQAgMfmbr2rBpnNkpaNzszqtg86f2Hqi+VkuOxCdh15xG8Knz1X4nKXf1kN2wPbuxfqhSfb1tlFPn90ZrNmkGeNs9LOelNnB5NmzrMLoGgBAF+IoDXVVqHKpBpUpVbBxyrrNMhKCmof2NhloB6h5OHKsd0YFTQrZdIe5NYVLciloGIaGSOAogUAfIGKVtoPtQuhkVwyqZGCotJ8qM2FURuKm8PeI35XrfUzf2lmZvZlNW4hTi9rTqovptl4cZjkTjnGZHJTUAkULUDRAgC+gEV7mGiuaopSkdyDYjMc2VycOH5wUDb3+kcWrX920cpMX15Fu5PjwTjMFRayB0ued50sSOHLbBgAihYA8EUgSHNXLG7VomRJRbKmUVjNX3Tr0RTzwbCb8qN/1yOy2L/Mxi2bQg15EZOn647Mjjzz+hxTMWuDrCi5ZqQt8EQzd2cUAACPwV1jUYmqtl5zsFNqaco8xs6z+lG5jBuzRxXtl/udYaEuYx20MJWkaXPQWW+TKG1WhSwFKYr5WuCJxRwtAOBzscM4nU/CUmGQZKnrpJQG3kcepYQuBpsdCebRLQ6KRYoPz1W7VKXIOAFP6Hcp5mgBAI/J5dlrrBb88D79Gg/vaopSrG7VFdjX/JF6K8W8lQVZlfUylxqprbIimWQULUDRAgC+IIq0o9pKrUJ8uMH80ixjkVyacOP+owcuqEbpUrzapy8R1r90Y9EB8ATj0yIAwF8guGpVDVI9vOvL5HaYay55ZoweqSaVeLic+DNnjYIUDi8EePcFnljM0QIAHptL2WXyoCq5mbvkMlc8jFpXUmGgHlW05hbKpbnYWGVVkjyqhMPx6hgl4AnFVSIA4LGZq1mvKQiu4DJVaZQXeTWvCjJ1LAh9tKAq9ZfmYmdRyQ6XHFQGB/hP9f2KOVoAAAB8aV9IAgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAAAoWgAAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAARQsAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAoGgBAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAABQtAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAAAULQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAX4zS+n/XvepNjAUAAAC+5Nxzx+3m7gwE8EXoule96Z47bmccAF6YAD4nVh0AAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAQNECAACAogUAAAC++Ji7S7ruVW9iLAAAAPAl5547bj8s2r29PYYD+KJy87f85Ht/6e8wDgAvTAB/sc3NTVYdAAAA4EsbRQsAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAAAARQsAAID/fzJ3l3Tdq97EWAAAAOBLzj133H5YtAC+2Fz3qjfdc8ftjAPACxPA58SqAwAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAACgaAEAAACKFgAAAKBoAQAAAIoWAAAAFC0AAABA0QIAAAAULQAAAEDRAgAAgKIFAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAPLHM3SVd96o3MRYAAAD4knPPHbcfFi2ALzbXvepN99xxO+MA8MIE8Dmx6gAAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAPDFx9xd0nWvehNjAQAAgC8599xx+2HRAvhic92r3nTPHbczDgAvTACfE6sOAAAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAFC0AAABA0QIAAICiBQAAAChaAAAAgKIFAAAAKFoAAABQtAAAAABFCwAAAFC0AAAAAEULAAAAihYAAACgaAEAAACKFgAAAKBoAQAAQNECAAAAX3zs2q/7rxkFAAAAfIm6547bzd0ZCAAAAHzpYtUBAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAFC0AAAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAACKFgAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAAAoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAABA0QIAAAAULQAAAEDRAgAAABQtAAAAKFoAAACAogUAAADobdX0AAASeklEQVQoWgAAAICiBQAAAEULAAAAULQAAAAARQsAAABQtAAAAKBoAQAAAIoWAAAAoGgBAAAAihYAAAAULQAAAEDRAgAAABQtAAAAKFoAwP/brh0bx5FDURT9qGIeRAIKhEhAkcgkDLiKZBNAIpsAcpgA/hocv2m0ZoHSOc44tF4D0jUAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAAM7w9vVTW7cFAADHWXOUzDQEbKi2vuawA7iYwCWvDgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAALhXycyIqK3bAgCA46w5nkUL7Ka2vuawA7iYwCWvDgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAA7KdkZkTU1m0BAMBx1hzPogV2U1tfc9gBXEzgklcHAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAD2UzIzImrrtgAA4DhrjmfRArupra857AAuJnDJqwMAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAPspmRkRtXVbAABwnDXHs2iB3dTW1xx2ABcTuOTVAQAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAPcq7x+fVgAA4FBrjpKZhgAA4FxeHQAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAOMPb109t3RYAAJyoZKYVuFFtfc1hB8C/EsDLeHUAAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAAD/v5KZEVFbtwUAAAcXLdyltr7msAPOGL4gDhUv49UBAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAA9yqZGRG1dVsAAHBw0T4eD1twix8/f//7zy874IzhC+JQ8TJeHQAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAA2E/JzIiordsCAICDixbuUltfc9gBZwxfEIeKl/HqAAAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgDAfkpmRkRt3RYAABxctHCX2vqaww44Y/iCOFS8jFcHAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAA3KtkZkTU1m0BAMDBRQt3qa2vOeyAM4YviEPFy3h1AACAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBgP+X949MKAAAcXLSZaQUAAM7l1QEAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAgDO8ff3U1m0BAMBx1hwlMw0BG6qtrznsAC4mcMmrAwAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAA+ymZGRG1dVsAAHCcNcezaIHd1NbXHHYAFxO45NUBAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAABFCwAA9yqZGRG1dVsAAHCcNcezaIHd1NbXHHYAFxO45NUBAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAgKIFAEDRAgCAogUAAEULAACKFgAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQAARQsAgKIFAID9lMyMiNq6LQAAOM6a41m0wG5q62sOO4CLCVzy6gAAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAwH5KZkZEbd0WAAAcZ83xLFpgN7X1NYcdwMUELnl1AACAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAgKIFAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBgP+X949MKAAAcas1RMtMQAACcy6sDAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAFC0AACgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAAFC0AAChaAAAULQAAKFoAAFC0AACgaAEAULQAAKBoAQBA0QIAoGgBAEDRAgCAogUAAEULAICiBQAARQsAAIoWAAAULQAAihYAABQtAAAoWgAAULQAAChaAABQtAAAoGgBAEDRAgCgaAEAQNECAICiBQBA0QIAgKIFAABFCwAAihYAAEULAACKFgAA/ry3r5/aui0AANjHmuObf1kyMyIej4fVANjQj5+/v/+/GvB38uoAAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAARQsAAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAACKFgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAABQtAAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAKFoAAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQBQtAAAoGgBAEDRAgCAogUAQNECAICiBQAARQsAAIoWAABFCwAAihYAABQtAAAoWgAAFC0AAChaAABQtAAAoGgBAFC0AACgaAEAQNECAKBoAQBA0QIAgKIFAABFCwCAogUAAEULAACKFgAAFC0AAIoWAAAULQAAKFoAAFC0AAAoWgAAULQAAKBoAQCgvH98WgEAgN2sOb75l/8B6a0Eo+XvofEAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">277<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _8"></span>3-<span class="ff1">15. <span class="_ _8"></span>Ud<span class="_ _1"></span>ział <span class="_ _8"></span>pracowników <span class="_ _0"></span>z <span class="_ _8"></span>niepełnos<span class="_ _1"></span>prawnościami <span class="_ _7"></span>w ogólnej <span class="_ _7"></span>strukturze zatrudnienia <span class="_ _7"></span>w Grupie <span class="_ _7"></span>UNIMOT wraz </span></div><div class="t m2 x1 h1d y118 ff1 fs5 fc1 sc0 ls0 ws0">z podziałem na rodzaj umowy o pracę na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 x1 h2 y119 ff1 fs0 fc5 sc0 ls0 ws0">Zróżnicowanie Zarządu UNIMOT S.A. według płci<span class="ff2"> </span></div></div><div class="c x1 y1582 w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c y1582 w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Liczba </div></div><div class="c x7d y1582 w112 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y138f w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Kobieta </div></div><div class="c x7c y138f w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x7d y138f w112 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x1 ya92 w111 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Mężczyzna<span class="ff2"> </span></div></div><div class="c x7c ya92 w111 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x7d ya92 w112 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">80<span class="ls0"> </span></div></div><div class="c x1 y1063 w111 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Nie podano płci<span class="ff2"> </span></div></div><div class="c x7c y1063 w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x7d y1063 w112 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 yf80 w111 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x7c yf80 w111 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">5 </div></div><div class="c x7d yf80 w112 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y5f2 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">16 . Zróżnicowanie Zarządu UNIMOT S.A. według płci na d<span class="_ _8"></span>zień 31.12.<span class="_ _1"></span>2024 r.<span class="ff2"> </span></span></div><div class="t m0 x1 h2 y1583 ff1 fs0 fc5 sc0 ls0 ws0">Zróżnicowanie Zarządu UNIMOT S.A. według wieku<span class="ff2"> </span></div></div><div class="c x1 y1064 w111 h1c0"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c y1064 w111 h1c0"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Liczba </div></div><div class="c x7d y1064 w112 h1c0"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y17f w111 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">≤ 29<span class="ff2"> lat </span></div></div><div class="c x7c y17f w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x7d y17f w112 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y132e w111 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">30<span class="ls0">-50 lat </span></div></div><div class="c x7c y132e w111 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x7d y132e w112 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">80<span class="ls0"> </span></div></div><div class="c x1 y100f w111 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">51 lat ≤<span class="ff2"> </span></div></div><div class="c x7c y100f w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x7d y100f w112 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x1 ydec w111 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x7c ydec w111 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">5 </div></div><div class="c x7d ydec w112 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y156 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-17. <span class="ff1">Zróżnicowanie Zarządu UNIMOT S.A. według wieku na dzień 31.12.2024 r.</span> </div><div class="t m0 x1 h2 y1584 ff1 fs0 fc5 sc0 ls0 ws0">Zróżnicowanie Rady Nadzorczej UNIMOT S.A. według płci<span class="ff2"> </span></div></div><div class="c x1 y1585 w11c h1f7"><div class="t m0 xb h2 ydd9 ff2 fs0 fc1 sc0 ls0 ws0">Data </div></div><div class="c x130 y1585 w11d h1f7"><div class="t m0 xb h2 ydd9 ff2 fs0 fc1 sc0 ls0 ws0">1.01.2024r.- 16.06.2024 r. </div></div><div class="c x131 y1585 w11e h1f7"><div class="t m0 xb h2 ydd9 ff2 fs0 fc1 sc0 ls0 ws0">17.06.2024 r.-31.12.2024 r. </div></div><div class="c x1 y1586 w11c h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x130 y1586 w11f h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Liczba </div></div><div class="c xd8 y1586 w120 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x131 y1586 w121 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Liczba </div></div><div class="c xa7 y1586 w122 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y1112 w11c h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Kobieta </div></div><div class="c x130 y1112 w11f h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c xd8 y1112 w120 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x131 y1112 w121 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c xa7 y1112 w122 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">28,57 </div></div><div class="c x1 y1518 w11c h1c0"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Mężczyzna<span class="ff2"> </span></div></div><div class="c x130 y1518 w11f h1c0"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">6 </div></div><div class="c xd8 y1518 w120 h1c0"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">86<span class="ls0"> </span></div></div><div class="c x131 y1518 w121 h1c0"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">5 </div></div><div class="c xa7 y1518 w122 h1c0"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">71,43 </div></div><div class="c x1 yfc0 w11c h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Nie podano płci<span class="ff2"> </span></div></div><div class="c x130 yfc0 w11f h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xd8 yfc0 w120 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x131 yfc0 w121 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xa7 yfc0 w122 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y1503 w11c h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x130 y1503 w11f h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">7 </div></div><div class="c xd8 y1503 w120 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x131 y1503 w121 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">7 </div></div><div class="c xa7 y1503 w122 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y1f1 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">18. Zróżnicowanie Rady <span class="_ _8"></span>N<span class="_ _1"></span>adzorczej UNIMOT S.A. według płci na dzień 31.12.2024 r.<span class="ff2"> </span></span></div><div class="t m0 x1 h2 y362 ff1 fs0 fc5 sc0 ls0 ws0">Zróżnicowanie Rady Nadzorczej UNIMOT S.A. według wieku<span class="ff2"> </span></div></div><div class="c x1 y7d1 w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c y7d1 w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Liczba </div></div><div class="c x7d y7d1 w112 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y3f6 w111 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">≤ 29<span class="ff2"> lat </span></div></div><div class="c x7c y3f6 w111 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x7d y3f6 w112 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 yc75 w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">30<span class="ls0">-50 lat </span></div></div><div class="c x7c yc75 w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">5 </div></div><div class="c x7d yc75 w112 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">72%<span class="ls0"> </span></div></div><div class="c x1 y1587 w111 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">51 lat ≤<span class="ff2"> </span></div></div><div class="c x7c y1587 w111 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x7d y1587 w112 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">28%<span class="ls0"> </span></div></div><div class="c x1 yddb w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x7c yddb w111 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">7 </div></div><div class="c x7d yddb w112 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y495 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">19. Zróżnicowanie Rady <span class="_ _8"></span>N<span class="_ _1"></span>adzorczej UNIMOT S.A. według wieku na dzień 31.12.2024 r.</span></div><div class="t m0 x71 h2 y495 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y11f4 ff1 fs0 fc5 sc0 ls0 ws0">Wskaźnik CEO Pay Ratio w UNIMOT S.A.<span class="ff2"> </span></div></div><div class="c x1 y1588 w12a h76"><div class="t m0 xb h2 y1d0 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y54f ff1 fs0 fc1 sc0 ls0 ws0">Stosunek <span class="_ _5"> </span>całkowitego <span class="_ _b"> </span>rocznego <span class="_ _b"> </span>wynagrodzenia <span class="_ _5"> </span>najlepiej <span class="_ _b"> </span>opłacanej </div><div class="t m0 xb h2 y550 ff1 fs0 fc1 sc0 ls0 ws0">osoby* <span class="_ _22"> </span>w <span class="_ _22"> </span>UNIMOT <span class="_ _22"> </span>S.A. <span class="_ _22"> </span>do <span class="_ _22"> </span>mediany <span class="_ _22"> </span>rocznych <span class="_ _22"> </span>całko<span class="_ _1"></span>witych<span class="_ _0"></span> </div><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">wynagrodzeń <span class="_ _1"></span>dla <span class="_ _6"></span>wszystkich <span class="_ _6"></span>pracowników <span class="_ _6"></span>i <span class="_ _6"></span>współpracowników** <span class="_ _6"></span>(z </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">wyłączeniem najlepiej opłacanej osoby) UNIMOT S.A.<span class="ff2"> </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb1 y1588 wa7 h76"><div class="t m0 x111 h2 y1d0 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x111 h2 y54f ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x111 h2 y550 ff1 fs0 fc1 sc0 ls0 ws0">39,60<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf116" class="pf w0 h0" ><div class="pc pc116 w0 h0"><img class="bi x9 ya6a w9 h12c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">278<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff2 fs0 fc1 sc0 ls0 ws0">* Na <span class="_ _1"></span><span class="ff1">wynagrodzenie <span class="_ _1"></span>najlepiej zarabiającej o<span class="_ _1"></span>soby w <span class="_ _1"></span>UNIMOT</span> <span class="_ _1"></span>S.A.<span class="ff1">, <span class="_ _1"></span>zgodnie z <span class="_ _1"></span>raportem wynagrodzeń Zarządu <span class="_ _1"></span>i <span class="_ _1"></span>Rady </span></div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">Nadzorczej, <span class="_ _b"> </span>s<span class="_ _1"></span>kłada <span class="_ _b"> </span>się <span class="_ _c"> </span>stałe <span class="_ _c"> </span>miesięczne <span class="_ _c"> </span>wynagrodzenie <span class="_ _c"> </span>w <span class="_ _b"> </span>UNIMOT <span class="_ _c"> </span>S.A. <span class="_ _c"> </span>i <span class="_ _b"> </span>w<span class="_ _1"></span> <span class="_ _b"> </span>s<span class="_ _1"></span>półkach <span class="_ _b"> </span>zależnych <span class="_ _c"> </span>(zagregowane </div><div class="t m0 x1 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">rocznie),  zmienne  wynagrodzenie  (premie)<span class="_ _1"></span>  w  UNIMOT  S.A.  i  w  spół<span class="_ _1"></span>kach  zależnych  oraz  koszty  programów<span class="_ _1"></span> </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc1 sc0 ls0 ws0">emerytalnych (pracownicze plany kapita<span class="_ _8"></span>ł<span class="_ _1"></span>owe).<span class="ff2"> </span></div><div class="t m0 x1 h2 y144 ff2 fs0 fc1 sc0 ls0 ws0">  </div><div class="t m0 x1 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0">** <span class="_ _e"> </span>Na  wyna<span class="_ _1"></span>grodzenie <span class="_ _e"> </span>pracowników  i <span class="_ _e"> </span>współpracowników, <span class="_ _e"> </span>zgodnie <span class="_ _e"> </span>z <span class="_ _e"> </span>raportem  w<span class="_ _1"></span>ynagrodzeń <span class="_ _e"> </span>Zarządu  i<span class="_ _1"></span>  R<span class="_ _1"></span>ady </div><div class="t m0 x1 h2 y146 ff1 fs0 fc1 sc0 ls0 ws0">Nadzorczej, <span class="_ _9"> </span>składa<span class="_ _1"></span> <span class="_ _9"> </span>się  średnie  wynag<span class="_ _0"></span>rodzenie  roczne  p<span class="_ _0"></span>racowników  niebędących <span class="_ _9"> </span>członkami  Zarządu <span class="_ _9"> </span>ani  Rady </div><div class="t m0 x1 h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">Nadzorczej w przeliczeniu na pełne etaty.<span class="ff2"> </span></div><div class="t m2 x1 h1d y754 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">23. Wskaźnik CEO Pay Ratio w UN<span class="_ _0"></span>IMOT S.A.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 y120 ff1 fs0 fc5 sc0 ls0 ws0">Kluczowe dane dotyczące szkoleń<span class="ff2"> </span></div></div><div class="c x1 y1589 w12c h63"><div class="t m0 xb h2 y3fb ff1 fs0 fc5 sc0 ls0 ws0">Łączna liczba szkoleń (wewnętrznych i z<span class="_ _0"></span>ewnętrznych) w Grupie UNIMOT<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xb9 y1589 w12d h63"><div class="t m0 x111 h2 y3fb ff2 fs0 fc5 sc0 ls0 ws0">1 903 </div></div><div class="c x1 y209 w12c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Łączna <span class="ff2">liczba godzin szkoleniowych </span></div></div><div class="c xb9 y209 w12d h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">15 206 </div></div><div class="c x1 y158a w12c h62"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Średnia liczba godzin szkoleniowych w przeliczeniu na jednego pracownika </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">własnego* <span class="ff2"> </span></div></div><div class="c xb9 y158a w12d h62"><div class="t m0 x111 h2 y51e ff2 fs0 fc1 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x1 y108b w12c h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Średnia liczba godzin szkoleniowych przypadających na jedną kob<span class="_ _0"></span>ietę będącą </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">pracownikiem własnym<span class="ff2"> </span></div></div><div class="c xb9 y108b w12d h5b"><div class="t m0 x111 h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">10<span class="ls0"> </span></div></div><div class="c x1 ye24 w12c h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Średnia liczba godzin szkoleniowych przypadających na jednego mężczyz<span class="_ _0"></span>nę </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">będącego pracownikiem własnym<span class="ff2"> </span></div></div><div class="c xb9 ye24 w12d h5b"><div class="t m0 x111 h2 y3fb ff2 fs0 fc1 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y158b ff1 fs0 fc1 sc0 ls0 ws0">* <span class="_ _8"></span>Ś<span class="_ _1"></span>rednia <span class="_ _0"></span>liczba g<span class="_ _0"></span>odzin szk<span class="_ _0"></span>oleniowych = <span class="_ _8"></span>całkowita liczba <span class="_ _8"></span>godzin szkoleniowych <span class="_ _0"></span>(w ty<span class="_ _0"></span>m <span class="_ _0"></span>szkolenia orga<span class="_ _0"></span>nizowane przez </div><div class="t m0 x1 h2 y108c ff1 fs0 fc1 sc0 ls0 ws0">pracodawcę <span class="_ _1d"> </span>lub <span class="_ _1f"> </span>szkolenia <span class="_ _1f"> </span>zewnętrzne, <span class="_ _1f"> </span>na <span class="_ _1d"> </span>które <span class="_ _1f"> </span>praco<span class="_ _1"></span>dawca <span class="_ _1d"> </span>skierował) <span class="_ _1f"> </span>wśród <span class="_ _1f"> </span>pracowników <span class="_ _1d"> </span>własnych </div><div class="t m0 x1 h2 y108d ff2 fs0 fc1 sc0 ls0 ws0">przeprowadzona w 2024 <span class="_ _0"></span>roku podzielona przez lic<span class="ff1">zbę pracowników własnych na koniec roku obrotowego w podziale<span class="_ _0"></span> </span></div><div class="t m0 x1 h2 y1530 ff1 fs0 fc1 sc0 ls0 ws0">na płeć.<span class="ff2"> </span></div><div class="t m2 x1 h1d ye5c ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">26. Kluczowe dane dotyczące szkoleń w Grupie UNIMOT na 31.12.2024 r.</span> </div><div class="t m0 x1 h2 y158c ff1 fs0 fc5 sc0 ls0 ws0">Średnia liczba godzin szkoleniowych<span class="ff2"> </span></div></div><div class="c x1 y13a4 w12c h147"><div class="t m0 xb h2 y158d ff2 fs0 fc1 sc0 ls0 ws0">Grupy stanowiskowe </div></div><div class="c xb9 y13a4 w12d h147"><div class="t m0 x111 h2 y158d ff1 fs0 fc1 sc0 ls0 ws0">Średnia liczba godzin </div><div class="t m0 x111 h2 y158e ff2 fs0 fc1 sc0 ls0 ws0">szkoleniowych  </div></div><div class="c x1 yabc w12c h63"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Wyższa kadra zarządzająca (Zarządy <span class="_ _0"></span>Spółek i Dyrektorzy)<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xb9 yabc w12d h63"><div class="t m0 x111 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">13,7 </div></div><div class="c x1 y158f w12c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c xb9 y158f w12d hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">28,6 </div></div><div class="c x1 ya3e w12c hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni <span class="ff2"> </span></div></div><div class="c xb9 ya3e w12d hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">11,5 </div></div><div class="c x1 y1317 w12c h184"><div class="t m0 xb h2 y1311 ff1 fs0 fc1 sc0 ls0 ws0">Średnia kadra zarządzająca (koordynatorzy, kierownicy, manag<span class="_ _0"></span>erowie)<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xb9 y1317 w12d h184"><div class="t m0 x111 h2 y1311 ff2 fs0 fc1 sc0 ls0 ws0">15,3 </div></div><div class="c x1 y137b w12c h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c xb9 y137b w12d h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">17,9 </div></div><div class="c x1 yf9f w12c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xb9 yf9f w12d h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">14,2 </div></div><div class="c x1 ya41 w12c h206"><div class="t m0 xb h2 yf57 ff2 fs0 fc1 sc0 ls0 ws0">Pozostali pracownicy </div></div><div class="c xb9 ya41 w12d h206"><div class="t m0 x111 h2 yf57 ff2 fs0 fc1 sc0 ls0 ws0">13,3 </div></div><div class="c x1 y1590 w12c hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c xb9 y1590 w12d hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">7,9 </div></div><div class="c x1 y3f6 w12c h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xb9 y3f6 w12d h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">15,4 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1591 ff1 fs0 fc1 sc0 ls0 ws0">* <span class="_ _8"></span>Ś<span class="_ _1"></span>rednia <span class="_ _0"></span>liczba g<span class="_ _0"></span>odzin szk<span class="_ _0"></span>oleniowych = <span class="_ _8"></span>całkowita liczba <span class="_ _8"></span>godzin szkoleniowych <span class="_ _0"></span>(w ty<span class="_ _0"></span>m <span class="_ _0"></span>szkolenia orga<span class="_ _0"></span>nizowane przez </div><div class="t m0 x1 h2 y1592 ff1 fs0 fc1 sc0 ls0 ws0">pracodawcę <span class="_ _1d"> </span>lub <span class="_ _1f"> </span>szkolenia <span class="_ _1f"> </span>zewnętrzne, <span class="_ _1f"> </span>na <span class="_ _1d"> </span>które <span class="_ _1f"> </span>praco<span class="_ _1"></span>dawca <span class="_ _1f"> </span>skierował) <span class="_ _1f"> </span>wśród <span class="_ _1d"> </span>pracowników<span class="_ _1"></span> <span class="_ _1d"> </span>własnych </div><div class="t m0 x1 h2 y1593 ff1 fs0 fc1 sc0 ls0 ws0">przeprowadzona w 2024 <span class="_ _0"></span>roku podzielona przez liczbę pracowników własnych na koniec roku obrotowego w podz<span class="_ _0"></span>iale </div><div class="t m0 x1 h2 y1594 ff1 fs0 fc1 sc0 ls0 ws0">na stopień zaszeregowania i płeć.<span class="ff2"> </span></div><div class="t m2 x1 h1d y1595 ff1 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _8"></span>3.<span class="_ _1"></span>27. Średnia <span class="_ _8"></span>liczba godzin <span class="_ _0"></span>szkoleniowych w p<span class="_ _0"></span>odziale na <span class="_ _8"></span>grupy stanowisk <span class="_ _0"></span>w Grupie UNIMOT <span class="_ _8"></span>na 31.12.2024 r<span class="_ _8"></span>.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h2 y1596 ff1 fs0 fc5 sc0 ls0 ws0">Statystyka wypadków przy pracy<span class="ff2"> </span></div></div><div class="c x1 yfa5 w131 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x14 yfa5 w132 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c xb9 yfa5 w133 hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x71 yfa5 w75 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Nie ujawniono </div></div><div class="c x1 yac5 w131 h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Łącznie wypadki wśród pracowników <span class="ff2"> </span></div></div><div class="c x14 yac5 w132 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">0 </div></div><div class="c xb9 yac5 w133 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">4 </div></div><div class="c x71 yac5 w75 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">0 </div></div><div class="c x1 y26f w131 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Wypadki lekkie przy pracy </div></div><div class="c x14 y26f w132 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y26f w133 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x71 y26f w75 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y68e w131 hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wypadki ciężkie przy pracy<span class="ff2"> </span></div></div><div class="c x14 y68e w132 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y68e w133 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y68e w75 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y84e w131 h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wypadki śmiertelne przy pracy<span class="ff2"> </span></div></div><div class="c x14 y84e w132 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y84e w133 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y84e w75 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div></div><div class="pi" ></div></div><div id="pf117" class="pf w0 h0" ><div class="pc pc117 w0 h0"><img class="bi x9 yf9 w7 h1c" alt="" 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c6OHH1Qs0DczsAyi4Q2oFbXGgeg9ePJ5/74rcl4Sfxy0W+ddCfGEzmXFDksEiYZYgEi9AEHKLUIDR546O5//+aZ8dLZiyv80Wu/8Krf0Dvvo1gFNhCmy70VeBWMx29Wcs4T0IYU1Rv1IINWC1esj1bUrSR4n033N013Na3lrTohm5mL7BJ7JVe1Mamxk6io6uA8uYzY95tA41KNhmbDqhbI7MJq+9o/+D8OHDnJUoCgGr0nM1RtU7Z1AkXiQD7ABeTRMOj7mACahktSIBraRI1ybdyYjMYxmVeCQUScwcBy+PiCmm9itjJhuLlRw03KEhUr4/gX7/kIGAo28NrmR4JzePjoyVvvvHNpXEo+iOpHZYD0gvlovDyp4vSQfe3AkRGPq/Suv/zEa37hN3bect+kdmWLNjnwgN3QaBBjXtXSG25eHsdRzZMgH/3kF171mt/85KduU8AYk7Zx3vnMq8lkEmA9kVlNzgxqSHAJLiBrKQvIAnyCi9M6e8uj5cnyhEwtS+ZCMiV4DxKslcv//bp02+l0Op1vCgNt20IQNbZYxXj16IMPFIiwNqF2BZWSlnpc9mScWhFijVvRd8eW4+6DRcObI800SOhHl1/1wz+8MKly7vUhWZ2ykJyqT8gjspOr6e7d0Rr1hKROAUIrmhHd8efvOYtzzyG1IWkyswycGyNhOLchP2NHA2ToqQEGWi6P7Nq9oab5lqgt82SuSVkwZzwq6+Fpp23ecgZc0YoAPMRg+eDD1eHjLqRB0SeiqArQ8QHdP0t7huFkX0/29WSWMhG+7zAfX2mhCYiq3YnxRKhNw1gAxkBDUIMH+iHg/v13velPevfsn9W0vg5nNejvPbT7be9Cm7y2YMAhkkZEAuO/m7hhBiDLxGdFUFMSdnkMlozEeaKvdx/bAM+TsvR5lixBmIT6M70YG2EMZzwoAQit+qxPnBEcSUaUtxGzcxt9NvOlL99Q67SPQwtEFqTUzM4NwQYiYzMmI3KZrI5K76EAGEZGjpIll4kisRMw5b0hi08JzjETE2g0KjNfGBxx1kSKJoPh3GjSiuuD/Beuvb6qMWmCAVVTgxCjKnDn7ruiKQkZjITyojAoxEj4gQfvN4Ylhaq2rdp0VZX+rzf/p9f9wRvqVssqJHNFMVA1M0wmE9WYUvSZjEajzZtPa1fLBN9EWlic/M7/9rq77jomwsIeQNM0IjQY9MhQjleJ4nDonUdIdRNbhRqTCol3QQPYfMH0NSAyIsqLPCWoom0jACLq0m2n0+l0vl0EoFySM9HmtJAdeOdHdyzW69t2Y0xnjey8ZSuCO860TJ59Txv1IIINoesfWR1/8ItuRGhgcIkyXHH55mdcvuq44CKPzOoUTsFZcKfVuPNDf+3qSYkGTKgtCsZgProQb7p7Y900NCbnonMtuVCBSgkyOES07VnPhhZ9oKdAwsmv7B7sO3mu9vKq3OznEHXODfPgETPZfFpz6cWZDFFiEGWT8aZJPb7hvtNXdS6iF9BradBKDxKot5rn0fddlJBi62m2jc84hvC5uzaq64fU795en+ClkgDiFJIUwIiTchtXFtpd9974mv919SOfOztgsNrOKNYptrUpfP6r9//m6/jhwylNVjGu2Vywfgr6dbLqtNyAFJwgZGsZE8aP33v/2FgcQAFItlasML1fn2zaQAAtAJhM9/0bmZElsrzol1VcHbfvfu/HUoKlhh03qVWLWeGaUE4LEoAEJFALapWDEUARlEAKSqBklKZ36vHYtlk2TW4ikq2OxwZKbOTJCCmhyAeqZOaWlye7d9+fe28GEQGUhSJwy613Ou/zogip5QxNquFMHEeLZVmtjFIbKghBHJEra3v/Bz/5/g98Ymmx8X4YlcxQjUfr5mYtVXMzPoWVImu0Whz0+NChh+a3bI21Dfob6iAnF8tf+Le//sC+I85xmxIROUr1ZLFfxEERnYzb5njSZUKV5zCKzjGgTVtluQBt04w9V44qJ7WjVjgIBY2NRmVG5kVNCf9Quu3qbjudTqfzTeknbRk1WS8xDi3f9Z6PPrmONWCgQELsWsoCF5NWZ8kjhMZhiUIwjpPRrg/99TU/9APj2bwAaebxtCc/6eUvumH3LYNKyKTK0AjBpBdkJuDuz33x7JtuLa55PhyhRAQIiPcc5PsOslZV3gaeGbsgkg/Fa+sWZubum8suf/bTS876oGSQDCe+smtdk2bACTrOMQIVTEq+zPoHsuziFz5/Wn0YBT0Ak7T6+a/OhdSS1h6RObCUyfk2n2+bWVgWm0ULVFgOXq/0yLVf2f7jLyxTND/oCm+fgEBEEY4wA26gNTVZW6MNt/z676/buefM2bnRysnM8gaptDZjXnf4yIl3fej41s2bf+NVRU41fBrXM8O5JOmxC8LTdVaAlU0ZasZQBsyMoNNb3KdaU00fBAat1YAmgmOQrnWqIhAMSlA2ANMK6wSKMDLTpk3i3Nxg0x137H3/B6/7xZc/N6XWS9ZCxpPxsD+YVApKbNMy00QwI7JHG2Ot7c00hqkRkwFmFEGnNl2ZENiijVcn4FwtcCZqIbZxUAzasvactc1k5847r3r6eUktd94AYhLg+i/eLFyoTVuihaQp8wQyUwqtVaVm6x3YmiZ5dk7c2//8AyeOTQaDTUR5So2IOWoXjh2cnRk8/7mXXnzRhUtLS1+87ksPPXx426ZNS0tj5/v1uJ3tzSytHuejCx//2LU//29+YtiXiy8470//6A/rhkB9U+ekzvMwKu0//9m79+x9WKg3KkdElDuCNhs3zP/KL//i+vkZAAQlMzYDpY3rZ3s5P9oHjKlLt51Op9P59qmBQlsRpyZfvb195ORY9NAQUSSJV5YU5fT57c3CSjGuvHFEnKAl8YMYFh/Yh5Wlcm7rekCI4K24/GKb7aflEwNDbaQENsoj9Uw31eHwdTc8+ZrngBMyIaCAlnuPzkcJCPA8E6mK6ln65rKWJwmbL7kYG9f1wNQCBHhku+/fCuJypQ9eLFddLmHS9FC0mq3UYdt55yND7bDKth7RaVx4+GDfxSVK40ITJIHUOG1Y7w8f68NMODkzp62LSZvFww9tb0o306ug3fLtEyCEkOAckKKlai5TjKtDf/zWdO+D211RLp+sqS2RNcwtkgCzzBLag+//8ObnXJY96wrEOpufQ2XmHxNtoWRmNN0wpUZqMGeJjRKUkR5dvF1Lt2TTnCkGNoIxG2O60AuDsRlA047MYKO1EIYEgjhRUyKq6xhb+vO3vfslzzl3+xnbFYBBExEJ2TSXGcymmXWtLxYExoCyMa39jdMHEkVGYjuVe4G2qlWVoWotiM1gMUENZkLsffbg3oce/fkZMNOm5SOPLGmStk0uy5MGmib1pERCRClyQuMgIALjll0H799zoCjmAdc0LZumVG2cnz18+NDrXvt7P/VTL+4VaBrbt+9f/MIv/NrRhWrQy5pGZ3tzVRivW7+pblav//JXf/3XfgLA3NzcD/zA8+VUwYhqdOLKgPd94CNVOTIxRy7GxFkm4F6W/8TLvm9YrP3+6FSZARmYkJIxm5n9g0u33Wuv0+l0Ot+kJiVDjeRWq7v/4mNnLdNMw4FY4X2QohZFdtqLX7TjGVe0zgGWJI59Ax8219WOh0+ObrjRI8zWyCJUAi48/bSnPDlZk8HYLBEUyBUe4Uylk3/7JTp6MrFNxzz0Ril9+a5eSK2wka5rtBfNR+QlZWAbzD7rFS+v+wWFiEmLWD78yJ7xXbuHZSkoIWFkJTJipD7EJXryRZcOzjvXUq0SIxqaLK9+8jMzh473Y6McyFKRNE8gIL3k6mx2zoErstDniGaZx8eLcunA/dh56yDUgtCdF08AR0hAIoSMCge9e++tP/3LB97+/s113Wg55gaZfyTPx1nuxXtVhIkP4+LAwZt/4w2Lb3lftqK1psUCp5olnEqrlDDtxkDJkBIpW2ILYpEtsUWyU23A1h5rK72ShHT68DAPzbA2BY0VngwwsBlRC2qIGkPlPQGoyqbXm9+39+gb3/iWhYXVmGCGfj5blYHMsQors4GVyNjgAax1vlKCChmzOVaR6WciAJFwqj5CcfzokUycWQK14oNw8lCk6JhD23rnbr/ttoXFahoLoyaFvfedXy3HHBvHyAliZiwwVVUI9WLjVpeaNtYK+CKblOkNb3hzWbFpFlsWdkUv987q1ZP/yy+/5uX/+gWFCw4xl/Lcs+Ze/7pfmywfa8ZLnDTUkX02mtSA3Ldn30P7FxnIBWItacNoyGqyWkNZOLPY5o4dUb8YeOctau6LUDWDDB6NR/CIzlRMxUyjEsBkBGhSoKu77XQ6nc63TwiBdRUlHzo2+vLd503kjJZOH8m5K3zeiM8dM+ceL73Gff9Vj2xwR7KwOIulOYwHStxsaMLhO283VEiYuLicOcxy//JzxwWPRVdyLPdspYexR4OYT0p/8MT4wCNxmi8IaKm6e18ZV6mfq6ax1XXBdc9PSFPRH154dv+ZT10UCR7waRIWPnDjJyY2GXHlhsPjvlmZpRNZbPt57OfLzp76ohfouiFF9OtyHkEWR7vf8f4nVe2GlNY3aWOlW8Zpa6MbI/QHn9Vbtx7gFuqcFCnlYiTBHTqKz+3EkaW821X2xEQ4QRSsUgLSHX/653rDnWeOo4Rm4kLKszqG5flhySwJhRGJ5kOZtyR3PbDzDW9Z+tR1EFngtRyIx+bB6dQt2LRKlpGmD0LC42pvDZjWIKxVIYgxmZA5mIOtDXqYLjSv/Q0wghEiUej1sxDbtm2Hw5lyElTlnX/x3vv3PCICYbStDoohwAQhEBsxCNPv/DVEcKxCymJCJmwCml7lnXqCwIkTJ5xzZkqsPjPvyXsnsNz5uqpSTPv27jt65Oj0GyZTGN76X94p6Gty/f58ipaJIzVTwEQoq2tdWphkuR83EwD79p+46aZbvOs5KUQyTVpNxjHWZ515+u/+1i/1cskdGDVs0i/wPVdd+tRLzpsb9hmUOxeSuiwrq7Ys6+uv/6oZYBAxpibFZaRlJ4E0MaytSk0x874cj3u+YBAShCS0YDSMmtEwBSIlMkJMIYa2Bsx7//9xmdS9lDqdTqfzTZnvW/Lnwy3cfPN2GxsmCz338NAfzXiMSYmT7dwMLr4cL/mhY95fVGzZvhy5xBEvhwb5CM349jvX16MHBxCV9U0fk9xd/j0PDgcL/aJwcs6ILjuJfj5zICs5q08vbbzzSB5cKyi5xdKduveGsyH9hpq0bnXQa5u4baxbNB12zZZXvChunO+ht4osZDQ4aNe87lPbl5fPjWJjO5nPbmjWb1/A2cPBYvnwgW2u92/+VcKMRS2LIRLwhdvyOx4sHT/Yc8H8Ntk0NjvYS0cHYebM8+RF33tLP1/JelkQsIxEZxq9opJD7/00ktUcgYhG0QAJwSxCDQHaIgIJ1qXfr6f0QIFcNWIx7rmNP/LJp43Hg2aJddmLllkaF4Z6z4COlxQOKNfujHZ82iPF5v3zQwtavvNjxQMPbsF4hGoRoU2E5FrkYwi1KEpjaOmJNJ9Y0fAgcBHh7VQFJ63lYP7aUAHSxEklRNcYNyo1uCHAAYKQGMmN1YaaZg3e4OpJQTrbG9Jy/ZArUlZsGG654IOf+NwoIgBZP0yq44RABpgY2AAjKKkC4GjSglURE7ORUyGTJsmE0qxZYQQI4KM5tJBRaUl7Oc+Xy7ENSXu6FI+PdKmYWbe0mqlt/+jHrmVWw8SLP3RgdW+5MM6i5e1ocjRzgcXgfGA/SZYk9rJwYP/tsL6joQIP7L93/bYNLbUr9QqcBo3DmXnh3o++7IUk6jIx47aBkzmzQZYNrv7e7x+1VSt18LWnVttm0BuI5Z/+1LX0aNik3PlN7LearuN8JlHyvdzJxrYufKYmC0ZNbD0xUw5gFpgBBkAOOICdz8S7vOgTuelHunTb6XQ6nW8bRiaEqCt33NE0k4AmxTab3kJ0vSD9jWeeBWHMzazbtnU0KXtBNkY/V+qwSZvMNffux/2HCXBKMEJebL7wyfnpW1nJrTSpiWO2STXqUVa1dciylBUAACAASURBVEpxct/9CBBGofHAtdfHGBKSamICh2bQy1fqVUOebdi0+aorGucoaQ4op8WPf8QtrpCRAolM1AjwkPGoJBlsu/h8ds6J0GzfLKFtd37sbwhmKVAK5GVcTRznKSvstC2bT9ux7mmX9dat98pcm7UKosZSAPYvHt7/Nx91GgHAMQQKEOhrq4OkoEcHjnYepw8o4d76eNbgjt9/2xkr6UAcHZxHW+RFwGxDG2N2bj1QK47N9laetKF+4eX02pdd+uZf/Zf/92t/8I9/b91Lrl4+edhpXaQ2nzbjSqfO0VO7xsjAat/SZ/2136VzjlnapnHC4lBOxmVZf+6zX3jk0AkD6qotesNT0eubur6JMUxbYqkqMwNEIO89M4mI9z4l/fSnPrtalgqKyXbtul1DiCE4kV5RqKYYo1kCjJnNYITxeGJm3osBhw8fW1xcJF5LicycUlLVyy67rNdjgIimX2hEIMbFF1+Y556F1SKIpn8UU1xZWanr78j/kzqdTqfT+SZUDg6KUXno5l1OAjtVawsQK9W+t9DrzV9yIfo5hsX8BecuppAh29y4TROsi5gLceaR43j338wDkgwhwsyfvWPHC54JyGnoZ8YrPZukSY/M9XsamqVb78RkQrHxK6v3ffBTluIEKVkgaBFbDzX4FejcJZfg7LMi9/uQHtRXkxs/8P65pWWvPAZqZ17BhkKlreJqkW941uXo9UCoHETVP3h47823sAVPmqkqoQX18pkVyMZrnl0M5nDFU2THNlIpWvKUmZkiTURbH3d+4pOyPIopKqnJWm8Hngaaabbq0u3fr01he3/D8OiifvmemQjxuTpfMq0KlPy6hvrNXDN72hkv+oGr/+vbz/nplz10Ys/b3/of3/Hvf/tDr/udz7/v7cuf/3L/wdVeEhcaEYIiBjUwZNpNdjrh4FuTbh8fodiAqqrM0qWXPqXXy8hSr8hmZ9YdOHj49a9/c4zYtHH7ZBKA6RXWN/eiq0pmZuakyTlnCm0tE89k0+Dr2O2+e88D9x8AMhH56k23pZRMVQhMEAY0EdRgzrOZEfPx4yeYmQkEHDu2VFWVExGRabpV1V6vd845ZwFQnQ5KVpkOPTa77LKnei9MZpamKR9AiunEiRNHjy536bbT6XQ6/8jUBG5Dc91XceiQo7aWEhyKpJxoCXQsz7OLzks9V7lIl19wYpC3EEnkIpHSBKubndz5nr9yh45w08JUmWrH577sX9R5nlvhFaVTFnCIlnObxv6hQ3bPbk5luO+B/I4HhWlUIEFhkajhsuoP5484r9c8u2Gf4KHGVbl83z128OD6tnKJl3pUO+TJWOHASvnC/HDdVU+DUUxxZKmAe+gLu85wPQ2lxapAalJ0eR+WjV0x99IXN87w5M3zz78y+DwzzyoC8Qmt1psL37v7Qd11nxAnoCZAQADSdE6BGqnSt3jx8P83SklFJPrkV/z+kw/JZOSwuaENJyOra4bDkXOlFPdcccWOP/o/l773+Te++a23vfp38MEvPWfv8guPhCuOVVsfOHz8ze85/M9ePbnp7j45igmC3HGCKRMEZOBpQcC3hp0amLX2z6SJiNbNz/zoj7y0mqwi1VUd82zm05+87svX3xJSFsN0SoIZqZEaPcGrnOXl1bXQmdQ551hgtGnjxh2nnyasXtiM8mLmhhtuNWQxYeeuuxyTF9YUQ1OefeYZLKaqMBURUyWSI0ePmlrTJgCTyUREkqqIpJTMTFXn5uZmZ2eTwq21P1Bgbbve7GzmnKglIsBMRFQVhNFotLq62qXbTqfT6fwjkwBZHd/73o/MrU6I64omxDGL6l02Ibfa789cfMGIsVzI4OJzTmzqL7E0oIp1JUvLpE2qaGXx7re9lwD0OYqrwP6pF89cfGHQUCAzm/ar11HT5KDZhaW9H/trlKtLX77prKXA0LIwZQi0Rj1jNKrb8szT1z33exrKc4CJiPTEtV8+PaUMpRCv5tQ4zZM6A0Ea3/eXnL/usotAwsyOGHVKX9w1WC37ntlCZmaE2mxc14PN2/H0p40817PutBc9J/YLAlvQTF2h5E0Hq+MnH52U1+6kqiamGoiYjuCa7guyBFNot3T7dfVheOjkLb//luVHDuvTz1z1msEF53LKN54INgrL//LZl+38CL/sxcWTTqudnx/ZRYvlJYtxrl2aj5O5yWjHqBocfOjgX/0N2kRmmG7+AgIIQgSwGX+Lqp4fXYKfhlQjFL0eKJ08cfQ1P/czZ+7YilSrmpmbGW5417s/3cvnZ2Y3TTt0rfUCA/3De///PisrY7O12gARsQQNceumTeefd5ZIiqlRNecGu27eDeDuew4fPHQ8F0dQ0+AdP/NZV5muzaoQITMjopMnFwzGzGqoq9o5Ny17IKLp2q33fjjIpz+uWnLOG0wtMVGIGAwHgE1zMBFNn1gIIcbYpdtOp9Pp/CMjAEaThTvuHqQoDpyxIbGaCCeRmGU8P8cIBdxwfqbNXOkQhFrDWGI9dKtSb1w/e+yzX0FbB2dxOjZVfHHRucugzPcLpQRD5uu2HWS9Xmoeuf0WjFeaB/dvSjDVlmFsbBgzBpQtxbLcvlHO3l4w93Qt2NgDB+aVGrQAB0EiODUyJLhR5uWM03R+DkGVuUDEyQU6dKxdONnPcuecJWWRKrQTtIP5OfRyRgyw3mmbIcLTG96qBssyx3W9VVkfOYylZagGjWktxACYtkVV6959/z5Rcf/B+ODDJw4fvOC5V4xhi2wne8TkBvAbept6v/DS+0iOQc553nOvfuWPn1zvBm42WQvy2DiIPsEjwXDoOE4sQABDmAQGp1ONvsTw7bq0MGJGiklT3HHGprPP3DHs51mW1XVbNXbbrbvn5ja3jZ6qTFhL2E/s6TRNMDu1bkzExEK8bn5+29bNReG8gEWqsn3o4NFJhd2791ZVSzxthqZ57s84fXtKkSwRjIgMgHHbRmHxjszWynkJmA7DnabblBKAEILa2r8DFmMEIYSU5zkRqa7dlzAzpu/Yad69vjqdTqfzDb6JnzL9zxmtlm+5dXB0cZi0bJtKI0FMo0WLGp96ySUs2eyoXleHrTNbNrrMCQOc+4xEWsScuFxcWHfX3rD7rgZRgYHlquKvvmp/5sbgfm0Z88gisxeyIceVu++qPvVpumu3t4YJrZkyO0PqcxuTX7/9tB/6vvHGeRspN2AGDh3km+7x49HYKdix9zCVlBxo1cnR2d7Vv/LvGuRgx0n7odS77yn37N0iRaqrFgoQKZnjIhtsOesMlM3swmSmaeCKc07fnoEKySJx7XmVgmVQjg/uvBlV4tgW7NZSjAJGCgogAqjrmfD1z62w78MfOLvC6seuferzn6tXX7h/zmphTq7MBtv+3SvaZz9rS4vtDVsFeeHV63/uR/b045hsoZeON6t5CmUcLfhq4bbdaOvp5Yt33oHG2iRCLl7bMI2T07vng8FAVQGk9NjTGwBSSlmWpZSmoQ1AjLFtWyKktPZJj446M7ARhRRZMB4t15Pq1T/78tSMymaS9wpmd+LE6G//5rNFMTAApEqqBAU/sbXb8bgUkSzLnHNVVTkWVswNe8+7+inj0XGfWwgtS3Ho0Mn9B09+5nNfjOZi0zApkC69+MIzdmzWVDMbkEJozcDOHT9+QlVDNGHMzc1NU23btiGE6eFq23ZldZJnGYGZBUCK6sSrYjKejFZHADGLiFRVVRRFiGEwGGzYsOF//nnUzSrrdDqdzjdmuln70YDrJqvHv3rTuqrNDScNxVyRt4WrRUGZ6crevQfe8KYlI1jcARkcON4LKUvTWacA4JOJ4Rytj9544/pnXyDOZ0nIDzY984rrNg1PK6lYWrGcxmSFTvuDxg1tvOsd7+3dd2QTjI1ZVYlELSQak59s33L5z/7kI7DZjNGAi/bI56/rP3SkD3dyQPnEcd1SSo6FSR7O+Ck/82PYcbohgwiiYmFhzwc+KMuLPcaoalzuQc4ljmw1tSt37Fr4zd+2ymN9vrGNxcOPEGJKsXFoHAAyWCtWLy0tf/Bj87/6Sskc4FNKDAKRghVMxkjd+tLXC7dev3zHDVfXS3M3LRx8118/5Vd++vO/98Z4z5FJ4+iFl637tZfBZetr4ESLLdlqHra88sWfeNtbZyrn25QDeeSVXJdzzVYmOlpOYt4Ag1MUXBioretCPJI656Z3zJnZooWALPs6T6dpGoBhpqrTPVO9Xm968hM9tmaW7dExvpbM0qBw3/e9z77mOVd96sYbU2iJ+0z+r/7yg3Pr5gAoJYDW2uw+oQ2Gk8lEVfVUW+W2aWaHxZZN66+84lKiut+XehK9z8fjlf/37X+567a7orFncsRE+qpX/UyvD+8ZbDA9tahNIWnd1nk+Y8Dc/JxzLikxr3VmUNWVlZXl5dH87ABgJgcos2d2bDh06Mjy8oio17TROTet1hXm+fn5Jz1pDvifXWfevbY6nU6n843kj8fcD10LuCE29+7pp0ggzjjBr4zGCmJhH5rRwYMPfvqzJz9z3SMf/uSBj346m6wMyAHwil6gIiJPyCN62lb33DtQymEgMoC2bl13+UUH25LhJAIkGWVIWlm9TqR9YH/etjWUjJ2yAmw0w/1lz9ufcwWGfZ7WWzpDUz781Z1clc4VNSiAsmgezICmNBpkW675HgwGrAJiMeCBAyfuuqvnIKZsCCTjED243y+osNGRg/d86KNLn/rC4Q9/8v6//uTo5LGI5L0ooXHTm81cOo6hefiGnahaDwVU1w4aJXCallqm7lT6ehdOIQSnK4iDGPe/5xOTwydf8MqXD8/ekW/YcFgS5odDk6YHbM1Srg/pSrV13fpnPLVymY+cR1JGndE4U2eptRjXBr8CSQkMBScTYj1VsUrM08LQqnrcxdvjciszaK0yNcbonEsJvNYqS+kxsc2APM9TSoNenmKAtT/7yleQJPY0GPRSUrBUVWWEtekShOkmtydwoNq2na4oJ03MLExCNj/b37Bh/vQdW6pqRZwwuah241d3HT+xQMxkqjFs2bLlyqdfXuQsQoASwbBWJhuj1nXNBAD9nkyjM5362YkohHD0yHEAqqZpemwkhGQJhw8fbZrAJNMpaCJiZjCsX7/+O3Iidem20+l0Ok8w4JpZSgl7Hpjce/8ASAY/nG8C5nrrhbM61DOsZ4K2rCyfWU4uT3xO1Z6GbKTlxGvLxEZZYjJWYkg1ue1OHFqksoyCmKC+uOpnfvJQXyLnrjVuWdQRSeMxY2nrSj1kXs5ARnkQg4jRhqp3ctPc2a/58aos1ytDgLyN+/evfnlXbmZZ3rZWwWYCDUkSpWRRztuBp18QiHN1KSQYle94d9z3gPdqFnJXtM5zMSORmnqyUC/MWfWsqOek9vxxs3U8IR8nCJESmZHx+po2VuQTDWIa33Kn7d3rEBnJMYEIRBFQCJQQu/Po60nUy0h3zDaiF4/9/f/7W+5bWnn2b/3Khp/6sbnZjem+Q+tj7xDGq1i1EM9J6wYTXPz93780HATKJ+xP9qV0yJIykhZUTYtaFWzEgCk2rFvH0ASd9gEQkRij9/7EiYWUoKoGA2AG1bW+AdMgS0QEijH2ej1VMMPU+DG51kAAxRidcEqhbSvH/Pxrzv+t3/lVQ1NVpfOZKTGLQUFqpDB63JS0b0TTNEQ07UErIsJcTUZnnXm6J3vFK/51Va8yazQVyR8+dBgQEkkxwuwlL/7nmzehKHImJSRiTJsbmFLbtpPxZPrjbNu2Lca4Vn1BBMA5R0S7dt0WI5gYEIDNhEhUccftdzN5VRLxOFXIYbBnPvOZ6TtxIdel206n0+k8kWiLU8UJJ/7yA9nKagZEUBMJyEZlU2kkR7NMs2W5mdJ60fWpzdJIHFaHtNjHao6WKTK1Qv+NvTuNtvS66zv/+++9n+c559x7q24NqtJYKsuSR8m2jGVbniEYgmwHG5ohTAYW0AmrE0zSTWexWOq0wlrphHR6oAnpblY3hEU6AxDTgEIztA3YxjEOg21Z8ixbtqYa73TOeZ5n7/3vF+dW2S5ZJm1ZtoS/n1VLunpxS7d2nXuf77PPfvZeJOvbZf3YJ/W779CyLEwlKCgefMkLr33VrfM2BfepGhtqyT50YdzdubqmOo5bE5msK0GKQWFtrOs3P0s3XRdi6kaVVIc4PvCud2+e2g01nh/7Vl0OYT2npqh6aUN77YtuXh7eXIYQq8Um7p46dd+v/ebhMQ95L4UUFHuPvSvI19dnYWYbPlyVS6vlUZUj6+3erO6tee9DdM1GHR7DkRyPzu1IsdnZrQf/+N1BpSoHk2QyK6uHmlzM3X5u5q99+auaUztNCqfVz7b6sz/zb9729//p3l3vecZ3f2e84mQ6Va/cPnVgofRHH1/7yX975if/1ZU3vXSYrBVr+5D6GC7b9WedKxsH1maXX3Zx7jZZrBrN9dRrnxItKNoq2uqFNbXvfOc79///MneNY14shoceenhVkHJPKVWvIYSjR4+GoFIe+TCYSco5m6mWXHIfQ/Si//wHXv/8r7qpHxarR6+0v5fW6pd9eivk/5/OnTu3mlKNIYYQSs6L+d6xY0dc9XWv/avXnrwql6HWahZkyUJ0sxhsfW3217/j24Pp0ObBWsvqi3b3C198XS6Wucikm266KaVUV/+LGFff6Wb25je/+VOfPG2mEII8yoMp3H//qbe+9fdTSmX/JIcwDIO7t037hje84ctyKDXrbgEAjyl27/mTP91cnWJqthz66WRjc20j7vVFtebsZTFa7Ks3pSbV2oY99TmZZJOsUDQGlaAQq8/np+7+0GW1DlK7uu533VOe/cztO99m8kkz0dBnX45efCyTZiJb5qj97UNNJrns8LXXeFQ33dBcQzdm5TP333/AYk2+N45tN3O3OCpXr/JJ0y6vvrKXBTXqXY2devDBfH5788jm4txe27aLcRirp6Yr/SLnvMzLqqaq9p7qMI6h3Qv54LRrgve1NFVJJmlWzau6Us8/8MAVUi6Darqw7e2FDsKjVMmBk9cdWuYY/ZOTxXGfHd+q506f+0D54C/f8RM6cfVNR29Ye9pU73ng8NvuKx956OArnqNvmSWF6CFWpeJHRpl8c2NTB9fqaqRHqaqM2axbPSwVQrAUaymllCrN+/ndd98dwmtM+wvKxzEPQ9nd3Vm9OxEbxRhLGWKM6+vrMaqMJXyuKG3bNi/mXdeUUizkkJoqveAFL3j/e+/f2Rkuu+yyrb0zIX4RJhnn83mtNUSzaGYWY0iTbjppJb/8iuNPfepTHrjvw/3o7h5WzR08xTiZTq6/7oCZZtNprVnxwmvRzKtLKrWUUlKMl19+vGmacekWzMxKqZJb8D//s/fef/8DV111tAmr8/esX45nz5z9yEc+GpuD7tU8BLPlOKbYpibdcMN6/HK8jpi7BQB8nnqVRmV5r9E1qORQbJC2NY6+SP32h37pF25+x91X7eycbepOF9fCNAxlq+7tTvNoQ5hOToe2b2KOy52JnY+p9vXEbnPijB9bSO5j6oY8af3onk1vqO3iX7x58da3bPpWM/rg4dyhA5d9/3ecO3Y4a4zLbbfap7Yb1zU9/oHU9Tp4bGcSPE3Vbe41i9r9+2vajVteaMvZOQsPzTRdtBsfXUx/7e3ri/MK/WbXpmFcK3v3beyWsjdRess108nXvfrgztrGp8LW1Hvbnf7Gb611sdvaubKEfrk7xOKt3dcMD6+v563lzYtD6+PaxzfW1kO/1dU+2FP31q88G5pdG0PcbfRw0llLZ5qJ1XhZGYe3vlundg7KtpvYt1IJm8twtFcMgx9c8OJ6pGrrev1rP/p9r//Q2oHrl5uz7Oearbq+e8Xpj37bu+964y//3ot/9n9/2o/+2Oa//t+O3vuuzfjg+69f6MDymp3WrJuvrV05T+dSePvV3Xu//3UaNo+XuNXu9UdzbvrNEmOvW17w/GNXHF2Gee+lV82N7VkZurWf/+Xf+YEf+al3vuf+nTz95Kn5nb/7x9/4rd97dkiDJs1sw1XLsNuEobPha175YneVkLLaqlQ9lrjlNveaalkrZYyxlmU7S8eiSc3ubND3f+vXb0y2Unt6Z7g/W59tUuuBULrGl52f7Upux6apMi+yZbWxmFePtTaeG5UYipUcLhwckb0OZdT21iBfD2FjqNbXvo/DEHTw0JWphgOp/vVvernSA3GtjHF9Xtf2iqybp2X/qpfcUsx7U7vWmTVhWGsXhybDZqqxpO3cnBn6xbQN4zIfXNN3f/sbOhs0zlWGYPJgrnBg8tS/9Tf+wdv+4P1D1fbCe+lDn/zUP/7pn4txmuKk9bbNqY5hc2PD+8VrXv0yWyqMCsXkUYpFNStX6+XZaqPa1rjIaTnYbPDDVammc7J5eMzrdpi7BQD8xdMgUWard1HN3NRIzThqZ+/tv/SvNtrVm6x1ffRJDp0UpaRmLqtDPWZHh8ViLc7cmmUpJovJQ5p7HUpZ1lTabjIv57fXfBjL7sb43v/733z161+505Si2CjYsYPNy5794P0fuSor2JCk6ooKkpJbKN7GZpmXbqEEO3vs8qMvfG6ZpLmUJdeenbvvroc+fOPh9tTufN7k2jbtopT1Zqz9LHXhuU+b3nCtktSqT2qU33v3f7i8U19k7tNcDg4+G33w/rK4vud9UzqVuNa363HjfFkUhWKz6uXg2mQ+nPYwJi81lBpTX72sTT92/8ee+b73tK98abU6V1BSt/+EeqjyyEvrc95Oba6/4m//0Ft+7+3TxbKdnz2mMI95r9X5yZDcQy25Tb1Xn587qMuusaCzD53znSN1mCxKW0M/68Z+fvMrv3p1fliTOleoPipEkw4dsr/5N3/wb//EPyhjlhTM26aL8t2d3V/91d+48zd+a9Y1Z8883KTUNE3UYYteSw5egmoe+xuuO/Ft3/YtpXqKZuZ1f2nBJasL7MK3jcli2+jE1cf+y7/7ph//b/7R1nx3bf3QWLRaGCGPkrkNMtXVvPH+P+yzf7fgXtw8mKTgFmWrJRDmLlOoxaKsadKB9TWpmsJrXvOan/hv/9nD257zMJvNxt5U3UJ5/s1PbxvLXmXWdd2wlEtucgtSI6tDn90txhSifvTv/PBv/vvffuCh8wq2mI/r6weGUs7N+4d2PvndP/ijz/+qm256zrPu/cTH3vveux586OyyhGglpYlZ9LLsJrPtc7vf8q1f33by8eJRbvs/UEwXd3y2z9gxYjWMQV+Ms+SoWwDA52UXrt4e5CG7Rq+dmULQfffXj9xbg6yqqepK6eRRFjQ5I52ezB5ea8vGbHs3tbUpIVRvJiF2i/PHTZM+T2tpxjGaxbGEnbQ0S33f//Hds0+eXZzcaBQPF1dtN66/ftebaRkGK6HKZKujoTpF96JcivoUJ9amEyefroPHYwlrUY1kfTn9+29fO7+7YTEUcy9Z6eDgYWFeuvOhftWLbk1qVCXToVKb7XP5no9GV/TVTJk3qsltEtcfjnnRXWZHD3582NuJftQ2zy6XivFA6o5EO/OJD105ixu5Nl5cRXkcLQ5NFxbzD77tnTe+6IVxVnqlQerCasWtFQXq9nO81kJQWeopVxx7wbOG3/4PB8cmKU+LDSXvtpoHb3MYva6HplHbHVrX+uz0n/2JYo4aPC/r9PKPav6MV77i8ImrZSYFWx0MJqkWRVewl9x6y6EDa1tbMaXkNZexSNXUpRjHMZ+bL7rJ4eolF1msqgryJsUQfFiWW19yyxVXrJt5NFUvss/a8cA+PQMdqgU3M0+L+bKdTF7/ja/76Z/9P/OD215K8LjaDszl1RTcLpxcZ26r59+0Ot3uwjm/wc3dqwe5gjwMWWMukva3wquegjWtrW9EKZvUtd3llx8/t7fTpGRmTdN47ptUrr/+GknuHi/s+XBhI7PgivJmZ2c5DKXp4nLphw/Zi1/0vF/79d+pXjfWZovlsmm6sL5+ZDZbLudve9d73vXn7895OHdu69Dm0aqxZk3W2/myly/7xfDiFz3vhuufKWnMuW3iZ90rS6vF5595ZN/+n9XDhdPlqFsAwOOWtrIS5OZBJUjKQaP7ulUN46f+4G3PzuHMJDa1TnIpoYylVIvb03JP8Of8vR951be8bjy0UUo78ZTda1BbR91377/7gR+c3Lf31Jwme4smLHNbr9qr59quObu3frbk33/vgWuvyqraGtXZ+q3Pffjwob1TDy+bvHrM26TgyrUq1RzjOJns1GFM41d963dqdqBWTat346iPffJPfv5fPi03m7vbm9adVxyXfqRYWmreTB+4/NDhb/6m4qGaQlSzu6z/9v+95sMPDl0cgpbR56lMs2L1+TTdvd587U/+WPuKW59yYM1nG9rxJnXepLrYjTvn3/k//E+ffPOvX7uzzKHIirmF2oSdrafVw5/6v+688VV/dfrim3LTVtlqfXBRWMhaXl2fY+bW6nTqY3/iTd/38QcesHfvXj72RaPcVUt0nxQ/Nm+8iR8Mw7nm9EtvufFtP/PPruqXnZqF4h8fCife+D0nf+h7dWBDMdUQsizKUmw896rZQnPNiYPf+8Zv+dmf/uXc74YQGou1+my2NgyDq/WQqrVjHs3MagnRmhiGYc/q+ILn3/h33vSDklJQ9THsL1UNcrvwlFjZX/4tuYfqihanU7mXowfjd337N/+jf/q/Locxdev6dOBaNa9WqwVzM48uq1arrR489P2p/pirZ5NKVbB47vx80fdmTS45RsujW1sObEzW11QGNV0Yl/mFL7jlz+769RjTcr4769o89JOJP++5z/bqwVzyrmv73t2qy6uZq5F05tRWitFcMSkX/y/+1vfc/aH3//mf3zOZxBRbq1qE6jkPRSmtL4bqtdk8vDkMw/qBDZdv755LMU7a8ZUvv/W/+rtvOn68W/ZlMk0XDy+x/Y4NUqhaHWriUjGPUpWbtHpY7bG+kFh3CwD4fL3hqpJfvN5YS3JPnwAAIABJREFUVAjRalGf+3f88fG9ZR+bITQ5xGKhBCumpWRrm8ee9TwdOzEcutI3Ltf60XrksvnRy/pjl+uGG44/57lltjl48jRdhLRInSnINck6PPj2O97VmC+t1M7zWpy8+Hn333jiwel0Gds+tjmkbClb21cLs429YPnA2hn59Cknutd/3faB9myjRWPy5Ud/899tnXogVrkseDQPUa15lOucYnr1i3XdsXNdeijqTJTm59//i//6SJ9DbauleRPmrQ3RgnsZq9Y32pe9QtdeZ8efUjauqFdcNa4dGWeb82PHdd21N33DN7hPm9IOsdtt2j42oYZDJZ7cLpfffUq/dGeztZgop9XV3VXMFlx/P5eqOMbZdgrrL7n5xn/8Yw+/4rl3Hdr4+MbabjNtx3Z9kQ4uw2EdVpmeevrVB7/rG+YPn9Zdn1oG+9hme9/Trzr6E3/jujt+XIePK5hSLGbxQjQryhpz06zTD//Qd7zm61968urDKnsH1oL5MN87H4ObqWnaRd+H1Exma21SLKN5b7V/0S3P+dEf+eErr9xsk0yqeQwXviVW2xebSlAJyvtbGZvcTBZkuZYxSP/Z6197YNrM2hC9BBVzXz0R6VYURt//nVavkSrLZqMpm1dztW11z6sZXVc4der0mJcWstchypU9Wr3y6iMytU2Sh0mXbnn+jfJRdeHDrtXchPCGN3zd4UPTJlgyNU06evSQWZYNbtmtuoIrLeZ9jCpZTbI22tOffu3P/sw/+a7v+KYmFeVl8OIh7y52quowlmGZo012txaT1C13dxY7Zw6u27Ttv/7VL/7Ff/FTz372VTFqMo1jXkr1wmqM1YIN8/3UrfvjZmNYjaHri/LUJXO3AID/tEncC9NrqwwpDz70iXvvPbIcn9nPpGwepDAG71MYwmRPzdo1T1PY8Lw/I5NMUTIP8tlzn/3y9/zWezZ3ymH3qriQ71jvNbQ1eIyfet89h8+XjUlW00marG0+4yWvGP7oY4f39h/wXj2unWRRTciNb6+f3d296vqXKs0kt/lybdLlB0+/53f+4Ehcy/1QtTao6WOqsdnx9mBJu0VX3/zC5Rg2LATVlLT7kU/s3POJ42pu2G6K6k6sxca2KCqU2hw58VQdvaKOcQghyDx4k0xBio2Wee2ml16tyw73Q+4no4UNm5xvFluN1ntra/rTd7zrWfc/GI8eyCr781L+2Usr8Rn3Um6hTYe2fDF76a03/tyVd/38v9y++6O773rv7PROa7VP4cNp/ch1J57xg3/tyE3X/cnf++8Ph6Nnb7rs0KtecMMrXzZ5+StzXE811aZ4+PSeW3K3lOSlFB9LPHKg+9n/5cf/45+895d+6Vf+8A/fsWs7s9naYrkVYjtm7yZt29T54uxEfZPCtSeu+dq/8rI3fNOrb3zWU8c+T7pkqhaDezWp5sHLsm2iLI9ljAoKOY+L1SYEY6lh2IvT9XEYT1xz8O/912/6qX/y09u7y6pGFi6eEdY0YfU1Bgtei3luY+3LfHWGQrRSwxBsrEXJZNLOzs6YFy4FC6plEqpqf+Lqy2qR3Gt1dz39+uvXO1vkXo1bXTbmb3zjt5U8Kng1Tdt288C66cFgS9v/OorLx2H/PnbMfUqh5vHpN5z47/7hT9z8vK/61V/53bvu+rDFcZn74E0TZmqj8vxgF2zYmcWla7z5GU/5xtff9oZv/tphMcymrdcq8xDtwk+P1cZ4n94Qz+sYLJvXaJPcL7qUYlDwGh/zdwd1CwD4/FlrRQomi1JRkkIpO+e2H7r7g59c9rVtLBzIIY9pXDTjvK3LZOdn6+2zbtTlh3LSmBRKlZRDGCU3tZNm7SUv7n/ztz88fmi6dHWTuWznsr0DO3k69359+oG9U0fe8vYrv+7r1cUqpUV49ku/5o9+/R33fOK+qiAprI54qmEYh0XXtkcOjdccs1tvtbkOzEzdRLk+cM+HPnHq1PGmDYc3T+U6b2y3TUOUz4ert5py4qqn3Pi8ia2rD52Vavl973//R2LZ2myeuX1gmeqZWV2042ra7+E2Hr/xeh1cy2lapHmv9VTVxSzNpdQ14eD69slrhuW4jHXX63qz/ql4fq9dHJt3g7V7a1o/9anjetp+vMmSa8oL63MJZq0rSKNN9yQ/ecPNf//HtZP17g/qre+496Mf3mvK5KtfeMNzXvrxj93z87/wK19z2Q3P+mvfo++9tVy+mdWd0nRzEbWjuhnqhbenw6oCVWQek5lClaqXl99600tedNP584t3vvs/vuUtf3DPBz5ybmtna3uvaSeHDh+dTqev+epXvfRlt15zzfGDBxVMcrVd2m+0ECUtd9VGn3Vhb7FbZd1kbRz7aHltemgc5imsW4gWOq+l6dpa9Z3f/rrz587+j//zP4/KVWHVfKmrp04/cGD9RBejqlStlj4lz3UMMSS3YMrj9sZa2y/KZC3u7o6nTz2ougihBmtiHbsmxKZubLSL+Xwym1m0OviJa6561Stf+Gd3feDUQ2eOHz143bUnr7/+RDCPMc37IUa9+Jab3/eeu4Ks2hgUVk93LfulV1mQVTcpBpePs0nzfW983Ru+8XUf/MADv/CLP3PmzLkP3PPhUw+d9RpSaKdt+8xnPvW1r/0rt7zwec9+9lOm05RNpirVEFzyGOOFv4f9ujULkuaLsU2aJq95mE67vs9Rebm32Lj6yPY5TY49tp9an7kvNwAAnz2ZJkmjFZMnBZUg0xjU1Kqt83r3e7Sz1GWHFIriqJBXz4aUweLaEd1wo9qkoKEf21DVxL2YBmldpVks+z/9sy67qnLbpcOH++ZU+8DCctA0nOl05MbnZ3XnUyrSZum7h7fqhz4QurQ/dbv6wjzIQi25t6y1rr3qeH/kmipJdSIPp0/lj3ykrUHDKKtqpdZyVIgxPFjVzfILnt5Pu7W+9ZC3mxxPPbT+ifvVBp3JilVtUayr2pDFvHko3fAMhaaMii6FpZQU4nawoLo+jPrAJ3TmrKbRg9lkrYxbMe9p3qj33Gnx3OuXh44kxYMlhtGU1Cd1vLoeoa7WYxZJmjfakaKWR3vXnmu+1LinQ+3W5oGDo2l3MW7Nm2FTjfprSklh4s3CurVeOq/heJFi2N9xQLJqGl0uparkFx5cWt1tuHR2a7F5cDpkjUUW1DaSpF5tK5mGpTetpaALz0HVCzPN6fSp5cNnt9Y2Npd92d1bTGddrcvF3vnnP+/6Mo5exsnES1ZM01KDTA89tDi3teeKF9trOZ57zo3XRclHT2ZZ+tAnHx5dY1FUbEuwYnltriHfdP2J1aNXp7eWD545VyzJY6xNKrEvZ9uN/LRrT5a9oe1aSTXogTOLjUPT1VKKca71WR7HnJpJrfKg973vY6mdupKrcY+rJzWPry2vuPKIpOJZobjMlFyhVFlQHtU1KkXnzw3DvJiFruuOHlY/qOtW3erL5W43nX56qvbiPfKFXy65K+cSUrzvgfNNOw2h6/s8juOBtU5VnvPlx1t7bCt3qFsAwOet26JlqlmllbcljvPqTYyNR5e2dzTmxfH1quqqUmlUgyzlaDmpRnmsXVQegqpSHGOzNJk8qo91qKo1dOfdRutGDZfn5bpr3uRtxY3SJm93Uuqly2pu+z63PkSrUpaqVieBrt7cjb28Ks6VDw9daIKsupdYhlhqE5JcNZY+5rm8qFb3yxeNFHdm00H1yK5rEucp96ozafQcLWi1bFL7uxWNfe7SJJQYQuvFZWZ1rtiUkFZfUlCOeWFWSmx2lAY1SeMhZRvcZEpxK7grdQrrNdhoivLI4oTPWbce9v+OTUnLqEUuk2Bdroo2hjIPdSGlYezaDfdyYCcElZ2NvFYV5lGpya00KE+HqDb66tklKbgsVxVXlBqTau5jjO7KOafUjLlYiBbMV8sZQvCq6C4zuWKoriqvIeyvdFjt5zaOWp3g5aYQzIPGUU2jILmXYLWWUUGmGEKTRzcLMew/YLVaX+pSrrmUMmnaUBRkRcpR2aTVznqukLUXxmloLMtLCTGMXq0Nq6WsTVUs6jUOGqdpkmpQlUYvTfUmDq4gefWQa9d5KW6W3E1yC7aK+9VX46uvqeZgsXqNyXIZm9SU6jKr1UI0d1muMQZJtVR3DxYsmEy1eilDjLJowS7ZH80++wOVUoOFMdeQwurs4xDVL+ukDWUYm5TG7N3kMeUtdQsA+LyTaVnz1pcaGtWNEjQ2eSy20WTJSm6DlJNMivLVTp2uOo7FlFOcW50rN/I1NVJabfbTSMrLGK3M92K3ptBKdjroyCgrKm2/DGFtDFpGxdVp9kX9Ql2j1Ua3YbU9p8xNxVZdXcchzDqtdtasoySlZn9eTlKQp1psrMqLooPbUaPVw12I0txVilrPsS6ytWraqVmVBsmlpJw0mFpJw5jauCffkx9W3VFbpbWqSZWbhjgklZiDvFEMY5BJWRpUq8xUJ7JWsmKSKaiY2BHsc91MDaZRCiqNatr/KwhaSqN8LMvOwoFhb6dpzsVpo3R5li/Gsxv5YPG2j1JazuJCmmmZ1MYS9ncdiK6Qi+qqGIPvL8Yd+75pGq3OIUtJktcsM9u/80iljKWOOQ/TSWd2YWtbj/Igab59fjqdWtOtsq0Ut2g557bRsl90bXTPNUzdVXNpm4ldvGOUZKstEVTkUowKebekFNWoRGUVV02y6MmKcsrmYdhZTtNEydTUYsVVTCF6oxKy5Ro9ullvIURVlZQ9+e4wX2tnpdRJ6KqGYE3JJimYcs5Nm2SjfPXda9Jq5ny1CFil1BCCS9VzinGx3I0pJJ+GECysno00qbq0HPvqllJKIUkhel6t3tj/3rv4J7447e0XStdUVwshpFLGGIPcy7CUK07WH8sLiXW3AIC/oDiqrEhJ1eVWLMV2kPakHGOSHc5yUy2SFFebZ6YmmMw8SRNFl7JSkhqprVKVhqJJipOpxlG5KkxnnWyUssySda5xf6sGtVqmqKZr+hrHupr1rKHKQywuazS6YgjWaZDiqGgKQQp11LhQ12q1na0VS9ElBZupM3Xa68e61hycuM7uymOdtOuT1nrtuiZFaZCKFFUnGqVOimqUq9K41CCtu1SlVKVe1mhpOYa8PgQpqCrlYKPiukIKLjUeQ71wkY8abb+z8Ag5qy9KIaoxaUwqkmmumiwcjtPUS7mfNWlQUq0+V+yaRvFsLBuzOlUt8qAkeVBd/V1cDMrPaKzVq8KabqKqOubYtMqjgpkFmasWr9WtyGvbxLbp3HOtCqH9zN9jdmBNMq+DVw+pjdFqHZtkkjdJtQwxpaooqxabi9t7SVWq8iJzqbrC9s7uJE672Gp1xm+0oJI1SGm1r8B8sbs+WZuuz1QluedRTZaKKchd3gylTzHl7F2YrL66GKyorLXJlLuYahmqqgWPqye2XE1K8nH/nOKa5I0UPJTz58+YmoMHN1MM7jIpxCTl6aSVimezsLqz9Koy1iGE2DRtlVVpWWsMIWq1akifZ/eDMgxanYmcLOcxpeB17PtlN5vG9sIWxczdAgAel7J1DUVDqqP6RmXmFvvoocvJtrzkKEmHvK6uY6tzEPafiA5yqx61KH2KbVQMUigXLlvBFWr17BaDolcrUrPadD9qkJKURsmUk3blkne1ThVXey/tby/knmQ+FotRxRVsSLV4CRYlc1m8sNAvfHqPglo9+KLESVxEDVInb8cxNGlU6AetmbYbtdJkVfSmGuWmmKUqefZU+6hJaccol9pRKlLSMlVX6aoHpWI2DLHzaCYF1aSy2m/JtfooJy+hdmp4gT1y7rZqzApS6FbTtm7eaCkFqavSssqXtYtDalO1NEpDnm+EbY2NbCZr9w+7ylHR6sV9CVyh1v0wDeayeuGt8tVb8nZxz1q/mMPuqzXeXmux/QndsNqndn9VwWqaeb+nLk5G1lLGpkmS1zJ6XPNaQwhei9yDycxWq09Xv1YvjeAm1zAf21njwV2lqgRZ8CC3GtzcrJosSKs/y2r1hsyjaixWFUxVoUYzk8lVch1CCtVrsmQeZKtatVpWf8AS4uqR0dV5ZUGyqhJClKwUl0IwrSasq2czL3VMNnOp1iLzsD+6nt0lC5Ykq652dUO5Gg77dKjaZ9xneHULNuYxpWimUvJqwYPkqlUhSI9pP2jqFgDweSfTpKIiDVINCknNuKxNSNYE2ZBrnwJvA16qV3SllGsKKQedruMsNGtS7F21qHFPMuoWeHxQtwCAR+fSKMWqOBbVrGhKyUPI0jBouasyamPGOF2q9qpFO4PaNcXQT4JPZ0khreaAk4aglgMdgMcHN9wAgM9rFWQKMcZeYVnrAbdwdvtP//nPPfz//N4VY+5HHv6/VKPdg2GcjM3psZ5enz71TT9w4ltfp7apMXlMg6l/jO+8AqBuAQBfCFtVWJCFImVpN+cDpara0fsenv35h6+d7ywjdXup893eXHMbOrNOB9fy7lnFYZD1FqMUSFuAugUAfFlUaZk0kVaPMZt0sG1tMUpho9TJOEjzuRYM1CV2Otttg5YhWzNOY2+DYl2ojqpTqXUFFwsTAOoWAPBlqNttSdLUFaRGmrtqUFR/rs177dCOKi2XkksdmjdX7LaT0uY6bYe0vjvRkKbtqmmLXTiVFAB1CwD4kjKpk1qXZZmrTVq6SpeatPzQ8ea+q9LDZa07xaXkERfXXofH7ogmvdqzy7xRp6qTRqFTmMjNi6rEXhPA4/SDiz0TAACPxiWvCtlVXDI1No8arU60WDzw8frgx6f9XqPrGKhLbDVlCPXgUGfNxvm87K+7yo9eVhUOyteyNLpcmlG3AHULAPjS5+0oqUpFJsWwCKHKo7KN81TmMdZ5czXjdGndaq+qbEoaizXrZ6WsppMOu7rxwhJmniwDHh/cOAIAPi+TohSqqxbF4LUrKahVNZWoWmaVp8ouNRt7SRqCStCsplRr14TVQcSm0mhpWmOYAOoWAPAl5qah0SAfVaTayNetscG1k+9969se+MA9dXd7I+4yUJfeEYS4PLszO3h0r2qYNk959SuveuEt0v5RDtumc2I9B0DdAgC+9JUmtVLrwWwyV0hVtlTuxhS3dv7wzUf/j19tyk5UZKAuHbdavAka/XBpHp5NhmMTvexZRdPgYWFadz/UZ004iRd4XLDbHgAAAKhbAAAAgLoFAAAAqFsAAACAugUAAAB1CwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAADqFgAAAHhiSwwBAOBRuVvvqkFms6RFo1OzuumDzp6b+nwxGS47l10HLvmk8NlTJy53+VfUsD24uX2unnuqHTw9z2cPzWzWDPKscVbaWW/qbG/SrPHqAqhbAMCXOm5NtVWoMqkGValV8LHKOg2ykoLaB9e3GahLlDxcObbro4JmpUzavdy6ogW5FFRMI2MEULcAgC9D3Uq7oXYhNJJLJjVSUFRaG2pzbtS64sawc8ln1Vo/8z/NzMy+osYtxOllzTH1xTQbzw+T3CnHmExuCiqBugWoWwDAl6lu93PNVU1RKpJ7UGyGAxvzo0f29srGTn9p3fpn163M9JVVt1s57o3DmsJc9lDJa10nC1L4ChsGgLoFADzBBGnNFYtbtShZUpGsaRSWay+55VCKeW/YTvmRn3VJIvtX2LhlU6ghz2PydPLA7MCzr8sxFbM2yIqSa0bmAo8bc3dGAQDwublrLCpR1VbrErZKLU1Zi7HzrH5ULuP67BF1+5X+VFmoi1gHzU0ladrsddbbJEobVSFLQYpiHhd4nDB3CwD4T2D7obo2CQuFQZKlrpNSGriUPEIJXQw2OxDMo1scFIsUL85hu1SlyDgBj8+PK+ZuAQCPxuXZa6wWfP95/xr3n4iKUqxu1RXYOv1SvZVi3sqCrMp6mUuN1FZZkUwy6hagbgEAX3JF2lJtpVYhXuwxvzD7WCSXJmwA8MiBC6pRuhCy9unbhdV/urEwAXi88HYSAODzC65aVYNU958YM7ntp5tLnhmjS9WkEveXH3/mJFKQwv5NARdg4HHC3C0A4FG5lF0mD6qSm7lLLnPF/cB1JRUG6hF1a26hXJijjVVWJcmjStgfr45RAh4f3DoCAB6VuZrVuoPgCi5TlUZ5kVfzqiBTxwLSRwqqUn9hjnYWlWx/WUJlcIDH/QcXc7cAAAD4y3N3CQAAAFC3AAAAAHULAAAAULcAAAAAdQsAAADqFgAAAKBuAQAAAOoWAAAAeOw+fVbZydtuZzgAAADwZHTvnXesPuCsMgDAX+zkbbdfvHKA8WdI8UTGygQAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAA1C0AAABA3QIAAADULQAAAEDdAgAAgLoFAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAHULAAAAPHmYu68+Onnb7QwHAAAAnozuvfOOS+sWAIBHc/K22y9eOcD4M6R4ImNlAgAAAKhbAAAAgLoFAAAAqFsAAACAugUAAAB1CwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAADqFgAAAKBuAQAAAOoWAAAAoG4BAABA3QIAAADULQAAAEDdAgAAANQtAAAAQN0CAACAugUAAACePMzdVx+dvO12hgMAAABPRvfeeceldQsAwKM5edvtF68cYPwZUjyRsTIBAAAA1C0AAABA3QIAAADULQAAAEDdAgAAgLoFAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAHULAAAAULcAAAAAdQsAAABQtwAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAEDdAgAAANQtAAAA8KVn7r766ORttzMcAAAAeDK69847Lq1bAAAezcnbbr945QDjz5DiiYyVCQAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAADULQAAAEDdAgAAANQtAAAAQN0CAAAA1C0AAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAA6hYAAAB48jB3X3108rbbGQ4AAAA8Gd175x2X1i0AAI/m5G23X7xygPFnSPFExsoEAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAADqFgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAAB1CwAAADx5mLuvPjp52+0MBwAAAJ6M7r3zjkvrFgCAR3PyttsvXjnA+DOkeCJjZQIAAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAQN0CAAAA1C0AAABA3QIAAADULQAAAEDdAgAAgLoFAAAAnjzM3U/edjsDAQAAgCeve++849N1y3AAAADgLwdWJgAAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAAULcAAACgbgEAAADqFgAAAKBuAQAAAOoWAAAA1C0AAABA3QIAAADULQAAAEDdAgAAANQtAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAKhbAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAADqFgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAIC6BQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAAB1CwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAADqFgAAAKBuAQAAAOoWAAAAoG4BAABA3QIAAADULQAAAEDdAgAAANQtAAAAQN0CAACAugUAAACoWwAAAIC6BQAAAKhbAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAoG4BAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAQN0CAAAA1C0AAABA3QIAAADULQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAACoWwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAADqFgAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAADULQAAAEDdAgAAANQtAAAAQN0CAAAA1C0AAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAQN0CAAAA1C0AAABA3QIAAADULQAAAEDdAgAAgLoFAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAHULAAAAULcAAAAAdQsAAABQtwAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAEDdAgAAAE8WafWvk7fdzlgAAADgiePeO+/4Aj7L3J2xAwAAwF8OrEwAAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAoG4BAAAA6hYAAACgbgEAAADqFgAAAKBuAQAAQN0CAAAA1C0AAABA3QIAAADULQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAACoWwAAAFC3AAAAwJNHWv3r5G23MxYAAAB44rj3zju+gM8yd2fsAOCL6ORtt39hP5EBAI8dKxMAAABA3QIAAADULQAAAEDdAgAAANQtAAAAqFsAAACAugUAAACoWwAAAIC6BQAAAKhbAAAAULcAAAAAdQsAAABQtwAAAAB1CwAAAOoWAAAAoG4BAAAA6hYAAACgbgEAAADqFgAAANQtAAAAQN0CAAAA1C0AAABA3QIAAADULQAAAKhbAAAAgLoFAAAAqFsAAACAugUAAAB1CwAAAFC3AAAAAHULAAAAULcAAAAAdQsAAADqFgAAAKBuAQAAAOoWAAAAoG4BAABA3QIAAADULQAAAEDdAgAAANQtAAAAQN0CAADgK4G5u6STt93OWAAAAOCJ49477/jC6xYA8MVy8rbbv7CfyACAx45h4T2DAAASb0lEQVSVCQAAAKBuAQAAAOoWAAAAoG4BAAAA6hYAAADULQAAAEDdAgAAANQtAAAAQN0CAAAA1C0AAACoWwAAAIC6BQAAAKhbAAAAgLoFAAAAdQsAAABQtwAAAAB1CwAAAFC3AAAAAHULAAAA6hYAAAB48jB3l3TyttsZCwAAADxx3HvnHV943QIAvlhO3nb7F/YTGQDw2LEyAQAAANQtAAAAQN0CAAAA1C0AAABA3QIAAIC6BQD8f+3asY0cMQxAUQi4dHtQA25EDbiSSxkodSXXgBq5BtTDFkAHAwzG8NiBAQHW3nsRYwbEDwiAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AAB8BSUzawuLAADgvzJH/8e6tTsAAF6DzwQAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAAv3s7p9rCOgAA2M4c/ZxLZtoIwGq1xfX4ArCIzwQAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKBuAQBQtwAAsI+SmcdUW1gHAADbmaPf1C0A69QW1+MLwCI+EwAAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAgLoFAEDdAgDAPkpmHlNtYR0AAGxnjn5TtwCsU1tcjy8Ai/hMAABA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAPxNycxjqi2sAwCA7czRb+oWgHVqi+vxBWARnwkAAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAYB8lM4+ptrAOAAC2M0e/qVsA1qktrscXgEV8JgAAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAAHULAIC6BQCAfZTMrC0sAgCATc3Rf6lbGwEA4DX4TAAAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAAOoWAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAEDdAgCgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQCAO2/nVFtYBwAA25mjn3PJzGN6Pp9WA7DIt+8/Pj/e7QFghcfjcc4+EwAAeB3qFgAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAIC6BQAAdQsAAOoWAADULQAAqFsAANQtAACoWwAAULcAAKBuAQBQtwAAoG4BAEDdAgCAugUAgD8rmXlMtYV1AACwnTn6Td0CsE5tcT2+ACziMwEAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAKhbAADULQAA7KNk5jHVFtYBAMB25ug3dQvAOrXF9fgCsIjPBAAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACwj5KZx1RbWAcAANuZo9/ULQDr1BbX4wvAIj4TAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAMA+SmbWFhYBAMCm5ui/1K2NAADwGnwmAACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAACoWwAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAIC6BQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAABQtwAAqFsAAFC3AACgbgEAQN0CAKBuAQBA3QIAgLoFAAB1CwAA6hYAAHULAADqFgAA1C0AAKhbAADULQAAqFsAAFC3AACgbgEAQN0CAPAVvJ1TbWEdAABsZ45+ziUzj+n5fFoNwCLfvv/4/Hi3B4AVHo/HOftMAADgdahbAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAAB1CwCAugUAAHULAADqFgAA1C0AAOoWAADULQAAqFsAAFC3AACgbgEAULcAAKBuAQBA3QIAgLoFAEDdAgCAugUAAHULAADqFgAA/qxk5jHVFtYBAMB25ug3dQvAOrXF9fgCsIjPBAAA1C0AAKhbAABQtwAAoG4BAFC3AACgbgEAQN0CAIC6BQAAdQsAgLoFAAB1CwAA6hYAANQtAADqFgAA1C0AAKhbAABQtwAAoG4BAFC3AACwj5KZx1RbWAcAANuZo9/ULQDr1BbX4wvAIj4TAABQtwAAoG4BAEDdAgCAugUAQN0CAIC6BQAAdQsAAOoWAADULQAA6hYAANQtAACoWwAAULcAAKhbAABQtwAAoG4BAEDdAgCAugUAQN0CAMA+SmYeU21hHQAAbGeOflO3AKxTW1yPLwCL+EwAAEDdAgCAugUAAHULAADqFgAAdQsAAOoWAADULQAAqFsAAFC3AACoWwAAULcAAKBuAQBA3QIAoG4BAEDdAgCAugUAAHULAADqFgAAdQsAAPsomVlbWAQAAJuao5/zTzlq7D8qx17KAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">279<span class="ls0"> </span></div></div><div class="c x1 y72d w131 h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Liczba wypadków zbiorowych<span class="ff2"> </span></div></div><div class="c x14 y72d w132 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y72d w133 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y72d w75 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 yede w131 h15a"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Łącznie wypadki wśród osób niebędących pracownikami<span class="ff2 fc1"> </span></div></div><div class="c x14 yede w132 h15a"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 yede w133 h15a"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 yede w75 h15a"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y1597 w131 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Wypadki lekkie przy pracy </div></div><div class="c x14 y1597 w132 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y1597 w133 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y1597 w75 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y1598 w131 h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wypadki ciężkie przy pracy<span class="ff2"> </span></div></div><div class="c x14 y1598 w132 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y1598 w133 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y1598 w75 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y1599 w131 hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wypadki śmiertelne przy pracy<span class="ff2"> </span></div></div><div class="c x14 y1599 w132 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y1599 w133 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y1599 w75 hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y159a w131 h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Liczba wypadków zbiorowych<span class="ff2"> </span></div></div><div class="c x14 y159a w132 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb9 y159a w133 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x71 y159a w75 h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y159b ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-32. <span class="_ _1"></span><span class="ff1">Statystyka <span class="_ _1"></span>wypadków przy <span class="_ _1"></span>pracy w<span class="_ _1"></span>raz <span class="_ _1"></span>z liczbą <span class="_ _1"></span>poszkodowanych <span class="_ _1"></span>w podziale <span class="_ _1"></span>na <span class="_ _1"></span>płeć w<span class="_ _1"></span> Grupie <span class="_ _1"></span>UNIMOT </span></div><div class="t m2 x1 h1d y155c ff1 fs5 fc1 sc0 ls0 ws0">na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 x1 h2 yd74 ff1 fs0 fc5 sc0 ls0 ws0">Wskaźniki wypadkowości i pozostałe dane z obszaru <span class="_ _0"></span>BHP<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x92 ye71 w134 h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Wskaźniki BHP<span class="ff2 fc1"> </span></div></div><div class="c x92 y394 w67 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik wystąpienia chorób zawodowych </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">(occupational diseases rate <span class="ff1">–</span> ODR)* </div></div><div class="c x1b y394 wfd h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x92 y159c w67 hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik absencji (absentee rate <span class="ff2">- AR)** </span></div></div><div class="c x1b y159c wfd hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">4,09% </div></div><div class="c x92 y13bc w67 h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik ciężkości wypadków <span class="ff2">- dni straconych / dni </span></div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">niezdolności do pracy (lost day rate <span class="ff2">- LDR)*** </span></div></div><div class="c x1b y13bc wfd h5b"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">53,25 (dni na osobę poszkodowaną w wypadk<span class="_ _0"></span>u)<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y140b ff1 fs0 fc1 sc0 ls0 ws0">*  <span class="_ _8"></span>Ws<span class="_ _1"></span>kaźnik <span class="_ _8"></span>choró<span class="_ _1"></span>b <span class="_ _8"></span>zawodowy<span class="_ _1"></span>ch policzono zg<span class="_ _0"></span>odnie z <span class="_ _8"></span>wzore<span class="_ _1"></span>m: liczb<span class="_ _8"></span>a przypadków wystąpienia <span class="_ _8"></span>cho<span class="_ _1"></span>rób z<span class="_ _8"></span>awo<span class="_ _1"></span>dowych x </div><div class="t m0 x1 h2 y140c ff1 fs0 fc1 sc0 ls0 ws0">1000 ) /  liczba pracowników na dzień 31.12. 2024r.<span class="ff2"> </span></div><div class="t m0 x1 h2 y4ff ff1 fs0 fc1 sc0 ls0 ws0">** <span class="_ _7"></span>Wskaźnik <span class="_ _7"></span>a<span class="_ _1"></span>bsencji <span class="_ _7"></span>policzono <span class="_ _7"></span>zgodne <span class="_ _8"></span>z <span class="_ _7"></span>wzorem: <span class="_ _8"></span>liczba <span class="_ _7"></span>dni <span class="_ _8"></span>nieobec<span class="_ _1"></span>ności <span class="_ _7"></span>potwierdzona <span class="_ _7"></span>zwolnieniem <span class="_ _8"></span>lekarskim/ <span class="_ _7"></span>liczba </div><div class="t m0 x1 h2 y500 ff2 fs0 fc1 sc0 ls0 ws0">dni roboczych w 2024 roku x  zatrudnienie na 31.12.2024r. </div><div class="t m0 x1 h2 y1067 ff1 fs0 fc1 sc0 ls0 ws0">*** <span class="_ _b"> </span>Wskaźnik <span class="_ _b"> </span>cię<span class="_ _1"></span>żkości <span class="_ _b"> </span>wypadków <span class="_ _b"> </span>przy <span class="_ _c"> </span>pracy <span class="_ _b"> </span>dla <span class="_ _b"> </span>pr<span class="_ _1"></span>acowników <span class="_ _b"> </span>policzono <span class="_ _c"> </span>zgodnie <span class="_ _b"> </span>z <span class="_ _b"> </span>wzorem: <span class="_ _c"> </span>łączna <span class="_ _b"> </span>liczba <span class="_ _b"> </span>dni </div><div class="t m0 x1 h2 y1068 ff1 fs0 fc1 sc0 ls0 ws0">niezdolności <span class="_ _1"></span>do <span class="_ _6"></span>pracy <span class="_ _1"></span>poszkodowanych <span class="_ _6"></span>w <span class="_ _1"></span>wypadkach <span class="_ _1"></span>przy <span class="_ _6"></span>pracy <span class="_ _6"></span>/ <span class="_ _1"></span>liczba <span class="_ _1"></span>os<span class="_ _1"></span>ób <span class="_ _1"></span>poszkodowanych <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>wypadkach <span class="_ _1"></span>przy </div><div class="t m0 x1 h2 y185 ff1 fs0 fc1 sc0 ls0 ws0">pracy (z wyłączeniem osób  poszkodowanych w wypadkach śmiertelnych)<span class="ff2"> </span></div><div class="t m2 x1 h1d y159d ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">33. Wskaźniki wypadkowości i pozostałe dane z <span class="_ _0"></span>obszaru BHP w Grupie UNIMOT na dzień 31.12.2024 r.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 y1472 ff1 fs0 fc5 sc0 ls0 ws0">Dane dotyczące ochrony prywatności pracowników<span class="ff2"> </span></div></div><div class="c x1 y216 w12e h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Ujednolicenie procedur w Spółkach zależnych<span class="ff2"> </span></div></div><div class="c x7e y216 w12f h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">100% Spółek zależnych objętych jednolitym systemem<span class="ff2"> </span></div></div><div class="c x1 ya1f w12e hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Liczba naruszeń ochrony danych<span class="ff2"> </span></div></div><div class="c x7e ya1f w12f hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">3 naruszenia prywatności<span class="ff2"> </span></div></div><div class="c x1 y1491 w12e h117"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Czas obsługi naruszenia<span class="ff2"> </span></div></div><div class="c x7e y1491 w12f h117"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Wynikający z przepisów prawa, w prz<span class="_ _0"></span>ypadkach gdy </div><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">skutki mogą być poważne (ocena wyk<span class="_ _0"></span>aże poziom </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">wysoki), nie <span class="ff1">dłużej niż 72 godziny</span> </div></div><div class="c x1 y159e w12e h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Czas realizacji zgłoszeń<span class="ff2"> </span></div></div><div class="c x7e y159e w12f h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Niezwłocznie, w czasie nie dłuższym niż 30 <span class="_ _0"></span>dni<span class="ff2"> </span></div></div><div class="c x1 y159f w12e hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Liczba szkoleń z zakresu ochrony d<span class="_ _0"></span>anych osobowych<span class="ff2"> </span></div></div><div class="c x7e y159f w12f hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">8 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y10ab ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">34. Dane dotyczące ochrony prywatności pracowników Grupy UNIMOT zaprezentowane na 31.12.2024 r.</span> </div><div class="t m0 x1 h2 yb71 ff1 fs0 fc5 sc0 ls0 ws0">Ods<span class="_ _1"></span>et<span class="_ _1"></span>ek<span class="_ _1"></span> p<span class="_ _1"></span>owr<span class="_ _1"></span>ot<span class="_ _1"></span>ów<span class="_ _1"></span> do<span class="_ _1"></span> <span class="_ _1"></span>pr<span class="_ _1"></span>acy<span class="_ _1"></span> p<span class="_ _1"></span>o u<span class="_ _1"></span>rl<span class="_ _1"></span>op<span class="_ _1"></span>ie<span class="_ _1"></span> ro<span class="_ _1"></span>dz<span class="_ _1"></span>ic<span class="_ _1"></span>ie<span class="_ _1"></span>ls<span class="_ _1"></span>kim<span class="_ _1"></span>,<span class="_ _1"></span> mac<span class="_ _1"></span>i<span class="_ _1"></span>er<span class="_ _1"></span>zyń<span class="_ _1"></span>s<span class="_ _1"></span>kim,<span class="_ _1"></span> r<span class="_ _1"></span>o<span class="_ _1"></span>dzi<span class="_ _1"></span>cie<span class="_ _1"></span>ls<span class="_ _1"></span>ki<span class="_ _1"></span>m<span class="_ _a"></span><span class="ff2"> </span></div></div><div class="c x1 y15a0 w12e h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x7e y15a0 w12f h5b"><div class="t m0 xb h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">56,25%* </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y8e4 w12e hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x7e y8e4 w12f hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">18%<span class="ls0"> </span></div></div><div class="c x1 y14d8 w12e h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x7e y14d8 w12f h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">76%<span class="ls0"> </span></div></div><div class="c x1 y15a1 w12e hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono<span class="ff2"> </span></div></div><div class="c x7e y15a1 w12f hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y15a2 ff1 fs0 fc1 sc0 ls0 ws0">*Wskaźnik wyliczono zgodnie z wzorem: Liczba pra<span class="_ _8"></span>c<span class="_ _1"></span>owników, którzy wrócili do pracy po zakończeniu urlopu/ Liczba </div><div class="t m0 x1 h2 y15a3 ff1 fs0 fc1 sc0 ls0 ws0">pracowników, którzy skorzystali z <span class="_ _0"></span>urlopu x 100%. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m2 x1 h1d yc27 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">36. Odsetek powrotów do pracy po urlopie rodzicielskim na <span class="_ _0"></span>dzień 31.12.2024 r.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h2 y5f3 ff1 fs0 fc5 sc0 ls0 ws0">Wskaźnik retencji po<span class="_ _1"></span> ur<span class="_ _1"></span>lo<span class="_ _1"></span>pie<span class="_ _1"></span> r<span class="_ _1"></span>od<span class="_ _1"></span>zi<span class="_ _1"></span>cie<span class="_ _1"></span>ls<span class="_ _1"></span>ki<span class="_ _1"></span>m,<span class="_ _1"></span> mac<span class="_ _1"></span>i<span class="_ _1"></span>er<span class="_ _1"></span>zyń<span class="_ _1"></span>sk<span class="_ _1"></span>im<span class="_ _1"></span>, <span class="_ _1"></span>ro<span class="_ _1"></span>dz<span class="_ _1"></span>ici<span class="_ _1"></span>els<span class="_ _1"></span>k<span class="_ _1"></span>im<span class="_ _a"></span><span class="ff2"> </span></div></div><div class="c x1 y9f1 w12e h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x7e y9f1 w12f h5b"><div class="t m0 xb h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">100%* </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb54 w12e h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Kobiety </div></div><div class="c x7e yb54 w12f h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x1 y252 w12e hf4"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x7e y252 w12f hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x1 y116 w12e h64"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Nie zgłoszono<span class="ff2"> </span></div></div><div class="c x7e y116 w12f h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">0%<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf118" class="pf w0 h0" ><div class="pc pc118 w0 h0"><img class="bi x9 y15a4 w7 h23b" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">280<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">*Wskaźnik obliczono zgodnie z wzorem: Liczba<span class="_ _0"></span> pracowników, którzy byli nadal zatrudnieni przez 12 miesięcy od </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">powrotu/ Liczba pracowników, którzy wrócili do pracy po zakończeniu urlopu w poprz<span class="_ _0"></span>ednim, 2023 roku x 100%.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m2 x1 h1d y119 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 3-<span class="ff1">37. Wskaźnik retencji na dzień 31.12.2024 r.</span> </div><div class="t m2 x1 h1d y11a ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa hf y15a5 ff2 fs1 fc7 sc0 ls0 ws0">5.2.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Załącznik 2. <span class="ff2">Kluczowe d</span>an<span class="_ _0"></span>e dotyczące środowiska<span class="_ _8"></span> <span class="ff2">i klimatu </span></span></span></div><div class="t m0 x1 h2 y63 ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y15a6 ff2 fs0 fc5 sc0 ls0 ws0">Podsumowanie zakresu 3 emisji <span class="ff1">gazów cieplarnianych</span> </div></div><div class="c x1 y15a7 w67 h18a"><div class="t m0 xd h2 y5e8 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1b y15a7 w9f h18a"><div class="t m0 xd h2 ydd8 ff1 fs0 fc5 sc0 ls0 ws0">Wartość,<span class="ff2"> </span></div><div class="t m0 xd h2 ydd9 ff2 fs0 fc5 sc0 ls0 ws0">Mg CO</div><div class="t m0 x1f h5d ydda ff2 fs6 fc5 sc0 ls12 ws0">2eq</div><div class="t m0 xe1 h2 ydd9 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x9a y15a7 w78 h18a"><div class="t m0 xd h2 ydd8 ff1 fs0 fc5 sc0 ls0 ws0">Udział kategorii </div><div class="t m0 xd h2 ydd9 ff2 fs0 fc5 sc0 ls0 ws0">w zakresie 3, % </div></div><div class="c x71 y15a7 wa0 h18a"><div class="t m0 xd h2 y9e9 ff1 fs0 fc5 sc0 ls0 ws0">Udział </div><div class="t m0 xd h2 y15a8 ff2 fs0 fc5 sc0 ls0 ws0">skumulowany, </div><div class="t m0 xd h2 y9eb ff2 fs0 fc5 sc0 ls0 ws0">% </div></div><div class="c x1 y15a9 w67 h18b"><div class="t m0 xd h2 yde6 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 11 Wykorzystanie sprzedanych </div><div class="t m0 xd h2 ydd4 ff1 fs0 fc1 sc0 ls0 ws0">produktów<span class="ff2"> </span></div></div><div class="c x1b y15a9 w9f h18b"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">7 432 267,11 </div></div><div class="c x9a y15a9 w78 h18b"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">69,05% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 y15a9 wa0 h18b"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">69,05% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y144b w67 h188"><div class="t m0 xd h2 y6f2 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 1 Zakupione towary i usługi<span class="ff2"> </span></div></div><div class="c x1b y144b w9f h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">1 743 934,11 </div></div><div class="c x9a y144b w78 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">16,20% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 y144b wa0 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">85,25% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y183 w67 h188"><div class="t m0 xd h2 ydd3 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 3 Działalność związana<span class="_ _0"></span> z paliwem i </div><div class="t m0 xd h2 ydd0 ff1 fs0 fc1 sc0 ls0 ws0">energią (nieujęte w Z1 lub Z2)<span class="ff2"> </span></div></div><div class="c x1b y183 w9f h188"><div class="t m0 xd h2 ydeb ff2 fs0 fc1 sc0 ls0 ws0">1 475 099,60 </div></div><div class="c x9a y183 w78 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">13,70% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 y183 wa0 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">98,96% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yf9d w67 h188"><div class="t m0 xd h2 ydd3 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 10 Przetwarzanie sprzeda<span class="_ _0"></span>nych </div><div class="t m0 xd h2 ydd0 ff1 fs0 fc1 sc0 ls0 ws0">produktów<span class="ff2"> </span></div></div><div class="c x1b yf9d w9f h188"><div class="t m0 xd h2 ydeb ff2 fs0 fc1 sc0 ls0 ws0">45 184,81 </div></div><div class="c x9a yf9d w78 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">0,42% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 yf9d wa0 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">99,38% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yb37 w67 h188"><div class="t m0 xd h2 ydd3 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 4 Transport i dystrybucja na </div><div class="t m0 xd h2 ydd4 ff1 fs0 fc1 sc0 ls0 ws0">wyższym szczeblu łańcucha<span class="ff2"> </span></div></div><div class="c x1b yb37 w9f h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">39 629,22 </div></div><div class="c x9a yb37 w78 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">0,37% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 yb37 wa0 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">99,74% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y15aa w67 h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 2 Dobra inwestycyjne </div></div><div class="c x1b y15aa w9f h15f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">23 937,82 </div></div><div class="c x9a y15aa w78 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,22% </div></div><div class="c x71 y15aa wa0 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">99,97% </div></div><div class="c x1 y15ab w67 h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 14 Franczyzy </div></div><div class="c x1b y15ab w9f h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">1 972,25 </div></div><div class="c x9a y15ab w78 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">0,02% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 y15ab wa0 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">99,99% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y15ac w67 h170"><div class="t m0 xd h2 y15ad ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 7 Dojazdy pracowników do pra<span class="_ _0"></span>cy<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1b y15ac w9f h170"><div class="t m0 xd h2 y15ad ff2 fs0 fc1 sc0 ls0 ws0">929,20 </div></div><div class="c x9a y15ac w78 h170"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">0,01% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 y15ac wa0 h170"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">99,99% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 yac7 w67 h171"><div class="t m0 xd h2 y606 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 12 Przetwarzanie sprzeda<span class="_ _0"></span>nych </div><div class="t m0 xd h2 yb91 ff1 fs0 fc1 sc0 ls0 ws0">produktów pod koniec przydatności do użycia<span class="ff2"> </span></div></div><div class="c x1b yac7 w9f h171"><div class="t m0 xd h2 yde5 ff2 fs0 fc1 sc0 ls0 ws0">462,95 </div></div><div class="c x9a yac7 w78 h171"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">0,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 yac7 wa0 h171"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">100,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y132 w67 h15f"><div class="t m0 xd h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 6 Podróże służbowe<span class="ff2"> </span></div></div><div class="c x1b y132 w9f h15f"><div class="t m0 xd h2 ye2 ff2 fs0 fc1 sc0 ls0 ws0">337,04 </div></div><div class="c x9a y132 w78 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,00% </div></div><div class="c x71 y132 wa0 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x1 yf6d w67 h188"><div class="t m0 xd h2 ydd3 ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 5 Odpady wytworzone w ramach </div><div class="t m0 xd h2 ydd4 ff2 fs0 fc1 sc0 ls0 ws0">operacji </div></div><div class="c x1b yf6d w9f h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">78,54 </div></div><div class="c x9a yf6d w78 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">0,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 yf6d wa0 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">100,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y15ae w67 h188"><div class="t m0 xd h2 ydd3 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 8 Aktywa wyższego szczebla </div><div class="t m0 xd h2 ydd4 ff1 fs0 fc1 sc0 ls0 ws0">będące przedmiotem leasingu<span class="ff2"> </span></div></div><div class="c x1b y15ae w9f h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x9a y15ae w78 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">0,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 y15ae wa0 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">100,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y89c w67 h188"><div class="t m0 xd h2 y6f2 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 9 Transport na niższym szczeblu<span class="ff2"> </span></div></div><div class="c x1b y89c w9f h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x9a y89c w78 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">0,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 y89c wa0 h188"><div class="t m0 xd h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">100,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y15af w67 h188"><div class="t m0 xd h2 ydd3 ff1 fs0 fc1 sc0 ls0 ws0">Zakres 3 Kategoria 13 Aktywa niższego szczebla </div><div class="t m0 xd h2 ydd0 ff1 fs0 fc1 sc0 ls0 ws0">będące <span class="ff2">przedmiotem leasingu </span></div></div><div class="c x1b y15af w9f h188"><div class="t m0 xd h2 y6f2 ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x9a y15af w78 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">0,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x71 y15af wa0 h188"><div class="t m0 xd h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">100,00% </div><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 yeaa ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d ye18 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-<span class="ff1">13. Podsumowanie zakresu 3 emisji ga<span class="_ _0"></span>zów cieplarnianych Grupy UNIMOT za 2024 rok.<span class="ff2"> </span></span></div><div class="t m0 x1 h2 y36a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ybcf ff1 fs0 fc5 sc0 ls0 ws0">Całkowite emisje gazów cieplarnianych z podz<span class="_ _0"></span>iałem na emisje uzyskane według metody opartej na lokalizacji i </div><div class="t m0 x1 h2 y31f ff2 fs0 fc5 sc0 ls0 ws0">metody opartej na rynku </div><div class="t m2 x1 h1d y4e ff2 fs5 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf119" class="pf w0 h0" ><div class="pc pc119 w0 h0"><img class="bi x9 y12a7 w15 h1f6" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">281<span class="ls0"> </span></div></div><div class="c x92 yce5 wa1 h15f"><div class="t m0 xd h2 y0 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x10 yce5 wa2 h15f"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Rok bazowy 2024 </div></div><div class="c x92 y15b0 wa1 h23c"><div class="t m0 xd h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Całkowita emisja gazów cieplarnianych wg metody opa<span class="_ _0"></span>rtej o lokalizację, Mg CO</div><div class="t m0 xe4 h5d y56f ff2 fs6 fc1 sc0 ls12 ws0">2eq<span class="ls0"> </span></div><div class="t m0 xd h5d ydbf ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10 y15b0 wa2 h23c"><div class="t m0 xd h2 ydf6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y40a ff2 fs0 fc1 sc0 ls0 ws0">10 730 449,11 </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x92 y1339 wa1 h18e"><div class="t m0 xd h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Całkowita emisja gazów cieplarnianych wg metody opa<span class="_ _0"></span>rtej o rynek, Mg CO</div><div class="t m0 x59 h5d y56f ff2 fs6 fc1 sc0 ls0 ws0">2eq </div><div class="t m0 xd h5d ydbf ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x10 y1339 wa2 h18e"><div class="t m0 xd h2 y40a ff2 fs0 fc1 sc0 ls0 ws0">10 722 231,70 </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y15b1 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y15b2 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y15b3 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _a"></span>2-14. <span class="_ _4"></span><span class="ff1">Całkowite <span class="_ _4"></span>emisje <span class="_ _4"></span>gazów <span class="_ _4"></span>cieplarnianych <span class="_ _4"></span>z <span class="_ _4"></span>podziałem <span class="_ _a"></span>na<span class="_ _1"></span> <span class="_ _a"></span>emis<span class="_ _1"></span>je <span class="_ _a"></span>uzyskane <span class="_ _4"></span>według <span class="_ _4"></span>metody <span class="_ _a"></span>o<span class="_ _1"></span>partej <span class="_ _a"></span>na<span class="_ _1"></span> </span></div><div class="t m2 x1 h1d y15b4 ff2 fs5 fc1 sc0 ls0 ws0">lokalizacji i metody opartej na rynku. </div><div class="t m2 x1 h1d y15b5 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yc34 ff1 fs0 fc5 sc0 ls0 ws0">Emisje <span class="_ _6"></span>GHG <span class="_ _a"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _a"></span>w <span class="_ _1"></span>2024 <span class="_ _a"></span>roku <span class="_ _6"></span>w <span class="_ _6"></span>podziale <span class="_ _6"></span>na <span class="_ _6"></span>zak<span class="_ _1"></span>resy <span class="_ _6"></span>oraz <span class="_ _6"></span>proce<span class="_ _1"></span>ntowy <span class="_ _1"></span>udział <span class="_ _6"></span>p<span class="_ _1"></span>oszczególnych <span class="_ _6"></span>zakresów </div><div class="t m0 x1 h2 y15b6 ff1 fs0 fc5 sc0 ls0 ws0">emisji GHG Grupy UNIMOT względem całkowitych emisji<span class="ff2"> </span></div><div class="t m0 x1 h2 y15b7 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 y15b8 w6a h23d"><div class="t m0 xb h2 yc96 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x7c y15b8 w6b h23d"><div class="t m0 x111 h2 yc96 ff1 fs0 fc5 sc0 ls0 ws0">Wartość<span class="ff2"> </span></div></div><div class="c x7d y15b8 w6a h23d"><div class="t m0 x111 h2 yc96 ff1 fs0 fc5 sc0 ls0 ws0">Udział %<span class="ff2"> </span></div></div><div class="c x1 ycc3 w6a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zakres 1 <span class="_ _15"></span> </div></div><div class="c x7c ycc3 w6b h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">38 833,18 </div></div><div class="c x7d ycc3 w6a h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,36% </div></div><div class="c x1 y4dd w6a h64"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zakres 2* <span class="_ _72"> </span> </div></div><div class="c x7c y4dd w6b h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">40 315,11 </div></div><div class="c x7d y4dd w6a h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,37% </div></div><div class="c x1 y15b9 w6a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Zakres 3 <span class="_ _15"></span> </div></div><div class="c x7c y15b9 w6b hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">10<span class="ls0"> </span>763<span class="ls0"> 641,27 </span></div></div><div class="c x7d y15b9 w6a hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">99,27% </div></div><div class="c x1 yb24 w6a hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Suma </div></div><div class="c x7c yb24 w6b hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">10 842 789,57 </div></div><div class="c x7d yb24 w6a hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls1 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y15ba ff2 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y15bb ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _8"></span>2<span class="_ _1"></span>-16. <span class="_ _8"></span>Emisje GHG Grupy <span class="_ _8"></span>UNIMOT w <span class="_ _8"></span>2024 roku <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>po<span class="_ _1"></span>dziale <span class="_ _8"></span>na<span class="_ _1"></span> z<span class="_ _0"></span>akresy <span class="_ _8"></span>ora<span class="_ _1"></span>z <span class="ff1">procentowy ud<span class="_ _0"></span>ział poszczególnych<span class="_ _8"></span> </span></div><div class="t m2 x1 h1d y15bc ff1 fs5 fc1 sc0 ls0 ws0">zakresów emisji GHG Grupy UNIMOT względem całkowitych emisji.<span class="ff2"> </span></div><div class="t m0 x1 h2 y15bd ff1 fs0 fc5 sc0 ls0 ws0">Zużycie energii w Grupie UNIMOT<span class="ff2"> </span></div></div><div class="c x1 yb4c waa h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Zużycie energii<span class="ff2"> </span></div></div><div class="c x8a yb4c w38 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c xd1 yb4c wab h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c x1 y12fc waa h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Zużycie paliwa z węgla i produktów węglowych<span class="ff2"> </span></div></div><div class="c x8a y12fc w38 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 y12fc wab h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">34788,40 </div></div><div class="c x1 y15be waa h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Zużycie paliwa z ropy naftowej i produktów naftowych<span class="ff2"> </span></div></div><div class="c x8a y15be w38 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 y15be wab h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">154,06 </div></div><div class="c x1 y79c waa h1f8"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Zużycie paliwa z gazu ziemnego<span class="ff2"> </span></div></div><div class="c x8a y79c w38 h1f8"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 y79c wab h1f8"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2428,01 </div></div><div class="c x1 y15bf waa h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Zużycie paliwa z innych źródeł kopa<span class="_ _0"></span>lnych<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x8a y15bf w38 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 y15bf wab h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y15c0 waa h23e"><div class="t m0 xb h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Zużycie zakupionych lub pozyskanych energii elektrycznej, </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">ciepła, pary wodnej i chłodzenia ze źródeł kopalny<span class="_ _0"></span>ch<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x8a y15c0 w38 h23e"><div class="t m0 x111 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 y15c0 wab h23e"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">701,66 </div></div><div class="c x1 y1420 waa h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Całkowite zużycie energii ze źródeł kopalnych<span class="ff2 fc1"> </span></div></div><div class="c x8a y1420 w38 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 y1420 wab h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">38072,13<span class="fc1"> </span></div></div><div class="c x1 y15c1 waa h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Udział źródeł kopalnych w całkowitym zużyciu energii<span class="ff2"> </span></div></div><div class="c x8a y15c1 w38 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xd1 y15c1 wab h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">83,25<span class="fc1"> </span></div></div><div class="c x1 y1302 waa h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Zużycie energii ze źródeł jądrowych<span class="ff2"> </span></div></div><div class="c x8a y1302 w38 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 y1302 wab h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y101a waa h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Udział energii ze źródeł jądrowych w całkowitym z<span class="_ _0"></span>użyciu energii<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x8a y101a w38 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xd1 y101a wab h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y145c waa h23f"><div class="t m0 xb h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Zużycie paliwa ze źródeł odnawialnych, w tym <span class="_ _0"></span>z biomasy </div><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">(obejmujące również odpady przemysłowe i komunalne </div><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">pochodzenia biologicznego, biogaz, <span class="_ _0"></span>wodór odnawialny itd.)<span class="ff2"> </span></div></div><div class="c x8a y145c w38 h23f"><div class="t m0 x111 h2 y58e ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 y145c wab h23f"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">847,55 </div></div><div class="c x1 ya44 waa h240"><div class="t m0 xb h2 y998 ff1 fs0 fc1 sc0 ls0 ws0">Zużycie zakupionych lub pozyskanych energii elektrycznej, </div><div class="t m0 xb h2 yb6c ff1 fs0 fc1 sc0 ls0 ws0">ciepła, pary wodnej i chłodu ze źródeł odnawialnych<span class="ff2"> </span></div></div><div class="c x8a ya44 w38 h240"><div class="t m0 x111 h2 y998 ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 ya44 wab h240"><div class="t m0 x111 h2 yb6c ff2 fs0 fc1 sc0 ls0 ws0">6540,34 </div></div><div class="c x1 yb60 waa h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Zużycie energii odnawialnej produkowanej bez uży<span class="_ _0"></span>cia paliwa<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x8a yb60 w38 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 yb60 wab h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">273,50 </div></div><div class="c x1 y33c waa h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Całkowite zużycie energii ze źródeł odnawialnych<span class="ff2"> </span></div></div><div class="c x8a y33c w38 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">MWh<span class="fc5"> </span></div></div><div class="c xd1 y33c wab h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">7661,40 </div></div><div class="c x1 yc29 waa h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Udział źródeł odnawialnych w całkowitym zuży<span class="_ _0"></span>ciu energii<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x8a yc29 w38 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">% </div></div><div class="c xd1 yc29 wab h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">16,75 </div></div><div class="c x1 y15c2 waa h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowite zużycie energii<span class="ff2"> </span></div></div><div class="c x8a y15c2 w38 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c xd1 y15c2 wab h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">45733,52 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y105d ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-<span class="ff1">20. Zużycie energii w Grupie UNIMOT <span class="_ _0"></span>w 2024 roku w podziale na źródła.<span class="ff2"> </span></span></div><div class="t m0 x1 h2 y150f ff2 fs0 fc5 sc0 ls0 ws0">Zanieczyszczenia wprowadzone do wody, g<span class="_ _0"></span>leby i powietrza<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf11a" class="pf w0 h0" ><div class="pc pc11a w0 h0"><img class="bi x9 y51f w9 h8b" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">282<span class="ls0"> </span></div></div><div class="c x1 y402 w8 h5f"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Razem do powietrza (kg)<span class="fc1"> </span></div></div><div class="c x1 y403 w8 h60"><div class="t m0 xef h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">300553,00 </div></div><div class="c x1 y14a9 w8 h5f"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Razem do wody (kg) </div></div><div class="c x1 y15c3 w8 h5f"><div class="t m0 xef h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">295290,71 </div></div><div class="c x1 y15c4 w8 h5f"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Razem do gleby (kg)<span class="fc1"> </span></div></div><div class="c x1 y15c5 w8 h5f"><div class="t m0 x4a h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">1,76 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y15c6 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-25. Zanieczyszczenia wprowadzone do wody, gleby<span class="_ _0"></span> i powietrza w Grupie UNIMOT w 2024 r. </div><div class="t m0 x1 h2 ya4 ff1 fs0 fc5 sc0 ls0 ws0">Dane dotyczące zużycia oraz poboru i zrz<span class="_ _0"></span>utu wody<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 ya6 wbc hf4"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls1 ws0">2024<span class="fc1 ls0"> </span></div></div><div class="c x10 ya6 wbd hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">m</div><div class="t m0 x4d h5d yd9a ff2 fs6 fc5 sc0 ls0 ws0">3 </div></div><div class="c x1 y104 wbe h241"><div class="t m0 xb h2 y15c7 ff1 fs0 fc5 sc0 ls0 ws0">Zużycie wody<span class="ff2"> </span></div></div><div class="c xf1 y15c8 wbf h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowite zużycie wody<span class="ff2"> </span></div></div><div class="c x10 y15c8 wbd h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">533946,13<span class="fc5"> </span></div></div><div class="c xf1 yb59 wbf hda"><div class="t m0 x111 h2 y58e ff1 fs0 fc1 sc0 ls0 ws0">Całkowite <span class="_ _d"> </span>zużycie <span class="_ _e"> </span>wody<span class="_ _1"></span> <span class="_ _e"> </span>na<span class="_ _1"></span> <span class="_ _d"> </span>obszarach <span class="_ _d"> </span>narażonych <span class="_ _d"> </span>na </div><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">ryzyko związane z wodą, w ty<span class="_ _1"></span>m na obszarach o znacznym </div><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">deficycie wody </div></div><div class="c x10 yb59 wbd hda"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,00<span class="fc5"> </span></div></div><div class="c xf1 ye21 wbf h62"><div class="t m0 x111 h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Całkowita <span class="_ _1"></span>ilość <span class="_ _1"></span>w<span class="_ _1"></span>ody <span class="_ _1"></span>poddana <span class="_ _1"></span>rec<span class="_ _1"></span>yklingowi <span class="_ _1"></span>i <span class="_ _1"></span>ponowne<span class="_ _1"></span>mu </div><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">użyciu<span class="ff2"> </span></div></div><div class="c x10 ye21 wbd h62"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,00<span class="fc5"> </span></div></div><div class="c xf1 y104 wbf hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowita ilość magazynowanej wody<span class="ff2"> </span></div></div><div class="c x10 y104 wbd hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">23921,40<span class="fc5"> </span></div></div><div class="c x1 y15c9 wbe h16d"><div class="t m0 xb h2 yc86 ff1 fs0 fc5 sc0 ls0 ws0">Pobór i zrzut wody<span class="ff2"> </span></div></div><div class="c xf1 y1394 wbf hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowity pobór wody<span class="ff2 fc5"> </span></div></div><div class="c x10 y1394 wbd hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">759546,53<span class="fc5"> </span></div></div><div class="c xf1 y15c9 wbf h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowity zrzut wody<span class="ff2"> </span></div></div><div class="c x10 y15c9 wbd h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">39562,23<span class="fc5"> </span></div></div><div class="c x1 y1011 wbe h242"><div class="t m0 xb h2 y15ca ff1 fs0 fc5 sc0 ls0 ws0">Ścieki<span class="ff2"> </span></div></div><div class="c xf1 y34a wbf hf4"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowity zrzut ścieków, w tym:<span class="ff2"> </span></div></div><div class="c x10 y34a wbd hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">951755,85<span class="fc5"> </span></div></div><div class="c xf1 yf2c wbf hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">do kanalizacji </div></div><div class="c x10 yf2c wbd hf4"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">45048,59<span class="fc5"> </span></div></div><div class="c xf1 y1011 wbf h64"><div class="t m0 x111 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">do środowiska<span class="ff2"> </span></div></div><div class="c x10 y1011 wbd h64"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">906707,26<span class="fc5"> </span></div></div><div class="c x1 y1561 wbe h5b"><div class="t m0 xb h2 y3fb ff1 fs0 fc5 sc0 ls0 ws0">Intensywność <span class="_ _1a"> </span>zużycia </div><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">wody </div></div><div class="c xf1 y1561 wbf h5b"><div class="t m0 x111 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0">Całkowite zużycie wody w przeliczeniu na 1mln <span class="_ _8"></span>pr<span class="_ _1"></span>zychodu<span class="ff2"> </span></div></div><div class="c x10 y1561 wbd h5b"><div class="t m0 x111 h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">37,8 8 m</div><div class="t m0 x18 h5d y874 ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x3b h2 y3fb ff2 fs0 fc1 sc0 ls0 ws0">/1 mln PLN<span class="fc5"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y15cb ff2 fs5 fc1 sc0 ls0 ws0">*</div><div class="t m0 xde h2 y15cb ff2 fs0 fc1 sc0 ls0 ws0"> 14 096 814 tys. PLN = 14 096,814 mln PLN <span class="ff1">–</span> <span class="ff1">wysokość przychodów ogółem w 2024 roku w Grupie Kapitałowej </span></div><div class="t m0 x1 h2 y15cc ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT w 2024 r.  </div><div class="t m2 x1 h1d y1360 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-<span class="ff1">27. Dane dotyczące zużycia oraz p<span class="_ _0"></span>oboru i zrzutu wody w Grupie UNIMOT w 2024 r.<span class="ff2"> </span></span></div><div class="t m0 x1 h2 ya ff1 fs0 fc5 sc0 ls0 ws0">Główne towary handlowe wprowadzone do organizacji<span class="ff2"> </span></div></div><div class="c x1 yec4 w25 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Zasoby wprowadzone do organizacji </div></div><div class="c xad yec4 wc0 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Wolumen zakupu </div></div><div class="c xd1 yec4 w39 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x1 y14d5 w25 h52"><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Paliwa ciekłe<span class="ff2"> </span></div></div><div class="c xad y14d5 wc0 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2 388 596,56 </div></div><div class="c xd1 y14d5 w39 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">m3 </div></div><div class="c x1 y15cd w25 h5c"><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Węgiel kamienny*<span class="ff2"> </span></div></div><div class="c xad y15cd wc0 h5c"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">364 029,66 </div></div><div class="c xd1 y15cd w39 h5c"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x1 yea w25 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls5 ws0">LPG<span class="ls0"> </span></div></div><div class="c xad yea wc0 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">552 031,14 </div></div><div class="c xd1 yea w39 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">m3 </div></div><div class="c x1 y15ce w25 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c xad y15ce wc0 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">1 904,91 </div></div><div class="c xd1 y15ce w39 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">GWh </div></div><div class="c x1 y15cf w25 h5c"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Oleje </div></div><div class="c xad y15cf wc0 h5c"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">317,98 </div></div><div class="c xd1 y15cf w39 h5c"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">m3 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y77b ff1 fs0 fc1 sc0 ls0 ws0">* <span class="_ _8"></span>12386<span class="_ _1"></span>,3 <span class="_ _8"></span>Mg<span class="_ _1"></span> <span class="_ _8"></span>wę<span class="_ _1"></span>gla <span class="_ _8"></span>kamiennego zakupionego <span class="_ _0"></span>przez Grup<span class="_ _8"></span>ę<span class="_ _1"></span> <span class="_ _8"></span>U<span class="_ _1"></span>NIMOT <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>2024 roku <span class="_ _0"></span>została przeznaczona <span class="_ _8"></span>do procesów </div><div class="t m0 x1 h2 y49a ff1 fs0 fc1 sc0 ls0 ws0">realizowanych w elektrociepłowni należącej do Spółki <span class="_ _8"></span>R<span class="_ _1"></span>CEkoenergia. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m2 x1 h1d y1f7 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _7"></span>2<span class="_ _1"></span>-<span class="ff1">28. <span class="_ _7"></span>Głó<span class="_ _1"></span>wne <span class="_ _8"></span>towary <span class="_ _7"></span>h<span class="_ _1"></span>andlowe <span class="_ _8"></span>wprowadzone <span class="_ _7"></span>do<span class="_ _1"></span> <span class="_ _7"></span>o<span class="_ _1"></span>rganizacji <span class="_ _7"></span>w<span class="_ _1"></span> <span class="_ _7"></span>2024 <span class="_ _8"></span>roku<span class="_ _1"></span> <span class="_ _7"></span>wraz<span class="_ _1"></span> <span class="_ _7"></span>z p<span class="_ _0"></span>odziałem <span class="_ _8"></span>na <span class="_ _8"></span>grupy <span class="_ _8"></span>towarów </span></div><div class="t m2 x1 h1d y11d2 ff2 fs5 fc1 sc0 ls0 ws0">i wolumenem zakupu. </div><div class="t m0 x1 h2 y11bd ff2 fs0 fc5 sc0 ls0 ws0">Zasoby wprowadzone do Grupy UNIMOT </div></div><div class="c x92 y950 wc1 h188"><div class="t m0 xb h2 y15d0 ff2 fs0 fc5 sc0 ls0 ws0">Zasoby wprowadzane do organizacji </div></div><div class="c x13d y950 wc2 h188"><div class="t m0 x111 h2 y15d0 ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x120 y950 wc3 h188"><div class="t m0 x111 h2 y15d0 ff2 fs0 fc5 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c x92 y15d1 wc1 h5f"><div class="t m0 xb h2 yd46 ff1 fs0 fc5 sc0 ls0 ws0">Łączna masa surowców wprowadzonych d<span class="_ _0"></span>o organizacji<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x13d y15d1 wc2 h5f"><div class="t m0 x111 h2 yd46 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x120 y15d1 wc3 h5f"><div class="t m0 x111 h2 yd46 ff2 fs0 fc5 sc0 ls0 ws0">366 556,660* </div></div><div class="c x92 y1099 wc1 h196"><div class="t m0 xb h2 y1048 ff1 fs0 fc5 sc0 ls0 ws0">Łączna masa materiałów technicznych wprowadzonych do <span class="ff2"> </span></div><div class="t m0 xb h2 y15d2 ff2 fs0 fc5 sc0 ls0 ws0">organizacji, </div></div><div class="c x13d y1099 wc2 h196"><div class="t m0 x111 h2 y1048 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x120 y1099 wc3 h196"><div class="t m0 x111 h2 y1048 ff2 fs0 fc5 sc0 ls0 ws0">2 527**<span class="fc1"> </span></div><div class="t m0 x111 h2 y15d3 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf11b" class="pf w0 h0" ><div class="pc pc11b w0 h0"><img class="bi x9 y15d4 w9 h243" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">283<span class="ls0"> </span></div></div><div class="c x92 y42c wc1 h1bc"><div class="t m0 xb h2 y104a ff1 fs0 fc1 sc0 ls0 ws0">w tym całkowita masa wtórnie wykorzystanych lub użytych <span class="ff2"> </span></div><div class="t m0 xb h2 y104b ff1 fs0 fc1 sc0 ls0 ws0">komponentów, ponownie użytych półproduktów i <span class="_ _0"></span>surowców<span class="_ _1"></span> <span class="ff2"> </span></div><div class="t m0 xb h2 y605 ff1 fs0 fc1 sc0 ls0 ws0">wtórnych użytych do wytwarzania produktów i usług <span class="ff2"> </span></div><div class="t m0 xb h2 ye65 ff1 fs0 fc1 sc0 ls0 ws0">przedsiębiorstwa<span class="ff2"> </span></div></div><div class="c x13d y42c wc2 h1bc"><div class="t m0 x111 h2 y104a ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x120 y42c wc3 h1bc"><div class="t m0 x111 h2 y104a ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x92 ye50 wc1 h196"><div class="t m0 xb h2 y104c ff1 fs0 fc5 sc0 ls0 ws0">Łączna masa materiałów biologicznych wprowad<span class="_ _0"></span>zonych do <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h2 y104d ff2 fs0 fc5 sc0 ls0 ws0">organizacji, </div></div><div class="c x13d ye50 wc2 h196"><div class="t m0 x111 h2 y104c ff2 fs0 fc5 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x120 ye50 wc3 h196"><div class="t m0 x111 h2 y104c ff2 fs0 fc5 sc0 ls0 ws0">34 848,31*** </div><div class="t m0 x111 h2 y916 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x92 ya2 wc1 h5f"><div class="t m0 xb h2 yd46 ff1 fs0 fc1 sc0 ls0 ws0">w tym pochodzących ze zrównoważonych źródeł<span class="ff2"> </span></div></div><div class="c x13d ya2 wc2 h5f"><div class="t m0 x111 h2 yd46 ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x120 ya2 wc3 h5f"><div class="t m0 x111 h2 yd46 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x92 y104e wc1 h196"><div class="t m0 xb h2 y104c ff1 fs0 fc5 sc0 ls0 ws0">Łączna masa materiałów technicznych i materiałów </div><div class="t m0 xb h2 y104f ff2 fs0 fc5 sc0 ls0 ws0">biologicznych wprowadzonych do orga<span class="_ _0"></span>nizacji<span class="_ _1"></span> </div></div><div class="c x13d y104e wc2 h196"><div class="t m0 x111 h2 y104c ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x111 h2 y104f ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x120 y104e wc3 h196"><div class="t m0 x111 h2 y104c ff2 fs0 fc5 sc0 ls0 ws0">37 375,31 </div></div><div class="c x92 y1aa wc1 h196"><div class="t m0 xb h2 y104c ff1 fs0 fc5 sc0 ls0 ws0">Łączna masa produktów, materiałów technicznych i materiałów <span class="ff2"> </span></div><div class="t m0 xb h2 y104f ff2 fs0 fc5 sc0 ls0 ws0">biologicznych wytworzonych w organizacji </div></div><div class="c x13d y1aa wc2 h196"><div class="t m0 x111 h2 y104c ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x120 y1aa wc3 h196"><div class="t m0 x111 h2 y104c ff2 fs0 fc5 sc0 ls0 ws0">611 549,98 </div></div><div class="c x92 y1050 wc1 h196"><div class="t m0 xb h2 y104c ff1 fs0 fc1 sc0 ls0 ws0">Wartość procentowa materiałów biologicznych pochodzących ze <span class="ff2"> </span></div><div class="t m0 xb h2 y104f ff1 fs0 fc1 sc0 ls0 ws0">zrównoważonych źródeł<span class="ff2 fc5"> </span></div></div><div class="c x13d y1050 wc2 h196"><div class="t m0 x111 h2 y104c ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x120 y1050 wc3 h196"><div class="t m0 x111 h2 y104c ff2 fs0 fc5 sc0 ls0 ws0">0 </div></div><div class="c x92 y1051 wc1 h60"><div class="t m0 xb h2 y339 ff1 fs0 fc1 sc0 ls0 ws0">Wartość procentowa materiałów wtórnie wykorzystanych<span class="ff2"> </span></div></div><div class="c x13d y1051 wc2 h60"><div class="t m0 x111 h2 y339 ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x120 y1051 wc3 h60"><div class="t m0 x111 h2 y339 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1052 ff1 fs0 fc1 sc0 ls0 ws0">*Zaraportowano węgiel kamienny w ujęciu całościowym, tj. będący zarówno prod<span class="_ _0"></span>uktem handlowym, jak i </div><div class="t m0 x1 h2 y17f ff1 fs0 fc1 sc0 ls0 ws0">surowcem wykorzystywanym w działalności Grupy UNIMOT, a<span class="_ _0"></span> także będące równocześnie materiałem technicznym </div><div class="t m0 x1 h2 yb5a ff1 fs0 fc1 sc0 ls0 ws0">surowce do produkcji asfaltów modyfikowanych.</div><div class="t m2 xf h1d yb5a ff2 fs5 fc1 sc0 ls0 ws0">  </div><div class="t m0 x1 h2 y1053 ff1 fs0 fc1 sc0 ls0 ws0">**Zaraportowano surowce do produkcji asfaltów modyfikowanych.<span class="ff2"> </span></div><div class="t m0 x1 h2 y1054 ff2 fs0 fc1 sc0 ls0 ws0">***Zaraportowano estry do blendingu paliw. </div><div class="t m2 x1 h1d y1055 ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-29. Zasoby wprowadzone do Grup<span class="_ _0"></span>y UNIMOT w 2024 roku.  </div><div class="t m0 x1 h2 y1282 ff2 fs0 fc5 sc0 ls0 ws0">Zasoby wyprowadzone z Grupy UNIMOT </div></div><div class="c x1 y15d5 w31 h5b"><div class="t m0 xd h2 y51e ff2 fs0 fc5 sc0 ls0 ws0">Zasoby wyprowadzone z </div><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">organizacji </div><div class="t m0 xd h2 y0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x16 y15d5 w32 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Wolumen </div><div class="t m0 xd h2 y0 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x44 y15d5 w33 h5b"><div class="t m0 xd h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div><div class="t m0 xd h2 y0 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 y429 w31 h5c"><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Paliwa ciekłe<span class="ff2"> </span></div></div><div class="c x16 y429 w32 h5c"><div class="t m0 xd h2 y17c ff2 fs0 fc1 sc0 ls0 ws0">2 <span class="ls1">337</span> 049,44* </div></div><div class="c x44 y429 w33 h5c"><div class="t m0 xd h2 y17c ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d y638 ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 y17c ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1474 w31 h52"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Gaz LPG </div></div><div class="c x16 y1474 w32 h52"><div class="t m0 xd h2 y400 ff2 fs0 fc1 sc0 ls0 ws0">521 638,84 </div></div><div class="c x44 y1474 w33 h52"><div class="t m0 xd h2 y400 ff2 fs0 fc1 sc0 ls0 ws0">m</div><div class="t m0 x13 h5d y264 ff2 fs6 fc1 sc0 ls0 ws0">3</div><div class="t m0 x45 h2 y400 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y15d6 w31 h5f"><div class="t m0 xd h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Węgiel kamienny<span class="ff2"> </span></div></div><div class="c x16 y15d6 w32 h5f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">350 386,18 </div></div><div class="c x44 y15d6 w33 h5f"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x1 y15d7 w31 h60"><div class="t m0 xd h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c x16 y15d7 w32 h60"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls1 ws0">1 <span class="ls0">847 070,00** </span></div></div><div class="c x44 y15d7 w33 h60"><div class="t m0 xd h2 ydf ff2 fs0 fc1 sc0 ls0 ws0">MWh </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y727 ff2 fs5 fc1 sc0 ls0 ws0">*</div><div class="t m0 xde h2 y727 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="ff1">W wolumenie uwzględniono sprzedaż pa<span class="_ _8"></span>liw<span class="_ _1"></span> ciekłych na stacjach własnych AVIA.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m2 x1 h1d y1533 ff2 fs5 fc1 sc0 ls0 ws0">*</div><div class="t m0 xde h2 y1533 ff2 fs0 fc1 sc0 ls0 ws0"> *<span class="ff1">Z wolumenu wyłączono wartość obrotu gazem z<span class="_ _0"></span>iemnym na Towarowej Giełdzie Energii.</span></div><div class="t m2 x34 h1d y1533 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m2 x1 h1d y139c ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-30. Zasoby wyprowadzone z <span class="_ _0"></span>Grupy UNIMOT w 2024 roku w ramach <span class="ff1">transakcji sprzedaży</span><span class="ls1d">. </span> </div></div><div class="c x1 y3a7 wc1 h188"><div class="t m0 xb h2 y651 ff2 fs0 fc5 sc0 ls0 ws0">Zasoby wyprowadzane z organizacji </div></div><div class="c x13d y3a7 wc4 h188"><div class="t m0 x111 h2 y651 ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x44 y3a7 wc5 h188"><div class="t m0 x111 h2 y651 ff2 fs0 fc5 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c x1 y15d8 wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Całkowita waga zasobów <span class="ff2">- </span>produktów<span class="ff2 fc1"> </span></div></div><div class="c x13d y15d8 wc4 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x44 y15d8 wc5 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">3 238 157,87<span class="fc1"> </span></div></div><div class="c x1 y15d9 wc1 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowita zawartość produktu, która <span class="_ _0"></span>nadaje się do <span class="ff2">rec<span class="_ _1"></span>yklingu </span></div></div><div class="c x13d y15d9 wc4 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x44 y15d9 wc5 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">6,83 </div></div><div class="c x1 yed7 wc1 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowita waga opakowania<span class="ff2"> </span></div></div><div class="c x13d yed7 wc4 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x44 yed7 wc5 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">28,76 </div></div><div class="c x1 y8ec wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowita waga opakowania nada<span class="_ _0"></span>jąca się do recyklingu<span class="ff2"> </span></div></div><div class="c x13d y8ec wc4 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x44 y8ec wc5 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">13,80 </div></div><div class="c x1 y15da wc1 h240"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik zawartości materiałów nadających się do recyklingu w </div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">produktach </div></div><div class="c x13d y15da wc4 h240"><div class="t m0 x111 h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x44 y15da wc5 h240"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">35<span class="ls0"> </span></div></div><div class="c x1 yb43 wc1 h1bf"><div class="t m0 xb h2 y51e ff1 fs0 fc1 sc0 ls0 ws0">Wskaźnik zawartości materiałów nadających się do <span class="ff2">recyklingu w </span></div><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">opakowaniach </div></div><div class="c x13d yb43 wc4 h1bf"><div class="t m0 x111 h2 y51e ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x44 yb43 wc5 h1bf"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1 ws0">48<span class="ls0"> </span></div></div><div class="c x1 y14dc wc1 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Produkty uboczne<span class="fc5"> </span></div></div><div class="c x13d y14dc wc4 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c x44 y14dc wc5 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y147e ff2 fs5 fc1 sc0 ls0 ws0">Tabela 2-31. Zasoby wyprowadzone z <span class="_ _0"></span>Grupy UNIMOT w 2024 roku.  </div><div class="t m0 x1 h2 yc45 ff1 fs0 fc5 sc0 ls0 ws0">Odpady niebezpieczne i inne niż niebezp<span class="_ _0"></span>ieczne<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf11c" class="pf w0 h0" ><div class="pc pc11c w0 h0"><img class="bi x9 y15db w9 h11f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">284<span class="ls0"> </span></div></div><div class="c x1 y15dc wc1 h18b"><div class="t m0 xb h2 y15dd ff2 fs0 fc5 sc0 ls0 ws0">Zasoby wyprowadzane z organizacji<span class="fc1"> </span></div></div><div class="c x13d y15dc wc2 h18b"><div class="t m0 x111 h2 y15dd ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c xf2 y15dc wc3 h18b"><div class="t m0 x111 h2 y15dd ff2 fs0 fc5 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c x1 y15de w94 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Odpady skierowane do odzysku </div></div><div class="c x1 y15df w94 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Odpady niebezpieczne:<span class="fc1"> </span></div></div><div class="c x1 y15e0 wc1 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Przygotowanie do ponownego użycia<span class="ff2"> </span></div></div><div class="c x13d y15e0 wc2 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y15e0 wc3 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y15e1 wc1 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Recykling </div></div><div class="c x13d y15e1 wc2 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y15e1 wc3 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">573,82 </div></div><div class="c x1 y15e2 wc1 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Inne procesy odzysku </div></div><div class="c x13d y15e2 wc2 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y15e2 wc3 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,10 </div></div><div class="c x1 y15e3 w94 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Odpady inne niż niebezpieczne:<span class="ff2"> </span></div></div><div class="c x1 yd94 wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Przygotowanie do ponownego użycia<span class="ff2"> </span></div></div><div class="c x13d yd94 wc2 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 yd94 wc3 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">7,30 </div></div><div class="c x1 y25a wc1 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Recykling </div></div><div class="c x13d y25a wc2 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y25a wc3 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">114,04 </div></div><div class="c x1 y1409 wc1 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Inne procesy odzysku </div></div><div class="c x13d y1409 wc2 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y1409 wc3 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2095,45 </div></div><div class="c x1 y15e4 wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Całkowita ilość odpadów skierowanych do odz<span class="_ _0"></span>ysku<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x13d y15e4 wc2 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y15e4 wc3 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">2481,13<span class="fc1"> </span></div></div><div class="c x1 y15e5 w94 h1f8"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Odpady skierowane do utylizacji </div></div><div class="c x1 y14e5 w94 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">Odpady niebezpieczne:<span class="fc1"> </span></div></div><div class="c x1 yc4f wc1 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Spalanie </div></div><div class="c x13d yc4f wc2 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 yc4f wc3 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">157,11 </div></div><div class="c x1 y65a wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Składowanie<span class="ff2"> </span></div></div><div class="c x13d y65a wc2 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y65a wc3 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">0,00 </div></div><div class="c x1 yed2 wc1 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Inne procesy utylizacji </div></div><div class="c x13d yed2 wc2 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 yed2 wc3 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">228,64 </div></div><div class="c x1 ybc0 w94 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Odpady inne niż niebezpieczne:<span class="ff2 fc1"> </span></div></div><div class="c x1 y15e6 wc1 h1ae"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Spalanie </div></div><div class="c x13d y15e6 wc2 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y15e6 wc3 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">80,48 </div></div><div class="c x1 y141e wc1 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Składowanie<span class="ff2"> </span></div></div><div class="c x13d y141e wc2 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y141e wc3 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">3,00 </div></div><div class="c x1 y1360 wc1 h1be"><div class="t m0 xb h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">Inne procesy utylizacji </div></div><div class="c x13d y1360 wc2 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y1360 wc3 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">33,87 </div></div><div class="c x1 y15e7 wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Całkowita ilość odpadów skierowanych do utyli<span class="_ _0"></span>zacji<span class="_ _1"></span><span class="ff2 fc1"> </span></div></div><div class="c x13d y15e7 wc2 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y15e7 wc3 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">762,50 </div></div><div class="c x1 y15e8 wc1 h1f8"><div class="t m0 xb h2 y93a ff1 fs0 fc5 sc0 ls0 ws0">Całkowita ilość odpadów promieniotwórczych<span class="ff2"> </span></div></div><div class="c x13d y15e8 wc2 h1f8"><div class="t m0 x111 h2 y93a ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 y15e8 wc3 h1f8"><div class="t m0 x111 h2 y93a ff2 fs0 fc5 sc0 ls0 ws0">0,00 </div></div><div class="c x1 ya21 wc1 h1be"><div class="t m0 xb h2 y3fc ff1 fs0 fc5 sc0 ls0 ws0">Całkowita ilość wytworzonych odpad<span class="_ _0"></span>ów<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x13d ya21 wc2 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 ya21 wc3 h1be"><div class="t m0 x111 h2 y3fc ff2 fs0 fc5 sc0 ls0 ws0">3279,85 </div></div><div class="c x1 yea5 wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Całkowita ilość odpadów <span class="ff2">niepoddanych recykli<span class="_ _0"></span>ngowi </span></div></div><div class="c x13d yea5 wc2 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls1b ws0">Mg<span class="ls0"> </span></div></div><div class="c xf2 yea5 wc3 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">2495,43 </div></div><div class="c x1 y6d6 wc1 h1ae"><div class="t m0 xb h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0">Wartość procentowa odpadów niepoddanych recyklingowi<span class="ff2"> </span></div></div><div class="c x13d y6d6 wc2 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xf2 y6d6 wc3 h1ae"><div class="t m0 x111 h2 y3fc ff2 fs0 fc1 sc0 ls0 ws0">76,08 </div></div><div class="c x0 y0 w2 h0"><div class="t m2 x1 h1d y15e9 ff2 fs5 fc1 sc0 ls0 ws0">Tabela <span class="_ _7"></span>2-<span class="ff1">32. <span class="_ _8"></span>Odpady <span class="_ _8"></span>niebezpieczne <span class="_ _8"></span>i <span class="_ _8"></span>inne <span class="_ _8"></span>niż <span class="_ _8"></span>niebezpieczne <span class="_ _8"></span>wg <span class="_ _7"></span>me<span class="_ _1"></span>tody <span class="_ _7"></span>zagospodarowania <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _7"></span>Grupie <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>w <span class="_ _8"></span>2024 </span></div><div class="t m2 x1 h1d ydf4 ff2 fs5 fc1 sc0 ls40 ws0">r.<span class="ls0"> </span></div><div class="t m0 xa hf y135 ff2 fs1 fc7 sc0 ls0 ws0">5.3.<span class="ff5"> <span class="_ _8"></span><span class="ff1">Załącznik 3. Spis tabel<span class="ff2"> </span></span></span></div><div class="t m0 xc hf yeee ff2 fs1 fc7 sc0 ls0 ws0">5.3.1.<span class="ff5"> <span class="_ _d"> </span></span>Tabele w Rozdziale 1. </div><div class="t m0 xa h11 y1028 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _0"></span>1-1. <span class="ff1">Struktura Grupy UNIMOT uwzg<span class="_ _0"></span>lędniająca spółki objęte k<span class="_ _0"></span>onsolidacją<span class="ff2"> </span>na dzień 31.12.2024 r. <span class="_ _8"></span>i na </span></span></span></div><div class="t m0 xc h2 y78c ff1 fs0 fc1 sc0 ls0 ws0">dzień zatwierdzenia do publikacji Sprawozdania. <span class="ff2"> </span></div><div class="t m0 xa h11 y1029 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 1-<span class="ff1">2. <span class="_ _1"></span>Miejsca w<span class="_ _1"></span> Sprawozdaniu oraz <span class="_ _1"></span>tematy, w <span class="_ _1"></span>których Grupa <span class="_ _1"></span>UNIMOT zastosowała <span class="_ _1"></span>„włączenie <span class="_ _1"></span>przez </span></span></span></div><div class="t m0 xc h2 y139 ff1 fs0 fc1 sc0 ls0 ws0">odniesienie”.<span class="ff2"> </span></div><div class="t m0 xa h11 yd56 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 1-3<span class="ff1">. Podział obowiązków i odp<span class="_ _8"></span>o<span class="_ _1"></span>wiedzialności członków Zarządu UNIMOT S.A.<span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y1527 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _6"></span>1-4<span class="ff1">. <span class="_ _6"></span>Różnorodnoś<span class="_ _1"></span>ć <span class="_ _6"></span>członków <span class="_ _6"></span>Rady <span class="_ _6"></span>Na<span class="_ _1"></span>dzorczej <span class="_ _6"></span>na <span class="_ _6"></span>dzień <span class="_ _a"></span>31.<span class="_ _1"></span>12.2024 <span class="_ _6"></span>r. <span class="_ _6"></span>i <span class="_ _a"></span>na <span class="_ _6"></span>dzień <span class="_ _6"></span>zatwie<span class="_ _1"></span>rdzenia <span class="_ _1"></span>do<span class="_ _1"></span> </span></span></span></div><div class="t m0 xc h2 y1cd ff2 fs0 fc1 sc0 ls0 ws0">publikacji niniejszego Sprawozdania. </div><div class="t m0 xa h11 y13e9 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 1-5<span class="ff1">. Obszary ESG wyodrębnione w UNIMOT S.A. oraz ich <span class="_ _0"></span>Właściciele. <span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 yf4b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 1-6<span class="ff1">. Struktura zarządzania zrównoważonym rozwojem w UNIMOT S.A.</span> </span></span></div><div class="t m0 xa h11 yf4c ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _17"> </span>1-7<span class="ff1">. <span class="_ _f"> </span>Elementy <span class="_ _f"> </span>rozproszonego <span class="_ _17"> </span>procesu <span class="_ _f"> </span>należytej<span class="_ _0"></span> <span class="_ _17"> </span>is<span class="_ _1"></span>totności <span class="_ _17"> </span>i <span class="_ _f"> </span>ich <span class="_ _f"> </span>ujawni<span class="_ _0"></span>enia <span class="_ _f"> </span>w <span class="_ _17"> </span>niniejszym </span></span></span></div><div class="t m0 xc h2 yf4d ff2 fs0 fc1 sc0 ls0 ws0">Sprawozdaniu.  </div><div class="t m0 xa h11 yeaf ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 1-8. Skonsolidowane dane finansowe Grupy UNIMOT [tys. PL<span class="_ _0"></span>N].<span class="fc5"> </span></span></span></div><div class="t m0 xa h11 y1fe ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 1-9<span class="ff1">. Skonsolidowane wolumeny w poszczególnych grupa<span class="_ _0"></span>ch asortymentowych.<span class="_ _1"></span><span class="ff2 fc5"> </span></span></span></span></div></div></div><div class="pi" ></div></div><div id="pf11d" class="pf w0 h0" ><div class="pc pc11d w0 h0"><img class="bi x7 y11 w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">285<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 1-<span class="ls1">10</span><span class="ff1">. Przychody ze sprzedaży w podziale <span class="_ _0"></span>na segmenty [tys. PLN].<span class="_ _1"></span><span class="ff2 fc5"> </span></span></span></span></div><div class="t m0 xa h11 y118 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _4"></span>1-11<span class="ff1">. <span class="_ _4"></span>Nakłady <span class="_ _4"></span>inwestycyjne<span class="_ _1"></span> <span class="_ _4"></span>[tys. <span class="_ _4"></span>PLN] <span class="_ _4"></span>poniesione <span class="_ _4"></span>w <span class="_ _4"> </span>2024 <span class="_ _5"> </span>r. <span class="_ _4"></span>na <span class="_ _4"> </span>działalność <span class="_ _5"> </span>związaną <span class="_ _4"></span>z <span class="_ _4"></span>węglem, </span></span></span></div><div class="t m0 xc h2 y142 ff1 fs0 fc1 sc0 ls0 ws0">gazem i ropą naftową.<span class="ff2 fc5"> </span></div><div class="t m0 xa h11 y1a2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 1-12<span class="ff1">. Liczba pracowników Grupy UN<span class="_ _0"></span>IMOT w podziale na miejsce wykonywania pracy.<span class="_ _1"></span><span class="ff2 fc5"> </span></span></span></span></div><div class="t m0 xa h11 y1a3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 1-13<span class="ff1">. Schemat łańcucha wartości dla poszczególnych segmentów Grupy UNIMOT.</span> </span></span></div><div class="t m0 xa h11 y761 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 1-14<span class="ff1">. Cele, działania i <span class="_ _1"></span>wyniki osiągnięte w ramach <span class="_ _1"></span>realizacji Strategii w obszarach z<span class="_ _1"></span>równoważonego<span class="_ _8"></span> </span></span></span></div><div class="t m0 xc h2 y762 ff2 fs0 fc1 sc0 ls0 ws0">rozwoju. </div><div class="t m0 xa h11 y763 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 1-15. Relacje z kluczowymi Interesariuszami Grupy UNIMOT. </span></span></div><div class="t m0 xa h11 y764 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 1-16<span class="ff1">. Istotne wpływy związane ze zrównoważonym rozwojem Grupy UN<span class="_ _0"></span>IMOT.<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y765 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _a"></span>1-17<span class="ff1">. <span class="_ _4"></span>Ryzyka <span class="_ _4"></span>zrównoważonego <span class="_ _4"></span>rozwoju <span class="_ _4"></span>zdefiniowane <span class="_ _4"></span>w <span class="_ _4"></span>Re<span class="_ _1"></span>jestrze <span class="_ _a"></span>Ryzyk <span class="_ _a"></span>Grupy <span class="_ _4"></span>UNIMOT <span class="_ _4"> </span>w <span class="_ _4"> </span>2024 </span></span></span></div><div class="t m0 xc h2 y766 ff2 fs0 fc1 sc0 ls0 ws0">roku. </div><div class="t m0 xa h11 y259 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _e"> </span>1-18<span class="ff1">. <span class="_ _d"> </span>Ryzyka <span class="_ _e"> </span>zrównow<span class="_ _1"></span>ażonego <span class="_ _e"> </span>rozwoju <span class="_ _d"> </span>Grupy <span class="_ _e"> </span>UNIMOT <span class="_ _d"> </span>zidentyfikowane <span class="_ _e"> </span>w <span class="_ _d"> </span>procesie <span class="_ _d"> </span>analizy </span></span></span></div><div class="t m0 xc h2 y767 ff1 fs0 fc1 sc0 ls0 ws0">podwójnej istotności.<span class="ff2"> </span></div><div class="t m0 xa h11 y768 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _9"> </span>1-19<span class="ff1">. <span class="_ _9"> </span>Ryzyka <span class="_ _9"> </span>związane  z <span class="_ _c"> </span>procesem  raportowania <span class="_ _c"> </span>danych <span class="_ _9"> </span>zrównoważone<span class="_ _1"></span>go <span class="_ _9"> </span>rozwoju <span class="_ _9"> </span>w <span class="_ _9"> </span>Grupie </span></span></span></div><div class="t m0 xc h2 y769 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT. </div><div class="t m0 xa h11 y76a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _6"></span>1<span class="_ _1"></span>-<span class="ls1">20</span><span class="ff1">. <span class="_ _6"></span>Umiejsco<span class="_ _1"></span>wienie <span class="_ _6"></span>ujawnień <span class="_ _a"></span>ESRS <span class="_ _a"></span>w <span class="_ _a"></span>Sprawozdaniu <span class="_ _a"></span>Zrównoważonego <span class="_ _a"></span>Rozwoju <span class="_ _a"></span>GK <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>za </span></span></span></div><div class="t m0 xc h2 y7c7 ff2 fs0 fc1 sc0 ls0 ws0">2024 r.  </div><div class="t m0 xa h11 y7f0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 1-21<span class="ls2">. </span><span class="ff1">Zgodność ujawnień z wymoga<span class="_ _0"></span>mi Ustawy o Rachunkowości.<span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y7f1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _8"></span>1-21. <span class="_ _8"></span><span class="ff1">Wykaz <span class="_ _0"></span>punktów <span class="_ _8"></span>danych <span class="_ _0"></span>zawartych <span class="_ _8"></span>w <span class="_ _8"></span>Sprawozdaniu Zrównoważ<span class="_ _0"></span>onego <span class="_ _8"></span>Rozwoju <span class="_ _8"></span>Grupy <span class="_ _8"></span>UNIMOT </span></span></span></div><div class="t m0 xc h2 y126 ff1 fs0 fc1 sc0 ls0 ws0">za 2024 rok, które wynikają z innych przepisów UE.<span class="ff2"> </span></div><div class="t m0 x1 h2 y127 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hf y1b3 ff2 fs1 fc7 sc0 ls0 ws0">5.3.2.<span class="ff5"> <span class="_ _d"> </span></span>Tabele w Rozdziale 2. </div><div class="t m0 xa h11 yf58 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _1"></span>2-1. <span class="_ _1"></span><span class="ff1">Wskaźniki <span class="_ _1"></span>emisji <span class="_ _6"></span>gazów <span class="_ _1"></span>cie<span class="_ _1"></span>plarnianych związane<span class="_ _1"></span> <span class="_ _1"></span>ze <span class="_ _1"></span>zużytymi <span class="_ _1"></span>paliwami <span class="_ _6"></span>w <span class="_ _1"></span>źródłach <span class="_ _6"></span>mobilnych <span class="_ _1"></span>i </span></span></span></div><div class="t m0 xc h2 y15ea ff1 fs0 fc1 sc0 ls0 ws0">stacjonarnych oraz emisjami niezorganizowanymi metanu i czynników chłodniczych.<span class="ff2"> </span></div><div class="t m0 xa h11 y15eb ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-2. Emisje GHG z paliw zak<span class="_ _0"></span>upionych do handlu w Grupie UNIMOT w 2024 roku.  </span></span></div><div class="t m0 xa h11 y159 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _1"></span>2-<span class="ff1">3. <span class="_ _1"></span>W<span class="_ _1"></span>artości <span class="_ _1"></span>wskaźnik<span class="_ _1"></span>ów <span class="_ _1"></span>emisji <span class="_ _6"></span>pochodzące <span class="_ _1"></span>z <span class="_ _6"></span>brytyjs<span class="_ _1"></span>kiego <span class="_ _1"></span>Departamentu <span class="_ _1"></span>Środowi<span class="_ _1"></span>ska, <span class="_ _1"></span>Żywności <span class="_ _6"></span>i </span></span></span></div><div class="t m0 xc h2 y15ec ff1 fs0 fc1 sc0 ls0 ws0">Spraw Wiejskich i Departamentu Bezpieczeństwa Energetycznego i Neutralności Klima<span class="_ _0"></span>tycznej (DEFRA).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y15ed ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-<span class="ff1">4. Wartości współczynników oraz zastosowane do przeliczeń średnie kursy walut. </span> </span></span></div><div class="t m0 xa h11 y99 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _8"></span>2-<span class="ff1">5. Wskaźniki <span class="_ _8"></span>emisji zastosowane <span class="_ _8"></span>do obli<span class="_ _8"></span>c<span class="_ _1"></span>zenia <span class="_ _8"></span>kategorii 3 <span class="_ _8"></span>zakresu 3 <span class="_ _8"></span>związanej <span class="_ _8"></span>z paliwami <span class="_ _8"></span>i energią </span></span></span></div><div class="t m0 xc h2 y1271 ff2 fs0 fc1 sc0 ls0 ws0">(DEFRA 2024). </div><div class="t m0 xa h11 y1272 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _a"></span>2-<span class="ff1">6. <span class="_ _a"></span>Ws<span class="_ _1"></span>kaźniki <span class="_ _a"></span>emisji <span class="_ _a"></span>zastosow<span class="_ _1"></span>ane <span class="_ _a"></span>do <span class="_ _a"></span>obliczenia <span class="_ _a"></span>kategorii <span class="_ _a"></span>4 <span class="_ _4"></span>zakresu <span class="_ _a"></span>3 <span class="_ _4"></span>związanej <span class="_ _a"></span>z <span class="_ _4"></span>transportem <span class="_ _a"></span>i </span></span></span></div><div class="t m0 xc h2 y726 ff1 fs0 fc1 sc0 ls0 ws0">dystrybucją towarów.<span class="ff2"> </span></div><div class="t m0 xa h11 y15ee ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _c"> </span>2-<span class="ff1">7. <span class="_ _c"> </span>W<span class="_ _1"></span>skaźniki <span class="_ _c"> </span>emisji <span class="_ _9"> </span>zastosowane <span class="_ _c"> </span>do <span class="_ _9"> </span>obliczenia <span class="_ _c"> </span>kategorii <span class="_ _c"> </span>5 <span class="_ _c"> </span>zakresu <span class="_ _9"> </span>3 <span class="_ _c"> </span>związanej <span class="_ _9"> </span>z <span class="_ _c"> </span>odpadami </span></span></span></div><div class="t m0 xc h2 y15ef ff1 fs0 fc1 sc0 ls0 ws0">powstałymi podczas produkcji.<span class="ff2"> </span></div><div class="t m0 xa h11 y15f0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _b"> </span>2-<span class="ff1">8. <span class="_ _c"> </span>Wskaźniki <span class="_ _c"> </span>emisji <span class="_ _c"> </span>zastosowane <span class="_ _c"> </span>do <span class="_ _c"> </span>obliczenia <span class="_ _c"> </span>kategorii <span class="_ _b"> </span>6 <span class="_ _c"> </span>zakresu <span class="_ _c"> </span>3 <span class="_ _c"> </span>związanej <span class="_ _c"> </span>z <span class="_ _b"> </span>podróż<span class="_ _1"></span>ami </span></span></span></div><div class="t m0 xc h2 y65f ff1 fs0 fc1 sc0 ls0 ws0">służbowymi (DEFRA 2024, Exiobase).<span class="ff2"> </span></div><div class="t m0 xa h11 y15f1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _c"> </span>2-<span class="ff1">9. <span class="_ _c"> </span>Wskaźniki <span class="_ _b"> </span>e<span class="_ _1"></span>misji <span class="_ _c"> </span>zastosowane<span class="_ _1"></span> <span class="_ _c"> </span>do <span class="_ _c"> </span>obliczenia <span class="_ _b"> </span>kategorii <span class="_ _c"> </span>7 <span class="_ _c"> </span>zakresu <span class="_ _c"> </span>3 <span class="_ _9"> </span>związanej <span class="_ _c"> </span>z <span class="_ _c"> </span>dojazdami </span></span></span></div><div class="t m0 xc h2 y15f2 ff1 fs0 fc1 sc0 ls0 ws0">pracowników do pracy (DEFRA 2024, Exioba<span class="_ _0"></span>se).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y15f3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _8"></span>2-<span class="ff1">10. <span class="_ _8"></span>Ws<span class="_ _1"></span>kaźniki <span class="_ _7"></span>emisji zastosowane <span class="_ _8"></span>do <span class="_ _8"></span>obliczenia <span class="_ _8"></span>kategorii <span class="_ _8"></span>11 z<span class="_ _0"></span>akresu <span class="_ _0"></span>3 <span class="_ _8"></span>związanej <span class="_ _8"></span>z <span class="_ _8"></span>w<span class="_ _1"></span>ykorzystaniem </span></span></span></div><div class="t m0 xc h2 y15f4 ff1 fs0 fc1 sc0 ls0 ws0">sprzedanych produktów (DEFRA 2024).<span class="ff2"> </span></div><div class="t m0 xa h11 y15f5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-<span class="ff1">11. Wolumen paliw sprzedanych przez <span class="_ _0"></span>Grupę UNIMOT w 2024 roku. <span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y15f6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-<span class="ff1">12. Podsumowanie emisji ga<span class="_ _0"></span>zów cieplarnianych Grupy UNIMOT za 2024 rok.<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y1591 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-<span class="ff1">13. Podsumowanie zakresu 3 emisji gaz<span class="_ _8"></span>ó<span class="_ _1"></span>w cieplarnianych Grupy UNIMOT za 2024 rok.<span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y1592 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _7"></span>2-<span class="ff1">14. <span class="_ _7"></span>C<span class="_ _1"></span>ałkowite <span class="_ _7"></span>emis<span class="_ _1"></span>je <span class="_ _7"></span>gazów <span class="_ _7"></span>cieplarnianych <span class="_ _8"></span>z <span class="_ _7"></span>podziałem <span class="_ _8"></span>na <span class="_ _7"></span>e<span class="_ _1"></span>misje <span class="_ _7"></span>uzyskane <span class="_ _8"></span>według <span class="_ _7"></span>meto<span class="_ _1"></span>dy <span class="_ _7"></span>opartej </span></span></span></div><div class="t m0 xc h2 y1593 ff2 fs0 fc1 sc0 ls0 ws0">na lokalizacji i metody opartej na ry<span class="_ _0"></span>nku.<span class="_ _1"></span> </div><div class="t m0 xa h11 y1594 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _8"></span>nr 2-<span class="ff1">15. <span class="_ _8"></span>Intens<span class="_ _1"></span>ywność <span class="_ _8"></span>emisji ga<span class="_ _0"></span>zów ciepla<span class="_ _8"></span>rnianych na <span class="_ _8"></span>przychody <span class="_ _8"></span>ne<span class="_ _1"></span>tto <span class="_ _8"></span>Grupy UNIMOT <span class="_ _8"></span>w 2024 <span class="_ _8"></span>roku. <span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y11be ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _5"> </span>2-<span class="ff1">16. <span class="_ _b"> </span>Emisje <span class="_ _b"> </span>GHG <span class="_ _5"> </span>Gr<span class="_ _1"></span>upy <span class="_ _5"> </span>UNIMOT <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>2024 <span class="_ _b"> </span>roku <span class="_ _5"> </span>w<span class="_ _1"></span> <span class="_ _5"> </span>podziale <span class="_ _b"> </span>na <span class="_ _b"> </span>zakresy <span class="_ _5"> </span>oraz <span class="_ _b"> </span>proc<span class="_ _1"></span>entowy <span class="_ _5"> </span>udział </span></span></span></div><div class="t m0 xc h2 y15f7 ff1 fs0 fc1 sc0 ls0 ws0">poszczególnych zakresów emisji GHG Grupy UNIMOT względem całkowitych emisji.<span class="ff2"> </span></div><div class="t m0 xa h11 y15f8 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _a"></span>2-<span class="ff1">17. <span class="_ _a"></span>Projekty <span class="_ _4"></span>z <span class="_ _4"></span>zakresu <span class="_ _a"></span>mo<span class="_ _1"></span>ntażu <span class="_ _a"></span>instalacji <span class="_ _a"></span>fotowoltaicznej <span class="_ _4"></span>zrealizowane <span class="_ _a"></span>przez <span class="_ _a"></span>Gr<span class="_ _1"></span>upę <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>w </span></span></span></div><div class="t m0 xc h2 y1046 ff2 fs0 fc1 sc0 ls0 ws0">2024 r. </div><div class="t m0 xa h11 y901 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _8"></span>2-18. Zestawienie <span class="_ _8"></span>emisji <span class="_ _8"></span>CO</span></span></div><div class="t m0 x13e h5d y6bc ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x9c h2 y901 ff1 fs0 fc1 sc0 ls0 ws0">, <span class="_ _0"></span>których <span class="_ _8"></span>ud<span class="_ _1"></span>ało <span class="_ _8"></span>się uniknąć <span class="_ _8"></span>dzięki <span class="_ _8"></span>realizacji projektów <span class="_ _8"></span>montażu <span class="_ _8"></span>instal<span class="_ _1"></span>acji </div><div class="t m0 xc h2 y225 ff1 fs0 fc1 sc0 ls0 ws0">fotowoltaicznych przez Grupę UNIMOT w 2024 r.<span class="ff2"> </span></div><div class="t m0 xa h11 y127b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _1"></span>2-<span class="ff1">19. <span class="_ _6"></span>Projekty <span class="_ _1"></span>z <span class="_ _6"></span>zakresu <span class="_ _6"></span>montażu <span class="_ _1"></span>instalacji <span class="_ _6"></span>fotowoltaicznej <span class="_ _1"></span>zakontraktowane <span class="_ _6"></span>przez <span class="_ _1"></span>Grupę <span class="_ _6"></span>UNIMOT </span></span></span></div><div class="t m0 xc h2 y15f9 ff2 fs0 fc1 sc0 ls0 ws0">w 2024 r. i zaplanowane do realiza<span class="_ _8"></span>c<span class="_ _1"></span>ji w 2025 r. </div><div class="t m0 xa h11 y15fa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-<span class="ff1">20. Zużycie energii w Grupie UNIMOT <span class="_ _0"></span>w 2024 roku w podziale na źródła.<span class="ff2"> </span></span></span></span></div></div></div><div class="pi" ></div></div><div id="pf11e" class="pf w0 h0" ><div class="pc pc11e w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">286<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _0"></span>2-<span class="ff1">21. Całkowite <span class="_ _8"></span>zuż<span class="_ _1"></span>ycie energii <span class="_ _8"></span>ze źródeł kopalny<span class="_ _0"></span>ch w sektorze o <span class="_ _8"></span>znacznym oddziaływaniu na <span class="_ _8"></span>klimat </span></span></span></div><div class="t m0 xc h2 y118 ff2 fs0 fc1 sc0 ls0 ws0">w Grupie UNIMOT w 2024 r. </div><div class="t m0 xa h11 y142 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-<span class="ff1">22. Produkcja energii elektrycznej w instalacjach OZE w Spółka<span class="_ _0"></span>ch Grupy UNIMOT w 2024 roku.<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y1a2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-<span class="ff1">23. Dokumenty regulujące kwestie zanieczyszczeń w Spółce UNIMOT Bitumen.</span> </span></span></div><div class="t m0 xa h11 y1a3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-24. Zanieczyszczenia w Grupie UNIMOT. </span></span></div><div class="t m0 xa h11 y761 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-25. Zanieczyszczenia wprowadzone do wody, gleby i p<span class="_ _8"></span>o<span class="_ _1"></span>wietrza w Grupie UNIMOT w 2024 r. </span></span></div><div class="t m0 xa h11 y762 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-26. Substancje potencjalnie niebezpieczne w Grupie UNIMOT <span class="_ _0"></span>w 2024 r.<span class="_ _1"></span> </span></span></div><div class="t m0 xa h11 y763 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-<span class="ff1">27. Dane dotyczące zużycia oraz p<span class="_ _0"></span>oboru i zrzutu wody w Grupie UNIMOT w 2024 r.<span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y764 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _8"></span>2-<span class="ff1">28. <span class="_ _8"></span>Głów<span class="_ _1"></span>ne <span class="_ _8"></span>towary <span class="_ _8"></span>handlowe <span class="_ _0"></span>wprowadzone <span class="_ _8"></span>do <span class="_ _8"></span>o<span class="_ _1"></span>rganizacji <span class="_ _7"></span>w 2024 <span class="_ _7"></span>roku wra<span class="_ _0"></span>z <span class="_ _8"></span>z <span class="_ _8"></span>podziałem na <span class="_ _7"></span>grupy </span></span></span></div><div class="t m0 xc h2 y765 ff1 fs0 fc1 sc0 ls0 ws0">towarów i wolumenem zakupu.<span class="ff2"> </span></div><div class="t m0 xa h11 y766 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-29. Zasoby wprowadzone do Grupy UNIMOT <span class="_ _0"></span>w 2024 roku.  </span></span></div><div class="t m0 xa h11 y259 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-30. Zasoby wyprowadzone z Grupy <span class="_ _0"></span>UNIMOT w 2024 roku w ramach <span class="ff1">transakcji sprzedaży</span><span class="ls2">. </span> </span></span></div><div class="t m0 xa h11 y767 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-31. Zasoby wyprowadzone z Grupy <span class="_ _0"></span>UNIMOT w 2024 roku.  </span></span></div><div class="t m0 xa h11 y768 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _c"> </span>2-<span class="ff1">32. <span class="_ _c"> </span>Odpady <span class="_ _c"> </span>niebezpieczne <span class="_ _c"> </span>i <span class="_ _c"> </span>inne <span class="_ _c"> </span>niż <span class="_ _c"> </span>niebezpieczne <span class="_ _c"> </span>wg <span class="_ _c"> </span>metody <span class="_ _c"> </span>zagospodarowania <span class="_ _c"> </span>w <span class="_ _c"> </span>Grupie </span></span></span></div><div class="t m0 xc h2 y769 ff2 fs0 fc1 sc0 ls0 ws0">UNIMOT w 2024 r. </div><div class="t m0 xa h11 y76a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _4"> </span>2<span class="_ _1"></span>-<span class="ff1">33. <span class="_ _5"> </span>Weryfikacja <span class="_ _b"> </span>zgodności <span class="_ _b"> </span>z <span class="_ _4"> </span>Te<span class="_ _1"></span>chnicznymi <span class="_ _5"> </span>Kryteriami <span class="_ _5"> </span>Kwalifik<span class="_ _1"></span>acji <span class="_ _5"> </span>projektu <span class="_ _5"> </span>rem<span class="_ _1"></span>ediacji <span class="_ _5"> </span>gruntów </span></span></span></div><div class="t m0 xc h2 y7c7 ff2 fs0 fc1 sc0 ls0 ws0">zanieczyszczonych historycznie.  </div><div class="t m0 xa h11 y7f0 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _9"> </span>2-<span class="ff1">34.  Weryfikacja  zgodności <span class="_ _9"> </span>z  Technicznymi <span class="_ _9"> </span>Kryteriami <span class="_ _9"> </span>Kwalifikacji  projektu <span class="_ _9"> </span>produkcji  energii </span></span></span></div><div class="t m0 xc h2 y7f1 ff1 fs0 fc1 sc0 ls0 ws0">elektrycznej z wykorzystaniem technologii fotowoltaicznej w Spółce RCEkoenergia.<span class="ff2"> </span></div><div class="t m0 xa h11 y126 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _a"></span>2-<span class="ff1">35.<span class="_ _1"></span> <span class="_ _a"></span>We<span class="_ _1"></span>ryfikacja <span class="_ _a"></span>zgodnoś<span class="_ _1"></span>ci <span class="_ _a"></span>z <span class="_ _4"></span>Tec<span class="_ _1"></span>hnicznymi <span class="_ _a"></span>Kryteriami <span class="_ _4"></span>Kwalifikacji <span class="_ _4"></span>projektu <span class="_ _4"></span>wytapiarki <span class="_ _4"></span>asfaltu <span class="_ _4"></span>w </span></span></span></div><div class="t m0 xc h2 y127 ff1 fs0 fc1 sc0 ls0 ws0">Spółce UNIMOT Bitumen.<span class="ff2"> </span></div><div class="t m0 xa h11 y28 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _c"> </span>2<span class="_ _1"></span>-<span class="ff1">36. <span class="_ _9"> </span>Weryfikacja <span class="_ _c"> </span>z<span class="_ _1"></span>godności <span class="_ _9"> </span>z <span class="_ _9"> </span>Technicznymi <span class="_ _9"> </span>Kryteriami <span class="_ _c"> </span>Kw<span class="_ _1"></span>alifikacji <span class="_ _9"> </span>projektu <span class="_ _9"> </span>budowy <span class="_ _c"> </span>ins<span class="_ _1"></span>talacji </span></span></span></div><div class="t m0 xc h2 y128 ff2 fs0 fc1 sc0 ls0 ws0">fotowoltaicznych. </div><div class="t m0 xa h11 y7f2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 2-<span class="ff1">37. Weryfikacja zgodnośc<span class="_ _1"></span>i z Technicznymi Kryteriami Kwalifikacji działalności związanej z <span class="_ _1"></span>budową </span></span></span></div><div class="t m0 xc h2 y7f3 ff1 fs0 fc1 sc0 ls0 ws0">magazynów energii.<span class="ff2"> </span></div><div class="t m0 xa h11 y7f4 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela  2-<span class="ff1">38. <span class="_ _e"> </span>Weryfikacja  zgo<span class="_ _1"></span>dności  z  Te<span class="_ _1"></span>chnicznymi  Kryteriami  Kw<span class="_ _1"></span>alifikacji  działalności <span class="_ _e"> </span>związanej  ze </span></span></span></div><div class="t m0 xc h2 y7f5 ff1 fs0 fc1 sc0 ls0 ws0">sprzedażą paliwa HVO.<span class="ff2"> </span></div><div class="t m0 xa h11 y7f6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _7"></span>2-39. <span class="_ _7"></span><span class="ff1">Odsetek <span class="_ _7"></span>wydatkó<span class="_ _1"></span>w <span class="_ _7"></span>operacyjnych <span class="_ _7"></span>(OpEx) <span class="_ _7"></span>Grupy <span class="_ _8"></span>UNIMOT <span class="_ _7"></span>dotyczących <span class="_ _7"></span>działalności <span class="_ _7"></span>kwalifikującej </span></span></span></div><div class="t m0 xc h2 y7f7 ff1 fs0 fc1 sc0 ls0 ws0">się do systematyki, ale niezrównoważonej środowiskowo w roku <span class="_ _0"></span>obrotowym 2024.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y7f8 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _17"> </span>2-40. <span class="_ _17"> </span>O<span class="ff1">dsete<span class="_ _1"></span>k <span class="_ _17"> </span>nakładów <span class="_ _17"> </span>inwe<span class="_ _1"></span>stycyjnych <span class="_ _17"> </span>(CapEx) <span class="_ _17"> </span>Grupy <span class="_ _17"> </span>UNIMOT <span class="_ _f"> </span>dotyczących <span class="_ _17"> </span>działalności </span></span></span></div><div class="t m0 xc h2 y7f9 ff1 fs0 fc1 sc0 ls0 ws0">kwalifikującej się do systematyki, ale niezrównoważonej środowiskowo w <span class="_ _0"></span>roku obrotowym 2024.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y7fa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _1"></span>2-41. <span class="_ _6"></span><span class="ff1">Obrót <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>z <span class="_ _6"></span>działalności <span class="_ _6"></span>kwalifikującej <span class="_ _6"></span>się <span class="_ _1"></span>do <span class="_ _6"></span>syste<span class="_ _1"></span>matyki, <span class="_ _1"></span>ale <span class="_ _6"></span>niezrównoważonej </span></span></span></div><div class="t m0 xc h2 y7fb ff1 fs0 fc1 sc0 ls0 ws0">środowiskowo w roku obrotowym 2024.<span class="ff2"> </span></div><div class="t m0 xa h11 y7fc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _9"> </span>2-<span class="ff1">42.  Działalność  Grup<span class="_ _8"></span>y  UNIMOT <span class="_ _9"> </span>w  obszarach  z<span class="_ _8"></span>w<span class="_ _1"></span>iązanych <span class="_ _9"> </span>z  energią <span class="_ _9"> </span>jądrową  oraz <span class="_ _9"> </span>realizacja </span></span></span></div><div class="t m0 xc h2 y7fd ff1 fs0 fc1 sc0 ls0 ws0">projektów gazowych w 2024 r.<span class="ff2"> </span></div><div class="t m0 xc hf y15fb ff2 fs1 fc7 sc0 ls0 ws0">5.3.3.<span class="ff5"> <span class="_ _d"> </span></span>Tabele w Rozdziale 3. </div><div class="t m0 xa h11 y15f1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">1. Ramy zarządzania wpływem społecznym –</span> podstawowe regulacje w Grupie UNIMOT. </span></span></div><div class="t m0 xa h11 y15f2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-2. Struktura zatrudnienia w Grupie UNIMOT <span class="ff1">–</span> <span class="ff1">wybrane dane na dzień 31.12.2024 r.</span> </span></span></div><div class="t m0 xa h11 y15f3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">3. Liczba pracowników własnych w Grupie UNIMOT w podzia<span class="_ _0"></span>le na płeć na dzień 31.12.2024 r.<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y15f4 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _6"></span>3-<span class="ff1">4. <span class="_ _a"></span>Liczba <span class="_ _a"></span>pracowników <span class="_ _a"></span>własnych <span class="_ _a"></span>w <span class="_ _6"></span>Grupie <span class="_ _a"></span>UNIMOT <span class="_ _a"></span>w <span class="_ _6"></span>podziale <span class="_ _a"></span>na <span class="_ _a"></span>wiek <span class="_ _6"></span>i<span class="_ _1"></span> <span class="_ _6"></span>płe<span class="_ _1"></span>ć <span class="_ _6"></span>na <span class="_ _a"></span>dzień <span class="_ _a"></span>31. <span class="_ _6"></span>12.<span class="_ _1"></span> </span></span></span></div><div class="t m0 xc h2 y15f5 ff2 fs0 fc1 sc0 ls0 ws0">2024 r.<span class="fc5"> </span></div><div class="t m0 xa h11 y15f6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _1"></span>3-<span class="ff1">5. <span class="_ _1"></span>L<span class="_ _1"></span>iczba <span class="_ _1"></span>pracowników <span class="_ _6"></span>własnych <span class="_ _6"></span>w <span class="_ _1"></span>Grupie <span class="_ _6"></span>UNIMOT <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>podziale <span class="_ _1"></span>na<span class="_ _1"></span> <span class="_ _1"></span>kraj <span class="_ _6"></span>prowadzone<span class="_ _1"></span>j <span class="_ _1"></span>działalności </span></span></span></div><div class="t m0 xc h2 y1591 ff1 fs0 fc1 sc0 ls0 ws0">na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 xa h11 y1592 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _7"></span>3-<span class="ff1">6. <span class="_ _7"></span>L<span class="_ _1"></span>iczba <span class="_ _7"></span>pracowników <span class="_ _8"></span>własnych <span class="_ _8"></span>w <span class="_ _8"></span>Grupie <span class="_ _7"></span>UNIMOT <span class="_ _8"></span>w <span class="_ _7"></span>podziale <span class="_ _8"></span>na <span class="_ _7"></span>miejsce<span class="_ _1"></span> <span class="_ _7"></span>prowadzonej <span class="_ _8"></span>działalności<span class="_ _0"></span> </span></span></span></div><div class="t m0 xc h2 y1593 ff1 fs0 fc1 sc0 ls0 ws0">na dzień 31. 12. 2024 r.<span class="ff2 fc5"> </span></div><div class="t m0 xa h11 y1594 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _1"></span>3-<span class="ff1">7. <span class="_ _1"></span>Liczba <span class="_ _1"></span>praco<span class="_ _1"></span>wników <span class="_ _1"></span>w <span class="_ _1"></span>Grupie <span class="_ _6"></span>UNIMOT <span class="_ _1"></span>zatrudnionych <span class="_ _1"></span>w <span class="_ _6"></span>oparciu <span class="_ _1"></span>o <span class="_ _6"></span>umowę <span class="_ _1"></span>o <span class="_ _6"></span>pracę <span class="_ _1"></span>w <span class="_ _1"></span>podziale </span></span></span></div><div class="t m0 xc h2 y11be ff1 fs0 fc1 sc0 ls0 ws0">na płeć i czas trwania umowy na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 xa h11 y15f7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _6"></span>3<span class="_ _1"></span>-<span class="ff1">8. <span class="_ _6"></span>Liczba <span class="_ _a"></span>pracowników <span class="_ _a"></span>własnych <span class="_ _a"></span>w <span class="_ _a"></span>Grupie <span class="_ _6"></span>UNIM<span class="_ _1"></span>OT <span class="_ _6"></span>zatru<span class="_ _1"></span>dnionych <span class="_ _6"></span>w <span class="_ _a"></span>podziale <span class="_ _a"></span>na <span class="_ _a"></span>wymiar <span class="_ _6"></span>c<span class="_ _1"></span>zasu </span></span></span></div><div class="t m0 xc h2 y15f8 ff1 fs0 fc1 sc0 ls0 ws0">pracy oraz płeć na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 xa h11 y1046 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">9. Wskaźnik rotacji pracowników w Grupie UNIMOT. </span> </span></span></div><div class="t m0 xa h11 y901 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">10. <span class="_ _1"></span>Liczba <span class="_ _1"></span>osób nie<span class="_ _1"></span>będących pracownikami,<span class="_ _1"></span> współpracujących <span class="_ _1"></span>z <span class="_ _1"></span>Grupą <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>na d<span class="_ _1"></span>zień 31.<span class="_ _1"></span> 12. </span></span></span></div><div class="t m0 xc h2 y225 ff2 fs0 fc1 sc0 ls0 ws0">2024 r. </div><div class="t m0 xa h11 y127b ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _a"></span>3-<span class="ff1">11. <span class="_ _4"></span>Odse<span class="_ _1"></span>tek <span class="_ _a"></span>pracowników <span class="_ _4"> </span>objętych <span class="_ _4"> </span>układami <span class="_ _4"></span>zbiorowymi <span class="_ _4"></span>w <span class="_ _4"></span>Spółkach <span class="_ _4"></span>Grupy <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>na <span class="_ _4"></span>dzień </span></span></span></div><div class="t m0 xc h2 y15f9 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2024 r. </div><div class="t m0 xa h11 y15fa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">12. Zakres rokowań zbiorowych w Grupie UNIMOT w 2024 roku.</span> </span></span></div></div></div><div class="pi" ></div></div><div id="pf11f" class="pf w0 h0" ><div class="pc pc11f w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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rfOeQLakKJ6ow6k12rhiploRd1KgvcrraNjlXdl/dQJ2cRUZJfYK7mqjUmNnURFVQfnyWXEvtsEGpZq1DfrV7VAJueW2zf/4f+x78gsSwGCavSezFC1TdnWCRSJA/kAF5BHQ6/rYwJoTBakQDS0iRrl2rgxGQxjMq8Eg4g4g4Hl8PE5Nd/EbGnEcFODhpuUJSqWhvGvPvQpMBRs4JViEME5HDg6e/f99y8MS8l7Uf2gDJBOMB+NF0dVtBVl5xtCEPGwSh/46+vf9Eu/tf2uR0a1K1u0yYF77PpGvRjzqpZOf8PiMA5qHgX59Oe+8vo3/fbnPn+PAsYYtY3zzmdeTUajAOuITGpyZlBDgktwAVlLWUAW4BNcHOvUlkfLk+UJmVqWzIVkSvAeJCfl5qfiW2IrBtq2hSBqbLGM4fLRxx8rEGFtQu0KKiUtdLjsyDC1IsQaN6Hrji3GnfuLhjdEmmiQ0I0uv/rHfmxuVOXc6UKyOmUhOVWfkEdks8vpwZ3RGvWEpE4BQiuaEd33lx86i3PPIbUhaTKzDJwbI6E/tTY/fVsDZOioAQZaLI/s2Lm2pumWqC3zZK5JWTBnPCjr/pYtGzaeDle0IgD30Vvcf6A6fNyF1Cu6RBRVATreo0cnaVc/zHZ1tquzWcpE+JHDfHyphSYgqq5SzzNKBW28uAIwBBqCGjzQDQGP7n3gHX/aeWjvpKaZOpzVoLv74M73fABt8tqOxypG0oh4ctziU2wrALJMfFYENSVhl8dgyUicJ3JPK8fC86gsfZ4lSxAmoe5EJ8ZGGP0JD0oAQqs+6xJnBEeSEeVtxOTUOp9NfO2WW2sd1ylbILIgpWZyqg82EBmbMRmRy2R5UPrxHEiGkZGjZMllokjsBEx5p8/iU4JzzMQEGgzKzBcGR5w1kaJJrz81GLXiuiD/lRtvrmqMmmBA1dQgxKgK3L/zgWhKQgYjobwoDAoxEn7s8UeNYUmhqm2rNo566P965399yx++rW61rEIyVxQ9VTPDaDRSjSlFn8lgMNiwYUu7XCb4JtLc/Oj3/re3PPDAMREW9gCaphGhXq9DhnK4TBT7fe88Qqqb2CrUmFRIvAsawOYLpm8AREZEeZGnBFW0bQRARM+ErQSgXJIz0WZLyPa9/9Pb5uuZtl0X01kDO2/RiuCOMy2SZ9/RRj2IYH3ozKHl4ce/6gaEBgaXKMOVV2x43hXLjgsu8sisTuEUnAW3pcb9n/hbV49KNGBCbVEwBPPRuXjHg+vqpqEhOReda8mFClRKkN5Bos0vuAZadIGOAgmzX9/Z2zN7rnbyqtzgpxB1yvXz4BEz2bClueziTPoo0Yuy3nj9qB7e+shpyzoV0QnotNRrpQMJ1FnO8+i7LkpIsfU02cbnHUO44YF16rohdVeHNDwzsADiFJIUwICTchuX5todD9/+pv91+VM3nB3QW24nFGsUm9sUvnzbo7/9Fj5wOKXRMoY1mwvWTUGfhnvG6R0pOEHIVjgDxk+tLdlT/BQUgGQryeE4P0o2LpCNx3aYjOtaRmZkiSwvumUVl4ftBz/8mZRgqWHHTWrVYla4JpTjBHCl5ZRaUKscjACKoARSUAIlozTOjPDkMr+tlPlFsuXh0ECJjTwZISUUeU+VzNzi4mjnzkdz780gIoCyUATuuvt+531eFCG1nKFJNZyJ42ixLKulQWpDBSGII3JlbR/9+Oc++rHrF+Yb7/tRyQzVcLBmatJSNTXhU1gqskar+V6HDx58Ynrjplhbr7u2DjI7X/7Sv/vNx/YccY7blIjIUapH890i9oroZNg2x5MuEqo8h1F0jgFt2irLBWibZui5clQ5qR21wkEoaGw0KjMyL2rjWZrfvm7VTdoyarJOYhxcfOBDn35WHWvAQIGE2LWUBS5GrU6SRwiNwwKFYBxHgx2f+NvrfvSHh5N5AdLM4znPOuPVL7t15129SsikytAIwaQTZCLgwRu+evYddxfXvQSOUCICBMSH9vMj+1mrKm8DTwxdEMn74rV1cxNTj0xlV1zz3JKzLigZJMOJr+9Y06QJcIIOcwxABZOSL7Puviy7+KUvGWfvUdABMErLX75tKqSWtPaIzIGlTM63+XTbTMKy2MxboMJy8IzSoRu/vvWnXlqmaL63Klw9E7sVEUU4wgS4gdbUZG2NNtz1m3+wZvuuMyenBkuzmeUNUmltxrzm8JETH/jE8U0bNvzW64ucavg0rCf6U0nSU+RbGv/IyqYMNWMoA2ZG0HFKcbKUbitDYxm0oqEkgmOQrlTWCQSDEpQNwFihTKAIIzNt2iTOTfXW33ff7o9+/KZffvWLUmq9ZC1kOBr2u71RpaDENpZpEsGMyE4V8ldqVcYwNWIywIzieLYaATAhsEUbLo/AuVrgTNRCbGOv6LVl7Tlrm9H27fdf/dzzklruvAHEJMDNX71TuFAbWzhC0pR5ApkphdaqUrMZB7amSZ6dE/fev/zYiWOjXm89UZ5SI2KO2rlj+ycnei950WUXX3ThwsLCV2/62hMHDm9ev35hYeh8tx62k52JheXjfHTus5+58Rd/4TX9rlx8wXl/9sd/VDcE6po6J3Weh0Fpf/4XH9y1+4BQZ1AOiCh3BG3WrZ3+tV/95ZnpibH5hMzYDJTWzUx2cj7lW2B6RmyFGii0FXFqctu97aHZoejBPqJIEq8sKcpp01ubuaViWHnjiDhCS+J7Mcw/tgdLC+XUphlAiOCtuOJim+ymxRM9Q22kBDbKI3VM19fh8E23Puu6F4ITMiGggJa7j05HCQjwPBGpiupZuuaylkcJGy65GOvWdMDUroxbz3Y+ugnE5VIXPF8uu1zCqOmgaDVbqsPm885HhtphmW0G0WmcO7C/6+ICpWGhCZJAapzWzvjDx7owE07OzGnrYtJm/vATW5vSTXQq6Gp49QwghJDgHJCipWoqUwyrg3/y7vTw41tdUS7O1tSWyBrmFkmASWYJ7f6PfnLDCy/PXnAlYp1NT6Ey80+uNCmZGY0FZDVSgzlLbJSgjHQquFphKxrPvIYY2AjGbIxxIAaDsRlAY0cg2GhlUSGBIE7UlIjqOsaW/vI9H3zFC8/devpWBWDQRERCNl5nBrOV+Y7jOj4ExoCyMa38x/ENiSIjsZ3kMaCtalVlqFoLYjNYTFCDmRB7nz2++4lTx8+AmTYtHzm0oEnaNrksTxpozLxJiYSIUuSExkFABMZdO/Y/umtfUUwDrmlaNk2pWjc9efjwwbe8+fd/5mde3inQNLZnz7/6pV/6jaNzVa+TNY1OdqaqMFwzs75ulm++5bbf/I3XAJiamvrhH36JnEzQVaMTVwZ85GOfqsqBiTlyMSbOMgF3svw1r/rBfvENKwWvqGhgQkrGbGb2zdsjfGvrrUnJUCO55erBv/rMWYs00XAgVngfpKhFkW15+cu2Pe/K1jnAksShb+DDhrradmB2cOvtHmGyRhahEnDhaVsufVayJoOxWSIokCs8wplKs3//NTo6m9jGttHOIKVbHuiE1Aob6ZpGO9F8RF5SBrbe5Ate++q6W1CIGLWI5YFDu4YP7OyXpaCEhIGVyIiRuhCX6FkXXdY771xLtUqMaGi0uPy5L04cPN6NjXIgS0XSPIGA9Iprs8kpB67IQpcjmkUeHi/KhX2PYvvdvVALwir1PJNEMEICEiFkVDjog7vv/tlf3ffej26o60bLITfI/KE8H2a5F+9VEUY+DIt9++/8rbfNv+sj2ZLWmuaLU8XAk+xDCeNqIyVDSqRsiS2IRbbEFslO2hZWbiuRmCQhHd88zEMzrLjkWeHJAAObEbWghqgxVN4TgKpsOp3pPbuPvv3t75qbW44JZujmk1UZyByrsDIbWImMDR7ASqVeCSpkzOZYRcaPRAAi4Rubmhw/eiQTZ5ZArfggnDwUKTrm0LbeuXvvuWduvhov86hJYR9+/23lkGPjGDlBzIwFpqoKoU5s3PJC08ZaAV9kozK97W3vLCs2zWLLwq7o5N5ZvTz7v/zqm179b3+gcMEh5lKee9bUW9/yG6PFY81wgZOGOrLPBqMakEd27Xli7zwDuUCsJW0YDVlNVmsoC2cW29yxI+oWPe+8Rc19Eaqml8Gj8Qge0ZmKqZhpVAKYjABN+s27uXxrbBVCYF1GyQePDW558LyRnN7SaQM5d4nPG/C5Q+bc45XXuR+6+tBadyQL85NYmMKwp8TN2iYcvv9eQ4WEkYuLmcMkd684d1jwUHQpx2LHljoYejSI+aj0+08M9x2K4/OFgJaqB/eUcZm6uWoaWl0XXHf8iDQV3f6FZ3ef/+x5keABn0Zh7mO3Xz+y0YAr1+8f983SJJ3IYtvNYzdfdPbsl/2ArulTRLcupxFkfrDzfR89o2rXpjTTpHWVbhymTY2ui9AfeUFnzQzALdQ5KVLKxUiCO3gUN2zHkYV8VWV/ZohwgihYpgSk+/7sL/XW+88cRgnNyIWUZ3UMi9P9klkSCiMSzfsybUkeeGz729618PmbIDLHK+saT17fY1c2bKwyMdL4Rkh4inZlwDjnW8n6xJhMyBzMwVaMoycF2/GzxnuMRKLQ6WYhtm3b9vsT5Sioyvv/6sOP7jokAmG0rfaKPsAEIRAbMQjjv/ykMj7BsQopiwmZsAlofNX+hrB24sQJ55yZEqvPzHvy3gksd76uqhTTnt17jh45uuILMIXh3f/t/YKuJtftTqdomThSMwVMhLK61oW5UZb7YTMCsGfviTvuuMu7jpNCJNOk1WgYY33Wmaf9h9/5lU4uuQOjho26Bb7v6suefcl5U/0ug3LnQlKXZWXVlmV98823mQEGEWNqUlxEWnQSSBPD2qrUFDPvy+Gw4wsGIUFIQgtGw6gZDVMgUiIjxBRiaGvAvPdPW+77FjDdteTPh5u7886tNjSM5jruQN8fzXiIUYnZdmoCF1+BV/zoMe8vKjZuXYxc4oiXg718gGZ47/0z9eDxHkRlpulilLsrvu/xfm+uWxROzhnQ5bPo5hP7spKz+rTShtuP5MG1gpJbLNyvu289G9JtqElrlnudtombh7pR02HXbHzty+K66Q46y8hCRr39dt1bPr91cfHcKDa02XxybTOzdQ5n93vz5YF9m13nF/5NwoRFLYs+EvCVe/L7Hi8dP95xwfxmWT80299JR3th4szz5GXff1c3X8o6WRCwDEQnGr2ykoMf/gKS1RyBiEbRAAnBLEINAdoiAgm2ymZPh9IDBXLViPm46x7+1OeeMxz2mgXWRS9aZmlYGOpdPTpeUtinXLvT2+GWQ8WGvdN9C1q+/zPFY49vxHCAah6hTYTkWuRDCLUoSmNo6Yk0H1nRcC9wEeHtpAJCpzZjO2VSJE2cVEJ0jXGjUoMbAhwgCImR3FCtr2nS4A2uHhWkk50+LdZPuCJlxdr+xgs+fv0Ng4gAZN0wqo4TAhlgYuDxTFolVQAcTVqwKmJiNnIqZNIkGVGaNCtsZVfLaA4tZFBa0k7O0+VibEPSji7E4wNdKCbWLCxnals//ZkbmdUw8uIP7lveXc4Ns2h5OxgdzVxgMTgf2I+SJYmdLOzbey+s66ivwGN7H57ZvLaldqlegtOgsT8xLdz5iVe9lERdJmbcNnAyZdbLst613/9Dg7ZqpQ6+9tRq2/Q6PbH8C5+/kU4RCeXOr2e/yXQN5xOJku/kTta1deEzNZkzamLriZlyAJPABNAbd00C7Hwm3uVFl8iN73lGbMXIhBB16b77mmYU0KTYZuOQzXWCdNedeRaEMTWxZvOmwajsBFkX/VSp/SatN9c8vBePHibAKcEIebHhwmflp21iJbfUpCYO2UbVoENZ1dYpxdEjjyJAGIXGfTfeHGNISKqJCRyaXidfqpcNebZ2/Yarr2yco6Q5oJzmP/spN79ERgokMlEjwEOGg5Kkt/ni89k5J0KTXbOEtt3+mb8jmKVAKZCXYTVynKessC0bN2zZtuY5l3fWzHhlrs1aBVFjKQB75w/v/btPO40A4BgCBca9qifXhK70R63imys2gBIero9nDe77g/ecvpT2xcH+abRFXtWVnGMAACAASURBVARMNrQuZufWPbXi2GRn6Yy19UuvoDe/6rJ3/vq//i9v/pE/+f01r7h2cfaw07pIbT42D6ST5+hJFZ0MrP+0E8roScYuxyxt0zhhcShHw7Ksb/jSVw4dPGFAXbVFp39yWf0PXa9iDOMSvqoyM0AE8t4zk4h471PSL3z+S8tlqaCYbMeOezWEGIIT6RSFaooxmiXAmNkMRhgOR2bmvRhw+PCx+fl54hUGYOaUkqpefvnlnQ4DRDR+ohGBGBdffGGeexZWiyAa/yqmuLS0VNffLRnhW3lQ5eCgGJQH79zhJLBTtbYAsVLtO3OdzvQlF6Kbo19MX3DufAoZsg2NWz/CmoipECcOHccH/24akGQIEWb+7G3bfuD5gGxBNzNe6tgojTpkrtvR0CzcfT9GI4qNX1p+5OOftxRHSMkCQYvYeqjBL0GnLrkEZ58VuduFdKC+Gt3+sY9OLSx65SFQO/MKNhQqbRWXi3ztC65ApwNC5SCq/vHDu++8iy140kxVCS2ok08sQdZdd03Rm8KVl8q2zaRStOQpMzNFGom2Pm6//nOyOIgpKqnJSu1yZZPC8VpZZat/HG0KW7tr+0fn9ZaHJiLE5+p8ybQsUPJrGuo2U83kltNf9sPX/vf3nvOzr3rixK73vvs/v+8//u4n3vJ7X/7Iexe/fEv38eVOEhcaEYIiBjXwuLffaOyYtO/A8mADqqoyS5dddmmnk5GlTpFNTqzZt//wW9/6zhixft3W0SgA4yvm/xCqqmRmZk6anHOm0NYy8Uw2JjLHbueDux57dB+Qichtd9yTUjJVITBBGNBEUIM5z2ZGzMePn2BmJhBw7NhCVVVOZNyLx8yq2ul0zjnnLACq48YolXGTk9nllz/be2EyszRmbQApphMnThw9uvg9xFY1gdvQ3HQbDh501NZSgkORlBMtgI7leXbReanjKhfpigtO9PIWIolcJFIaYXmDk/s/9Dfu4BFuWpgqU+343Ff9qzrPcyu8onTKAg7Rcm7T0D9x0B7ayakMjzyW3/e4MA0KJCgsEjVcVt3+9BHn9bprGvYJHmpclYuPPGT798+0lUu80KHaIU/GCgdWyuem+2uufg6MYooDSwXcE1/ZcbrraCgtVgVSk6LLu7Bs6IqpV768cYZnbZh+yVXB55l5VhGIT2i13lD4zoOP645HhDgBNa1MSUYa+x7VSJV0dfzo02eCkopI9Lmv+72zT8ho4LChobWzkdU1/f7AuVKKh668ctsf/58L3/+S29/57nve+Hv4+NdeuHvxpUfClceqTY8dPv7ODx3+F28c3fFglxzFBEHuOMGUCQIysK1sX/RPATtpqF75mjQR0ZrpiZ/48VdWo2Wkuqpjnk184XM33XLzXSFlMYxdl2akRmr0DK9ai4vLKySS1DnnWGC0ft26badtEVYvbEZ5MXHrrXcbspiwfccDjskLa4qhKc8+83QWU1WsjGFQIjly9KipNW0CMBqNRCSpikhKycxUdWpqanJyMimcnNrFfKV8MTmZOSdqiQgwExFVBWEwGCwvL38PsVUCZHn48Ic/NbU8Iq4rGhHHLKp32Yjccrc7cfEFA8ZiIb2LzzmxvrvA0oAq1qUsLZI2qaKl+Qff82EC0OUorgL7Z188cfGFQUOBzGzsf9NB0+SgybmF3Z/5W5TLC7fccdZCYGhZmDIEWqOeMBrUbXnmaWte9H0N5TnARER64sZbTkspQynEyzk1TvOkzkCQxnf9JeevufwikDCzI0ad0ld39JbLrme2kJkZoTYb1nVvw1Y89zkDz/Wk2/KyF8ZuQWALmqkrlLxpb3n4rKOj8sbtVNXEVANxxaI91kktwRS6Glr9I5mg4YnZu/7gXYuHDutzz1z2msEF53LK150INgiL//qay7d/il/18uKMLbXz0wO7aL68ZD5OtQvTcTQ1GmwbVL39T+z/m79Dm8i+sStkAEGIADbjfyLV8FSIPCYdIxSdDijNnjj6pjf83JnbNiHVqmbmJvprP/DBL3Ty6YnJ9WNHwcm9Kemba1vfCpaWhmYruZiIWIKGuGn9+vPPO0skxdSomnO9HXfuBPDgQ4f3HzyeiyOoafCOn/+Cq01XvK8iZGZENDs7ZzBmVkNd1c65cZpJROPYynvf7+Xjw1VLznmDqSUmChG9fg+wMa8R0fiFhRBijN9DbCUABqO5+x7spSgOnLEhsZoIJ5GYZTw9xQgFXH96os1c6RCEWsNQYt13y1Kvm5k89qWvo62DszhukxBfXHTuIijz3UIpwZD5um17WaeTmkP33oXhUvP43vUJptoyjI0NQ0aPsoVYllvXydlbC+aOrpyo9ti+aaUGLcBBkAhOjQwJbpB5OX2LTk8hqDIXiJido4PH2rnZbpY75ywpi1ShHaHtTU+hkzNigHW2bIAIjxMMVYNlmeO63qSshw5jYRGqQWN6krShhAS11d1T/1E9RvHo/vj4gROH91/woiuHsHm22Q4xuR782s76zi+98hGSY5BzXvyia1/3U7Mzrucmk7Ugj3W96BM8EgwHj+PEHAQwhFFgcDppTBDDd+pSYcSMFJOmuO309Wefua3fzbMsq+u2auyeu3dOTW1oGz2ZCerJEt8zeTlNE05NcyIiJhbiNdPTmzdtKArnBSxSle0T+4+OKuzcubuqWuKxeUPz3J9+2taUIlkiGBEZAOO2jcLiHZmtyGGE8SSpFbZKKY0tAGor3wMWYwQhhJTnORGpruQNZsb0XT3Nn/6f2UmMf5zQavGuu3tH5/tJy7apNBLENFq0qPHZl1zCkk0O6jV12DSxcZ3LnDDAuc9IpEXMicv5uTUP7A47H2gQFehZrir+2qv3Zm4I7taWMQ8sMnsh63NcevCB6vNfoAd2emuY0JopszOkLrcx+ZmtW370B4frpm2g3IAZOLif73jIDwdDp2DH3sNUUnKgZSdHJzvX/tq/b5CDHSfthlIffKjctXujFKmuWihApGSOi6y38azTUTaTc6OJpoErzjltawYqJIvEtedlCpZBOT6+/U5UiWNbsNNTLj0jXRngCFqtCT79uRX2fPJjZ1dY/syNz37Ji/TaC/dOWS3MyZVZb/O/f217zQs2ttjasFWQl14784Yf39WNQ7K5TjreLOcplHEw56u5e3airceXI++8Aw21SYRcvLZhTA/jbKXX66kqgJSefHoDQEopy7KU0ngRAogxtm1LhJRWHnTKCm9gIwopsmA4WKxH1Rt//tWpGZTNKO8UzO7EicHf/92XiqJnAEiVVAkKfmax1XBYikiWZc65qqocCyum+p0XX3vpcHDc5xZCy1IcPDi7d//sF2/4ajQXm4ZJgXTZxReevm2DpprZgBRCawZ27vjxE6oaogljampqzFJt24YQxm9X27ZLy6M8ywjMLABSVCdeFaPhaLA8AIhZRKSqqqIoQgy9Xm/t2rXfnXPn6b3s42LEKcJyo+Xjt92xpmpzw6yhmCrytnC1KCgzXdq9e9/b3rFgBIvbIL19xzshZWnc2wAAPpkYztH66O23z1xzgTifJSHfW//8K29a399SUrGwZDkNyQod+1Pi2jY+8L4Pdx45sh7GxqyqRKIWEg3Jj7ZuvOLnf/oQbDJjNOCiPfLlm7pPHOnCzfYoHzmuW0rJsTDJgYwv/bmfxLbTDBlEEBVzc7s+9nFZnO8wBlXjcg9yLnFkq6ldum/H3G//rlUeM/m6NhYHDhFiSrFxaNxYv7BWrF5YWPz4Z6Z//XWSOcCnlBgEIgUrmMbzm1bjq28mK6+33HfrtfXC1B1z+z/wt5f+2s9++fffHh86MmocvfTyNb/xKrhspgZOtNiYLedh4+tefv173j1ROd+mHMgjL+W6mGu2NNLBYhLzBhicouDCQG1dF+KR1Dk3zlCY2aKFgOxpNom0pmkAXpn9xmRmnU5nfPLTU9pq2U617VgyS73C/eD3X3PdC6/+/O23p9ASd5n83/z1x6fWTAFQSgCt2LyeUcFlNBqpqp609bVNM9kvNq6fuerKy4jqblfqUfQ+Hw6X/p/3/vWOex6Ixp7JERPp61//c50uvGewwU41IVJIWrd1nk8YMDU95ZxLSswrlUdVXVpaWlwcTE/2AGZygDJ7ZseGgwePLC4OiDpNG51zY7VLmKenp884YwrflW2i+GkDq1OctUJYITYP7+qmSCDOOMEvDYYKYmEfmsH+/Y9/4UuzX7zp0Cc/t+/TX8hGSz1yALyiE6iIyBPyiI621UMP95RyGMZtU5s2rbniov1tyXASAZKMMiStrF4j0j62N2/bGkrGTlkBNprg7qLnrS+8Ev0uj/UKZ2jKA7dt56p0rqhBAZRF82AGNKVBL9t43feh12MVEIsBj+078cADHQcxZUMgGYbowd1uQYUNjux/6BOfXvj8Vw5/8nOP/u3nBrPHIpL3ooTGjYN7Lh3H0By4dTuq1kMB1ZU3jRI4jaWKtEpNT3chDCE4XULsxbj3Q9ePDs/+wOte3T97W7527WFJmO73TZoOsClLuT6hS9WmNTPPe3blMh85j6SMOqNhps5Sa3Fl50cF0ngSMjiZEOtJxYeYx8JKVT3lYvwUHmIGrSg7MUbnXErgldK+PmXsJZDneUqp18lTDLD251/3WpLEnnq9TkoKlqqqjFYibSPYylCXb79y2rbjiC9pYmZhErLpye7atdOnbdtYVUvihMlFtdtv23H8xBwxk6nGsHHjxquee0WRswgBSuOeRyIzi1HrumYCgG5HxlRIJ4+diEIIR48cB6BqmsbvjYSQLOHw4aNNE5hk7JIXETODYWZm5n9+Jnjqm5QSdj02evjRHpAMvj/dBEx1ZoSzOtQTrGeCNi4tnlmOrkh8TtVuQTbQcuS1ZWKjLDEZKzGkGt1zPw7OU1lGQUxQX1z9cz99sCuRc9catyzqiKTxmLC0aanuMy9mIKM8iEHEaG3VmV0/dfabfqoqyxkd76vVxr17l2/ZkZtZlretVbCJQH2SRClZlPO24bkXBOJcXQoJRuX7Phj3POa9moXcFa3zXExIpKYezdVzU1a9IOo5qT1/2GwajsjHEUKkRGZkPFPTuop8ol5Mw7vut927HSIjOSYQgSgCCoES4io1PW3JhjoZ6bbJRvTioX/0f3/XIwtL1/zOr639mZ+cmlyXHjk4EzsHMVzGsoV4TlrTG+HiH/qhhX4vUD5iP9uV0iFLykhaUDUWhRRsxIAp1q5Zw9AEHde5RCTG6L0/cWIuJajquEXQDKordbExMY0nl8QYO52OKphhavwknhrPV4kxOuGUQttWjvkl153/O7/364amqkrnM1NiFoOC1GhlZwU8Q92qIaKxB0pEhLkaDc468zRP9trX/tuqXmbWaCqSHzh4GBASSTHC7BUv/5cb1qMociYlJGKMi3em1LbtaDgaH87mzZtjjCvZLtHYlEBEO3bcEyOYVrZ7MBMiUcV99z7I5FVJxONk4myw5z//+Sn9z2OrJ09qH8dWJ/76Y9nScgZEUBMJyAZlU2kkR5NMk2W5gdKM6ExqszQQh+U+zXexnKNlikytUOWoyWrdexA33Io6VYTEYMjUC64+47rnl5ljsw48tZqitTmH4eA0dRrCUgEC5YkBYXAvaP/yi3Dp2SwuD0hOWwlHtu+YPjFklcXQZMgjcz86n6CWMs7OeN7l9cx0zSxK4mV44sSBz1w/E2IbR44dQxqTxsCwfr/LXZqwdmtMGep1SGv72airo5411oqhGzATeG2UdSWtTdSdXzp65w5GUkQet74SpbHIa1iNrf6R4Mpefu11/sTAO55F011q5v/8Y7e85b+Mdt5/wc+8Rjaf6U7oluUTkxXcbft6b/v43Nv+Zsul17RFL1HWsGuE1w/tooU0Mdnrblp/KrZyJIpAhnPOOEuIx3MTiEhPalK33377yTIfmSGEWFXtsWPHx4wAM+ecmjLzunXrmJHSN4vjNBa2iKApptgIiyX8whteecVzL23aaixFY6X2f3LSwzeadr89LPy/7Z1psGVXdd//a6299zl3elOPUqtbU7cEGpAEktAACGwDdkAG4TAYD2CXcdmu2AY7cVwUVUnsVCUeMhIbJ3El2C6cOMEYBxs7HgLGAmPADBKa0IimbvXwpjudc/bea+XDuU9DS0kKVTuVlM/vU78P7/V9+92z7pr2/7+x0aY8wsLMOaX5bLp37y6D3vz6bz33vAMpN6pKxCBHLEYkTMNB/zvf/jYmrK4sq+b2RZvZzovXal6lDAIuv/xy55y2/4VI+6QT0Uc/+tHHHj1JBGaGCYwJ/PjjJz75yT9zzuXFZig3TWNmwYdbbrnl/9oltP+zBoOZ3f3FL620txaIqqbulaOVwUimdYZqSpbnkaRW81kdVANPUSdHAJUJnBG5dYpQm81O3HXvHtUGCO3fsSjOv/SF2x+/lWClL9HUyapo2WIufQmqkiykUlsvZQOtnXvQBEVvhBmaIiakU48/vkSizqYxhqJvRhKR1BRW+lCdc3YNYnjUBk8njh1Lm9sru1bmG9MQwjw2Uc35ItfzlFKVKoVXaG1Omxg5TDkt9wrPVmv2CgcC0FcyRZF18+jRs4CUG6jbWbt62oCw47necUvnXbBaJRF7tJzvs/6+Ld04uXFP/tqHf+Z9OHTO5buPDC7q4baja7c+ku9/YvkVL8Kb+w4sxqJw2XZFEGxltILlgbYnHQFFjomoaJvHzExONOecswKzenbXXXcxv66VTDKzGFPT5Mlk3FYP4iEiOTciMhwORZBj5ucKMiGENJ8Vhc85Eyd2XoGrr776ztsfH4+bPXv2bE1PsXzDY/dnM5vNVJWlVU8gEXZl0SsDYPvP2nfhhecffeS+OpqZcRtD2ZxI2SsPX7BEhH6vp5qe0kklMrV2Xyzn7ET279/nvY+VERMR5ayAEdtXvnz7448fPXBgt+f2fgbVVVw/tX7//Q+IXzZTMmaiKkYnwXl35Mjw/5qKLsOAiASrEQ0NcuJMDbCNGG3u6u17P/RrV33mrgPj8brXcSED7nGTt3Q66aVIDffKkxxqL0mqcUmb4rTWQxN/6JTtnQNm0RVNKoPtnlLviIb5r390/slPrNiWj9YYb6wu7fn+t2/sXUuIUm0bae1CEYfo7bvHFTWW945LNtdDsTL1cy3+4GAYXXMtVf0N4if66M3D6IF573c/PZxvguuVIrgmDvL0kdEk52kJ94mDvfI1r14eD0aP8VbPapr0fu8PB4UUW+OzM9fVpJFsgR7xzfHhMG1VV81Xh3Hw9dFgyPVWoTXThdPh2evsJxRZJh7HHdbJnfIlqezJsfnkF3BivAza9lIHIPNKxbtrCDe2PO9C07NRGuKNr3/g+95472DpcLXST7bht3Q4OevkA2/9wh3v+PCfXveBf3/Re35q5bf+3e6HPrcix+48PMdSdXAciIrZYHD2zG04/vQ5xe3ffzOalX1ZtsK03p2Sr1eySI1rrn7x3rN2VzyrLdfQ5GlKuSkGH/zwH//Aj//CZ297fJx6j56YffxPPv+Gt7xzvXENSt8fGTQ3E89NQc033XSdGTK7hKBwapJly2hm6jQPco4imqvQd3uFAD/pN/j+t7x2VG65cHLcPJ6oTlSqLnEuvFWFrRc5hei9toZglVLMZGqi6i15ZOFMOfHOImoybXLE9lYDGzKPGqVa61qahrG8erZTXnL6nW96OdxRGeQow5kOphlUzFxVv/KGazJZTQiDgshzMwjz1bJZcSrZbSd/qqnnvcCxSssDfM/bbimoQZwhN0wwJgMvlRf+6A/97K2furNRbM+tBu599LGff/+vivSclMFCSE4jr4xGVs9f9+qXUQWO4EwwASRDE5JSDUukHhpU5slVDfUbW1M4dRugGafnnVtxu1RFhIXRoRE84GPEePrpD/3nUWiTWh1GKxMXgAAOfgbSRvfS7mY+H0jfyFc5E0icsZuZNjlX6nIoylne3B5YE/NkFG//b//lVW+8aexzhngw7V32L7v02OP3H0hgahygBgEDcEacLYivUmXEmWl97/7d116RSzcDEmCY0sYjdzxx32Vr4cRkNvNJgw/znIc+at13BV9xUe/IuXBAQO3gkW6/6y/3F6gzyKyX8nJj/WiN1XtkOLXa5wJZBnUYymgzzzM4U18tLw/KWXPSODrLylnF1Wp50Hvw8Qdf+NXbwk03KukMDIdiMYFhhXXK7c+ZrGNl+Iof+8FP/Omne/MqzNb3gmeSpgGbZePMWHMKrja12cYy9hwkxvoTGzbepU05z0G57hexnl1106va/XLvCgOrRbAQsLpKP/zD7/qx9/1sjgkAkwVfCGwynnzkI7/38d/7w37h108d98557wVrJKY5sWWGplgfueDQW9/65qzmhIhMd8zvnpki0U7SRCAJHofO2ft3f/Ld7/0HP7c1mwyGqzGjLURhApBR0+pj0ZPf+4wF93ahNRsZUzt8FFBbcpIZCKyZBOS9WxoOACXw6173uvf9o18+vm0pNf1+P9YENeL84qsuDp6SKYiKomgq2EJBggEP0qZOZiTiWPCen/iR3/+DPzr6xCaY5rM4HC41OW/M6ifGj37Pu97z4pdcfvmLLnno4Qdvv/2OY0+sV5mFsnMlkViuirK/vTF581teGwpYfKYH19ONhUD2DFOwVjXsed41cItSvv3ZxjBOhmhaEIEZjzyu9z+kDFJ4RZFzARMQozwFnCz7xwchj/rbExfUZ2Y1X7IU8819hLJOPc0+RiGSmHnsKiJX1/Xn7+o/uj4/b+Qha9mgYXT48MR8LzcNZdYdJQ+ggJhlpJxROykpuEPnXYzlfZJ5IPAA1fnkn316sDkZkXAms5zglhvjOVkuNllf8tLrHXx77Xg1q9/eSHc/IAax9pPMPNQZlTI8Lmle7KHdy19vpmOx3bSyXlUQWXLFLqFTD997dl9GSb1lQ0aKkaTxBc9nX7v1s5e99Frp5xquAQpuO1aUwV20eo62FTNyhfPP2nv1Jc0f/eVy9A6pl6nJaRIwYwuJo+mQvUcoVocY9k9++YuQJGgsVdrb/wBmL7jpFWuHzmk9i5/SaNcMMTDdcP01q0uDrS1xzpmmHFuflcKJxJg2ZvOiXFPLKYNEoWCYd8JsTZWvv+Gas84aEpkQ1DLoGRM9eipDZCU2IjI3n1WhLN/4hpvf/4H/mI5tW85s0q4vWGvaarRzs4GsVZEB2tsPO/d62MjM1BgGhnGTEFNuFwuIRNUckw80HEkrg1WEYv/+fRvTsXeOiLz3lmrv8uHDB9tSV3ZmmjuLF2wQmB+Pq6bJvpCqsrVVuu6lV/7ux/5YTUeD/ryqvC94ONzV71fV7NbP3fa5r9yZUrOxsbW6slsRNaEchllVw6p63lz30iuPHH4hgJhS8HJ65UsLLa+ndSzbTyt+yiz6G45WBFBm2EIRCEiMaDYkRRMf+9StlyY+VYpXLVPOnGPOSrLdy3ezveinf/yVb745ro5yDqW5ZKaMoBGPPPQ7P/Cu8pHphcmV07nnKgU9MNWNUPj16XA9pz+7fencAwmKrYiChtdfcXxtdXrieOVTO8YggA1JFU6TSCzLsTbRxZe85bvQX1JFT62IEQ8++sUP/uZFya9Mtleo2ITEynZlchVmvnd0/+rad7wpGyuBBX5S6X/9HwfvO9YU0jAqsZnLvQRRm/XcXUP/Lf/4p8Irrj9/aWD9EcbmXWHe6Xwi483P/ot/9ehHP3buuEqcQZmMWD2Pty7Stcf+08cve+W39q67PPmgoLa/lsFzUOiC03NkVqS9nsX60Lu/7+tHj9IXJvtjnRFhBs1iVmbbO/Pm5WvcbPiTN15z2a2/9MsH6qqAn0M+v8qH3vG95/3gO7E0gjhlTiABOfGWamgi9gcPLb/zHW/+wPs/nOoJM3sSVev3B03TGIKxUwoxRSIizSzkhZtmShqvfvFlP/HudwFwDLXIi1YPw2ina54X7VPAjNUgJL0ezPLuZfnut33Hz/3zf1s10RVDPBWwSMmUVInJiEwMpKRKtvDwaVNxSWqJgKxgko3N2byuiXzKSYRSNAp5aVQOB8gNfMGxStdefc2X7/iYiKtmk34RUlOXpV15xaWm1qonF0Woa2uVVJWoVQQ8dWLLiZBBHFK2v/Oj33vXvXd+5St3l6U4CaSYs1pKTYZzw3mjpn5lbaVpmuHSyGDbkw0nUoZ408uv/3s/+e59+4qqzmXPPbkMTYu4xAAr2iVpayVRAIUR0Dbvn+dM0KwVsd/5fhIwC2lGnerPfH7ftKrFN+wTSybOTJlQATRY2XvJldh7qFk920b7Mdytu/bMdu+p9+7HkSP7XnRF7q805sz15uzmriAwDGXCWmPbn/mcJ6soa2FpIOV1Vz5+2aFjvV4loZaQ2CVyiUKtxP3RlCktDU7BeucfKt74mu2lsO4x9wSrHvj939k6cVQUBmITMhaE1lN6A+JefR0u2LtRuCcEpwSYbd75G7+1q06sQcnNPM8CNUJslqNiOAovewXOvYD2nZ9HZ+lZB+JgV+yvzPbuwwXnXv5t32bW8zk0Ukx8qMWz8mqW87bz/rtO4EMf91vzEsntyMNlonm3G/qcfStIlP624+ENV1328z91/BVX3LE6+vpoMPG9EMNw7pYrXsMacu/Execsf/e3zY6fxB2PVUwProRHLj6w+30/dMHPvBdr+8AEJ5lIdoIgBK3bQr/Aj/zg21/32hvPO2cNebo0YLJmNt0UNiJ4H+Z1zc6X/UFwkBzJatL6pde86D0//iNnn70SHAjQFPkp43oQMi3k/dJilY6w0FKhpDky8Lff+Pqlnu8HFsuMTLYw0zPK4LgjDe8WRl2UiCIhkSkZQlCzxX1TA584cTKmijiZNgJDMiE9+5xdIATvYFwW7poXXwaL0Lk1E9LkmW+55TVrqz3P5Ajeu927V4kSqDFKRmpgg5vPahHkBO8oCF188bkf+KVf/O63v8m7jFSxZeM0mY8VuZT2KAAAE9ZJREFU2sTcVEmonGzNS1dUk/F8fGp5SL1Qv/bV1/3Gr//CpZceEEHZk5iqhcBhq6AMahcqQWivojEyU2yVEdme/xTK4dlpri3eVvnYEw8/9NCuKr6w7gOJjAGObLXjhssp/ODgReCRpUXEdARpVRutf8WlL7/tD29bGec1M4XMYWOqTTkom8hjX717bTOPygRfACgHKy+44RXNXzy4Nl0MMNpxhAMJPCdv28P1yeTA4Rvh+oDRrBqURTp28rY//tQuGaS6UQwa+Fqcih9bWM5uknHOVddWkUfEDHUOk/sfHt/98D74I9s+Q8eimWLIEHBWv+vQhdh9lkZpmBlkbN4RGBCPKg0uv/Ec7Fmrm1SXkXhE5aafb3kMawrqvvSZz13y+DHZvZSQF58bBurmgs89YoYRB7e6ZfP+jddf9qtn3/HB39y+64HJ527vnxwH0trxfW6464JDL3jXt++6/IIv/vQ/W+Pd65fvWX3l1Udueln58puSDJ069bnVDV5cGjYj52A5Z4tZdi0VH/g37/2rL97+oQ/99p//+WcmNO73B/NqiyXEZEUZgtfZfL1E7R2fe+jgt3zzy25506svu+TCWKeycAQlYTMlQFNjuQpeQCnmKGBwSnHeDtliVm6m0hvGJh46uPzTf//dv/CL79+eVAoP4id3yL3n9jUysWkmS0G0zrN2J1MoKzdMUTMcgYDxeBzT3AAmhuaSFVofOmeP5tZy3cxw8eHDw4LmqYY30sqTveMdb80pgk0JvRBWloaEY0zVjntFNlhsFnlJTLVzrClefOTQP/0n77vqypd85Lf/5I477iOJVarZvOc+giDNlgumZtyXyhCvesH5b3jj37rlO76lmTf9XjBVkLE8aU9D2DHJWFwy1MiUyFSoTPW8cE4YbPr8vIMdFpayYAIJkOEAznm8sf3EXV97tKo1eOKlxCm6OPdxFrRytNkfhksuw/7V5BAdOCuAxBwBI4TSD264rv79P7ov3turDEU5A433TJfGqTezeti7Z3pi1yc+ffZrXotCFHBzvvTGb/qLj33m7ocf0YV0P9jAyk1s5kUIu1bjwb10/fU0w1KfUJRIevTuex8+cWKfD7y2ciLpzNMkuEZgs+acLZ8PHTj/sitLGqLmgrJS+uqdd94veWvFv3B7qXJ6qq/zENuP5eNB9l12GMuD5HoZmNUYOkUhCZgBrvC8PNw+72BTxUp0Yjr0w8dkcxrme2dFQ2E6wPDEY/tw0eJhBDlDr4tMz5nMEwUDA5F6U8DOO3LVP3wvxglf+Bo++ZmHHrhv6nP5qmuPvOjGrz949wd/7be/ac+RS779e/HO6/P+lYTiBHorc8EYusK60yPh9qlGBpk4IrACavnl119+w0sv39ycf/YLf/WJT3zq7nvu39gab21PfShX13b3er3XveqVN77s+oMH9y0vL8zqQ+EWzxwLgGqCINYveDqfKKgoBzHWQmnQW43NzPGQWIgL0+yLoIrvetvNmxvr//Jf/4og6Y5CqSv0xMmjS8NDhUhreaG5ds6SRhZ2RkxIcXs0CPU8lwOZTOLJE8egc2Zl8qKx8CxeR6Mwn83Kfp+EtLFDBw+88qZrv3zHPSeeOLVv9/IF5553+PAhJhNxs7oRwXXXXPXV2+5gkFLkhRsGqroyBTFIjQBhg8V+6b/vHTff8oabv3bP0V/7jV86dWrjnrvvO/HEuik7Dr0QXvjCC1//+m++5torL730/F7PJVqosDIbYK1CFnZuRBJAxABm8xgces40Nb1eUddJkKrpfHTOru0NlHufx66eGoBImWAOjMwgRIZXxdYmvnAbxhX2rIIzJIJT2yvLDclgF45chuDAaOoYWOFlKq4Bhsh+XtVf+nKRDIoUCre2VvsT4eicEqPHpwrsuuzFCcWmcxlYyXVxfEvvvYcLt0itsGP+Qaw51ZQwKMKBffWugwoAWsL45Il0//1BGU0EKQIQKAlYhI8pin66+uK6VwzqYJy2fZITTwwffhyBcSpBFCFDtH33gCStrLojLwD7HCEGcAU4sGwzMXTYRNzzME6toyfGROUgxy1JU8w8aksF5lccrlZ3OchyFo4Eh9qh6ILTc1SCYF188s48xoCg2l0bpoZZhTjFathaWVqOhMk8bs18swKP+mDOjkvzcyoGNbCJZl8GhBcTNYCUEA0GOIWznUZu++lhwPrWfGW51yTEDGKEVvW7RggAoanMB3KMnb7wjnyCuZMnquPrW4PRSlXnyXTe6xeq1Xy6+eIrD+cYLceytJwgrpeVQXjiifnG1tQgT3ZmqrjxossuEMCiOaIE3Pvo8WiIGQIJmSlTGszQpMsPH2pb0Se3qmOnNjI5mIh6l6XO62GULjr3vDxtQhEAKOPoqflotdeWrnGGYT/FmJwvVWGMr371QRd6BmfwZtJOrvYNqrPO3gUgWwJnAxGcgbOCGCmi8MgZmxtNM8tEXBTF7jXUDYqijUNWVZOi13vWXuGTw9PWcQwpZXbyyNFNH3rMRV2nGOPSoIDCUtq/LzwP+QYyNWRUThNygIUscabmRbyJAdtjxDTfN9SFx272UAa5JJQcVGCihSA1DIWTKL4iEExQizYKVS42jSIVEc3+VA0NM5+2IaMcnIWxczWwR1Oo6xSsEVIgAYp2879NpqWGKWSGtNYU7BmkZllyI1k9OxhUci1pBstQNds/94CM+70GumtiKGXmUg3tA9GSEC/aDjv3TWOdCldyFuZg2UBEOoP4zK59SYwkaU6Us/gxXAPvEFeRqDECwckWm8EV4KEyRYLApCsGnzNaGS/+xgSHSjBPuWQqkkIocp6xzgHXxCKMzPLSmBl5PEoDBc8EzqcANEi9RhDE2l4uwAZKimwQwBOgqRYRM6SUnPMxZWIhbs25CMymEDMQwSCsBoUpP2lnZwIgxsX1ZiMwkzFihPdtuzczqeYIBkGYfYpGxMKLhrPtzMWSppxz6QNnMCgDSVp/GwjgDJww5dhjTwmWMwtHUwrctoK8QjJqxAax50qnDAWiZa/mpTEwYGqctCgsZyNyZgQYMbXBun01C3tYTUyipuIo5eidz2ogUiUWMgMlFWEAmrXVhCEmEFQt50YEJPRMoRh6yv9sJ3zlrEwck7Lj9q4TC+pKy8C5id65mKwo+RuPVtmQMAtWofHQUWZEn2KmkU8A5RQYSA4ECKzdFDFojJmQnMxIZ0geNoAHXDuc9ABSJUJ5NpViAA4AnWTsiqCMHOqKeRAZlUDa20gZ9RyFR7toxe16CMgIrVirQmPD/QLtZodGAHB+8bnZzm2cZoqKNM9Y3hZE0rWCBZgZckawJDpPFOBDj0iBBjDAITk0hACgiS7IFDaFrUHHCAoMFKXCCI00DlkSwzyEI4OABDRQBRG0BAWAMrXqE5nQbTA810ywIUSAkT3ULf4EjAqIsJirgnipmY6935Ceh9ufYPO4PkrL2UItgKv6Mgf6qByCZF5M1cTAKUPbCMC2aGbFuvbeo91Tdw6AaXratWaXc8waU2p6ZUG0s1plrfEfZtubvV6PfNE+hjkbCaWUgkdVz4sgZkm5ZwZNOfiSnt75pYXiVoYBIuA0yc4JPLIgIRvUgcQcZSSXyLgZVz1XwhG8ZsqGTGAxj8yJkoqJEdXELFBkl8zZpJkNQj9nLblQNEw+J2pXnlJKPjhQROtO0catnQLaDDkrMxuglpzIvJqIY2c9ZiZuZ0XUCodWsVYj55xjB7BYwlPWEfzUb/xkWmo7kYugbeEJ5BxFGGa5qWCQcvi8uuy28Lp1UINRJiehAaZAEnGgtQQjaAYAaZc3nGcCkTmghBiQ4BzggdDKkDUZpZOyhxiRFNzrF6AIJBA5KgxxMYpEQOUEvvC1StQ2K1FWGEs2kEc0CDMVaACJEAIzwBoR5ygCFi4OmZwYAKY+CkKBaR114JdLw/oEJlqGYRmoxsRQZrimFUWFlohAAQg8ksLFCg0wbHVenQI1yKOiJJyGDQMMhUtMETIEOzbAm/CTyhyCSIvnpuNZpIQ6w7HAExAdMkCYQR3xmvRcDaS6710DB1WbQQrvIeuSR33tQTOM4QDj1r3mqUzm6c9M+64gX5RQaEziA1IEExGDDJpN1SjDNHgJvjBLqmAOT/8Z/aUBQKaNqbELIqQavSPAvIPmRpxTCEhJ/NOcChVQWAYZoAbeHk9K6RUS0N7pEWLkhAZw7dxsNp8My0Fv2G/lZy1F+ARkAsMM5ptcO3EpWcFl++qEKSMPgiOkQpzmRqHEJrKwXvXOweLiXpI6mAfYOG9uniL45eUVJ9x6jLI4IPXKAGRLRNxmCqbIURtm8T4oSIFKVVrhK+OdJtVzk5sG7R0oRylF59g01nVV9HsS+PkpzJCqNRmN04jaI/eNpBbjIjnaspwEAFZt4Xnd7lUuOv4MIzXBPNdOgkAYTxNwZAOrWjIShphSBny7xCdoAAe4CBCSwwQGWKHag7Sz4sU41MyBLGYSQTYwNU6zZSYByECyUyjzUzM4VWObZyllLmiAAhZiZO8iuG4wIGx7BKBsIzRBBUaQ1Ip8JHNaC8ocosCAEIEMOFRODblQY7hM1DRSWCusC3XI7XzY0P4rOcusBXwXnJ6dWyliAgNctGmVkXlUAAOFApXCKi2kccEpuQg0aTbibUQP6oPCYhk6CYT0ybmbgdvbta2BJkh3SpO2BCJ6pvXpQomBGICpZlokXPw0XSqgTQMXz8qTyYLmHL13gGmOJgNTZWbTDDMmEFHbvVnIYYENrtXHamYx9L2xGbIiM4iNYaRsZETaeie1v0tbLYNMoJJJwQQFqywcmJGTNuxYTR05Mm4tnQmkuf0FM0s7QsOTahCKzCwA5WwAt9IhIKglIssaHfWtdZEg48XpWmrdq8m1NkMB+lT1R08FHnra54apEVNM0TkhQs6pLTABQ6txgW94H5HMLAEZGWgAZbCDj5V6duQZ1CStHbvuMTuNGmJwLqljlxgnNfbZDwCpDZrhzRyoi1YdHWeOdmkEEIXEDE0QgnPGnICmQTVBjhj1u5N6Vru4hmaMG4QBhOuSrdd3YNfmaA4NI3QLoh0dZw4HLIZwAItIDa5Ul4x4fftLv/Krx//7n54VUx274dbpeEyWOZbRn4x6cti78N0/cOgtNyN4FWfiGkL9PDLdjo6O/120ovapYhBnIAGTlJayQmn3I8f7X7nv3Nm4ki5anc5mMZ1hRk1BVGB5kCbrkKYB1SQCcBeqOjrOeLRSoHIoFxZoIGA5BJpHgEdZy9gAsxk6qabTGRc0CYyKE/nYk5oaiM6hEdoDQmvA2RWCHR1nNlq1Rqs9AwMemBmUIag3QpqGJkTk0HXZT2d15s+ahDKHpL3QuOGkRON6oY1RmZ6vL1NHR8f/MloRUADBQAlkCA6VIRfOu+reff6RA+54HhQnumj1rIOrsRaLXShrhPUqjbQHLT24AJcwsgwFullqR8eZg9TMFJwM2QCCp5kgkpaYz49+XY99vVdPPS7oTuo0tnxuWJcb7fvRZqrqCw7Y7j0KXoYNEhZX1vpdtOroOHPRarHBAAUyCBCec6vSmyjOXJ6J6Myf053U6dEKU0VeARAz+eE60MrfrBmKuNMC7DrtHR1nsKAB2i11gNWgGcKmRXaMACVkgea+dl320+nHGgAaRmb01TnVwnN78YiQPSrCoDumjo4zGK2M0Hg0sIgMqIcNyVNjGKeHPnnr0Xvu1sn2SCbdSZ2elLJU6+P+8u6poun5819904FrrwEWq6HbhA109XNHxxmNVm29EoyJyhnYKahCKqKTrfGff3T3f/iIz2Pp7uc+O1ppNs+Itpb98X7Z7C3xsksyemw8JwzNVuuEsrt509Fxxug2gjo6Orpo1dHR0dFFq46Oji5adXR0dHTRqqOjo6OLVh0dHV206ujo6OiiVUdHR0cXrTo6Orpo1dHR0dFFq46Ojo7nwsGMaoMyiPoOc48TfV2xBusbPZvNy2bPRjIsPSvIPSPMGcyel53h/78cW9ne0I0LafnkLK2v9qnvG1hC7OfQrwkFTUvfaTB0dJzJaGUEDWAFAcpQIIAtKqhAA8qOEY4Nt7uTOo2cmrNjGEYw+jmXYZqCQYixI3UcuzPq6DjD0QqYsBbMfkdCzgMMgRs06jcihpBRMz7t27S1xd1hx+f2b1IJLb09fi/qTOjHzaZMBZKIIxiBkbmLVh0dfw3RavH4GZQgQAbMGOKbpdFs967pNI/G9enRyp4ZrUD0N8w0YSvJNDYD8Az0RE6DogAxwJ13REfHX1e0YmBgkGykJAA5ZIC8B1eDG65ZdZKmzbZLp2cWz/zS8DesawUkAiunmThz5y31ly69IInLRIFBGc7Q78JWR8cZhUwVMSMLlNo6cCtr9nkgUlhCHZFyHPafFa3+pnfZWeeiDWaE7NDz04JqKgUYKTgBDEjn0dXRcUZzq6eXc23gGZQ8BzcAyBUF4FyDzrvldDIXwtRfYjIxkgaSAXkyxzRA0UmudnScydxKTZOpKLEt5lkqiw6xAKJGauBuLet0asqZLIAYpKAaZIAHgoIyQDveHB0dHWcqWiWzLWgAAliefL5sJzvIgAFlN+B6juQKKouclJ5W9NniS6OuEOzoOPOVIBtUoQzoooNOMFo8igZY6k7qdNQhy6J99/SWHQO8CPJd/dzRcWYrQUsGgjEUMCIzwEAGWQQsg0PuTupZ0YqMOO/kUKIgBQATZF6cV9GdUkfHGcytyODjToLFBoICEZZhSqZgEIquAfNsGArUOzlUX+BoUQZqdzgdHX8duZWZdafQ0dHx/z7/E6fRgQwYX0jqAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">287<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h11 y6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _8"></span>3-<span class="ff1">13. Struktura <span class="_ _8"></span>zatrudnienia w <span class="_ _8"></span>podziale na <span class="_ _8"></span>płeć i <span class="_ _8"></span>wiek ora<span class="_ _0"></span>z <span class="_ _8"></span>kategorie zatrudnienia <span class="_ _8"></span>w Grupie <span class="_ _8"></span>UNIMOT </span></span></span></div><div class="t m0 xc h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 xa h11 y142 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">14. Wskaźnik  Gender Pay Gap <span class="_ _0"></span>Ratio (GPGR) w Grupie UNIMOT.<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y1a2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _4"> </span>3<span class="_ _1"></span>-<span class="ff1">15. <span class="_ _5"> </span>Udział <span class="_ _b"> </span>pracowników <span class="_ _5"> </span>z<span class="_ _1"></span> <span class="_ _5"> </span>niepełnosprawnościami <span class="_ _5"> </span>w <span class="_ _5"> </span>o<span class="_ _1"></span>gólnej <span class="_ _5"> </span>strukturze <span class="_ _b"> </span>zatrudnienia <span class="_ _5"> </span>w <span class="_ _5"> </span>Gru<span class="_ _1"></span>pie </span></span></span></div><div class="t m0 xc h2 y1a3 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT wraz z podziałem na rodzaj umowy o pracę na dzień 31.12.2024 r.<span class="ff2 fc0"> </span></div><div class="t m0 xa h11 y761 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">16 . Zróżnicowanie Zarządu UNIMOT S.A. według płci na d<span class="_ _0"></span>zień 31.12.2024 r.<span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y762 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">17. Zróżnicowanie Zarządu UNIMOT S.A. według wieku na <span class="_ _0"></span>dzień 31.12.2024 r.<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y763 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">18. Zróżnicowanie Rady <span class="_ _0"></span>Nadzorczej UNIMOT S.A. według płci na dzień 31.12.2024 r.<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y764 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">19. Zróżnicowanie Rady <span class="_ _0"></span>Nadzorczej UNIMOT S.A. według wieku na dzień 31.12.2024 r.<span class="_ _1"></span><span class="ff2 fc5"> </span></span></span></span></div><div class="t m0 xa h11 y765 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _7"></span>3-<span class="ff1">20. <span class="_ _7"></span>Zróżnico<span class="_ _1"></span>wanie <span class="_ _7"></span>Zarządów <span class="_ _8"></span>spółek <span class="_ _7"></span>Grupy <span class="_ _8"></span>UNIMOT <span class="_ _8"></span>pod <span class="_ _7"></span>wz<span class="_ _1"></span>ględem <span class="_ _7"></span>płci <span class="_ _7"></span>i <span class="_ _8"></span>wieku <span class="_ _8"></span>na <span class="_ _7"></span>d<span class="_ _1"></span>zień <span class="_ _7"></span>31.12.2024 </span></span></span></div><div class="t m0 xc h2 y766 ff2 fs0 fc1 sc0 ls0 ws0">r. </div><div class="t m0 xa h11 y259 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _6"></span>3-<span class="ff1">21. <span class="_ _6"></span>Zróżnicowanie <span class="_ _a"></span>Rad <span class="_ _1"></span>Nadzorczych <span class="_ _a"></span>spółek <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _a"></span>pod <span class="_ _1"></span>w<span class="_ _1"></span>zględem <span class="_ _6"></span>płci <span class="_ _6"></span>i <span class="_ _a"></span>wieku <span class="_ _6"></span>na <span class="_ _a"></span>dzień </span></span></span></div><div class="t m0 xc h2 y767 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2024 r. </div><div class="t m0 xa h11 y768 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3<span class="_ _1"></span>-<span class="ff1">22. <span class="_ _1"></span>Średnia <span class="_ _1"></span>godzinowa <span class="_ _1"></span>płaca <span class="_ _1"></span>brutto <span class="_ _1"></span>dla <span class="_ _6"></span>pracowników <span class="_ _1"></span>zatrudnionych <span class="_ _1"></span>w <span class="_ _1"></span>oparciu <span class="_ _1"></span>o<span class="_ _1"></span> umo<span class="_ _1"></span>wę <span class="_ _1"></span>o <span class="_ _1"></span>pracę </span></span></span></div><div class="t m0 xc h2 y769 ff2 fs0 fc1 sc0 ls0 ws0">w Grupie UNIMOT. </div><div class="t m0 xa h11 y76a ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">23. Wskaźnik CEO Pay Ratio w UNIMOT S.A.</span> </span></span></div><div class="t m0 xa h11 y7c7 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _c"> </span>3-<span class="ff1">24. <span class="_ _9"> </span>Wskaźnik <span class="_ _9"> </span>wynagrodzenia <span class="_ _9"> </span>członków <span class="_ _9"> </span>Zarządu <span class="_ _c"> </span>UNIMOT <span class="_ _9"> </span>S.A. <span class="_ _9"> </span>w <span class="_ _9"> </span>podziale <span class="_ _c"> </span>na<span class="_ _1"></span> <span class="_ _c"> </span>płe<span class="_ _1"></span>ć <span class="_ _9"> </span>na <span class="_ _c"> </span>dzień </span></span></span></div><div class="t m0 xc h2 y7f0 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2024 r.  </div><div class="t m0 xa h11 y7f1 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _8"></span>3-<span class="ff1">25. Wskaźnik <span class="_ _8"></span>wynagr<span class="_ _1"></span>odzenia <span class="_ _8"></span>członków Rady <span class="_ _8"></span>Nadzorcze<span class="_ _1"></span>j <span class="_ _8"></span>UNIMOT S.A. <span class="_ _8"></span>w podziale <span class="_ _8"></span>na p<span class="_ _0"></span>łeć na <span class="_ _8"></span>dzień </span></span></span></div><div class="t m0 xc h2 y126 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2024 r.  </div><div class="t m0 xa h11 y127 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">26. Kluczowe dane dotyczące szkoleń w Grupie UNIMOT na 31.12.2024 r.</span> </span></span></div><div class="t m0 xa h11 y28 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff1 fc1">Tabela <span class="_ _4"></span>3.27. <span class="_ _4"></span>Średnia <span class="_ _4"> </span>liczba <span class="_ _4"></span>godzin <span class="_ _4"> </span>s<span class="_ _1"></span>zkoleniowych <span class="_ _4"></span>w <span class="_ _4"> </span>podziale <span class="_ _4"></span>na <span class="_ _4"> </span>grupy <span class="_ _4"></span>stanowis<span class="_ _1"></span>k <span class="_ _a"></span>w<span class="_ _1"></span> <span class="_ _4"></span>Grupie <span class="_ _4"></span>UNIMOT <span class="_ _4"> </span>na </span></span></div><div class="t m0 xc h2 y128 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2024 r. </div><div class="t m0 xa h11 y7f2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">28. Procedury regulujące obszar BHP w Spółce UNIMOT Bitumen.</span> </span></span></div><div class="t m0 xa h11 y7f3 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">29. Procedury regulujące obszar BHP w Spółce UNIMOT Infrastruktura.</span> </span></span></div><div class="t m0 xa h11 y7f4 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">30. Procedury regulujące obszar BHP w Spółce UNIMOT Terminale.</span> </span></span></div><div class="t m0 xa h11 y7f5 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">31. Liczba pracowników objętych Systemem Zarządzania BHP dzień 31.12.2024 r.</span> </span></span></div><div class="t m0 xa h11 y7f6 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">32. <span class="_ _1"></span>Statystyka <span class="_ _1"></span>wypadków <span class="_ _1"></span>przy <span class="_ _1"></span>pracy w<span class="_ _1"></span>raz z <span class="_ _1"></span>liczbą <span class="_ _1"></span>poszkodowanych <span class="_ _1"></span>w <span class="_ _1"></span>podziale n<span class="_ _1"></span>a płeć<span class="_ _1"></span> w <span class="_ _1"></span>Grupie </span></span></span></div><div class="t m0 xc h2 y7f7 ff1 fs0 fc1 sc0 ls0 ws0">UNIMOT na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 xa h11 y7f8 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _9"> </span>3-<span class="ff1">33. <span class="_ _9"> </span>Wskaźniki <span class="_ _9"> </span>wypadkowości  i <span class="_ _c"> </span>pozostałe  da<span class="_ _0"></span>ne <span class="_ _9"> </span>z <span class="_ _9"> </span>obszaru <span class="_ _9"> </span>BHP <span class="_ _9"> </span>w <span class="_ _9"> </span>Grupie  UNIMOT <span class="_ _9"> </span>na <span class="_ _9"> </span>dzień </span></span></span></div><div class="t m0 xc h2 y7f9 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2024 r. </div><div class="t m0 xa h11 y7fa ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela  3-<span class="ff1">34. <span class="_ _9"> </span>Dane  dotyczące  ochrony <span class="_ _9"> </span>prywatności  pracowników  Grupy<span class="_ _0"></span>  UNIMOT <span class="_ _9"> </span>zaprezentow<span class="_ _1"></span>ane <span class="_ _9"> </span>na </span></span></span></div><div class="t m0 xc h2 y7fb ff2 fs0 fc1 sc0 ls0 ws0">31.12.2024 r. </div><div class="t m0 xa h11 y7fc ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _a"></span>3<span class="_ _1"></span>-<span class="ff1">35. <span class="_ _a"></span>Odse<span class="_ _1"></span>tek <span class="_ _4"></span>pracowników <span class="_ _4"></span>upoważnionych <span class="_ _a"></span>do<span class="_ _1"></span> <span class="_ _4"></span>urlopu <span class="_ _4"></span>rodzicielskiego <span class="_ _4"></span>oraz <span class="_ _4"></span>odsetek <span class="_ _4"> </span>pracowników </span></span></span></div><div class="t m0 xc h2 y7fd ff1 fs0 fc1 sc0 ls0 ws0">upoważnionych, którzy skorzystali z urlopu <span class="_ _0"></span>rodzicielskiego w Grupie UNIMOT na dzień 31.12.2024 r.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa h11 y7fe ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 3-<span class="ff1">37. Wskaźnik retencji na dzień 31.12.2024 r.</span> </span></span></div><div class="t m0 xa h11 y7ff ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _c"> </span>3-<span class="ff1">38. <span class="_ _9"> </span>Dane <span class="_ _c"> </span>l<span class="_ _1"></span>iczbowe <span class="_ _9"> </span>klientów <span class="_ _c"> </span>Spółki <span class="_ _c"> </span>UNIMOT<span class="_ _1"></span> <span class="_ _c"> </span>Pali<span class="_ _1"></span>wa <span class="_ _c"> </span>akceptujących <span class="_ _9"> </span>Kodeks <span class="_ _c"> </span>Pos<span class="_ _1"></span>tępowania <span class="_ _c"> </span>dla </span></span></span></div><div class="t m0 xc h2 y800 ff1 fs0 fc1 sc0 ls0 ws0">Partnerów Biznesowych Grupy UNIMOT.<span class="ff2"> </span></div><div class="t m0 xa h11 y1f2 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela  3<span class="_ _1"></span>-<span class="ff1">39.  Dane<span class="_ _1"></span> <span class="_ _e"> </span>liczbowe  klientów<span class="_ _1"></span>  Spółki<span class="_ _1"></span>  UNIMOT<span class="_ _1"></span>  S.A.<span class="_ _1"></span>  akceptujących <span class="_ _e"> </span>Kodeks <span class="_ _e"> </span>Postę<span class="_ _1"></span>powania  dla </span></span></span></div><div class="t m0 xc h2 y363 ff1 fs0 fc1 sc0 ls0 ws0">Partnerów Biznesowych Grupy UNIMOT.<span class="ff2"> </span></div><div class="t m0 xa h11 y423 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _a"></span>3-<span class="ff1">40. <span class="_ _4"></span>Statystyka <span class="_ _4"></span>wypadków <span class="_ _4"></span>przy <span class="_ _4"></span>pracy <span class="_ _a"></span>wra<span class="_ _1"></span>z <span class="_ _a"></span>z <span class="_ _4"></span>liczbą <span class="_ _4"></span>poszkodowanych <span class="_ _4"></span>w <span class="_ _4"></span>podziale <span class="_ _4"></span>na <span class="_ _4"></span>płeć <span class="_ _4"></span>wśród </span></span></span></div><div class="t m0 xc h2 y3f ff1 fs0 fc1 sc0 ls0 ws0">podwykonawców spółek w Grupie UNIMOT na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 xa h11 y801 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _a"></span>3-<span class="ff1">41. <span class="_ _a"></span>Odsete<span class="_ _1"></span>k <span class="_ _a"></span>pracowników <span class="_ _a"></span>zatrudnionych <span class="_ _a"></span>przez <span class="_ _4"></span>wykonawców <span class="_ _4"></span>i <span class="_ _a"></span>podwykonawców, <span class="_ _a"></span>którzy <span class="_ _4"></span>przeszli </span></span></span></div><div class="t m0 xc h2 y802 ff1 fs0 fc1 sc0 ls0 ws0">szkolenia BHP na dzień 31.12.2024 r.<span class="ff2"> </span></div><div class="t m0 xc hf y15fc ff2 fs1 fc7 sc0 ls0 ws0">5.3.4.<span class="ff5"> <span class="_ _d"> </span></span>Tabele w Rozdziale 4. </div><div class="t m0 xa h11 y1594 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 4-<span class="ff1">1. Średni czas zapłaty faktury w poszczególnych Spółkach Grupy<span class="_ _0"></span> UNIMOT w 2024 roku. <span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y11be ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela <span class="_ _a"></span>4-<span class="ff1">2. <span class="_ _4"></span>Dane <span class="_ _a"></span>dotyczące<span class="_ _1"></span> <span class="_ _a"></span>incydentów<span class="_ _1"></span> <span class="_ _a"></span>związanych <span class="_ _a"></span>z <span class="_ _4"></span>naruszeniem <span class="_ _4"></span>przepisów <span class="_ _a"></span>antykorupcyjnych <span class="_ _4"></span>w <span class="_ _a"></span>2024 </span></span></span></div><div class="t m0 xc h2 y15f7 ff2 fs0 fc1 sc0 ls0 ws0">roku. </div><div class="t m0 xa h11 y15f8 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 4-<span class="ff1">3. Lista organizacji, do których należa<span class="_ _0"></span>ły Spółki Grupy UNIMOT w raportowanym okresie.<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 xa h11 y1046 ff4 fs0 fc8 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _18"> </span><span class="ff2 fc1">Tabela 4-<span class="ff1">4. Wsparcie Grupy U<span class="_ _1"></span>NIMOT na rzecz organizacji w<span class="_ _1"></span>spierających dobrostan zwierząt oraz realizacja </span></span></span></div><div class="t m0 xc h2 y901 ff1 fs0 fc1 sc0 ls0 ws0">projektów własnych w 2024 r. <span class="ff2"> </span></div><div class="t m0 x1 h2 y225 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div></div></div><div class="pi" ></div></div><div id="pf120" class="pf w0 h0" ><div class="pc pc120 w0 h0"><img class="bi x7 y11 w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h3 y12 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _3"> </span> </div><div class="t m0 x1 h3 y13 ff3 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="ff1">Zrównoważonego Rozwoju Grupy Kapitałowej UNIMOT za<span class="_ _0"></span> 2024 rok<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x1 h3 y3 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h4"><div class="t m0 x7b h5 y5 ff3 fs2 fc1 sc0 ls8 ws0">288<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0">Niniejsze Sprawozda<span class="_ _0"></span>nie Zrównoważonego Rozwoju Grup<span class="_ _0"></span>y Kapita<span class="_ _0"></span>łowej UNIMOT za <span class="_ _8"></span>2024<span class="_ _1"></span> r<span class="ff2 ls2">ok<span class="ls0"> </span></span>zostało za<span class="_ _0"></span>twierdzone do </div><div class="t m0 x1 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">publikacji oraz podpisane przez Zarząd UNIMOT S.A.<span class="ff2"> dnia 15 kwietnia 2025 r. </span></div><div class="t m0 x1 h2 y119 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y11a ff2 fs0 fc1 sc0 ls0 ws0">Zawadzkie, 15 kwietnia 2025 roku </div><div class="t m0 x1 h2 y119c ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y150a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y766 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y382 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yf3a ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y15fd w146 h244"><div class="t m0 xb h2 y15fe ff1 fs0 fc1 sc0 ls0 ws0">…………………………………………<span class="ff2"> </span></div></div><div class="c xf8 y15fd w147 h244"><div class="t m0 xb h2 y15fe ff1 fs0 fc1 sc0 ls0 ws0">…………………………………………<span class="ff2">       </span></div></div><div class="c xd1 y15fd w148 h244"><div class="t m0 xb h2 y15fe ff1 fs0 fc1 sc0 ls0 ws0">…………………………………………<span class="ff2"> </span></div></div><div class="c x1 y15ff w146 h245"><div class="t m0 xb h2 ydd9 ff2 fs0 fc1 sc0 ls0 ws0">Adam Sikorski </div></div><div class="c xf8 y15ff w147 h245"><div class="t m0 xb h2 ydd9 ff2 fs0 fc1 sc0 ls0 ws0">Robert Brzozowski </div></div><div class="c xd1 y15ff w148 h245"><div class="t m0 xb h2 ydd9 ff2 fs0 fc1 sc0 ls0 ws0">Filip Kuropatwa </div></div><div class="c x1 y1600 w146 h246"><div class="t m0 xb h2 y40a ff2 fs0 fc1 sc0 ls0 ws0">Prezes <span class="ff1">Zarządu Unimot S.A.</span> </div></div><div class="c xf8 y1600 w147 h246"><div class="t m0 xb h2 y40a ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff2"> </span></div></div><div class="c xd1 y1600 w148 h246"><div class="t m0 xb h2 y40a ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff2"> </span></div></div><div class="c x1 ye09 w146 h18a"><div class="t m0 xb h2 y97e ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb h2 y40a ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xf8 ye09 w147 h18a"><div class="t m0 x13f h2 y5e8 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xd1 ye09 w148 h18a"><div class="t m0 x13f h2 y5e8 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1555 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y15cc ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y30e w149 h246"><div class="t m0 xb h2 y40a ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xea y30e w24 h246"><div class="t m0 x13f h2 ydeb ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x140 y30e w14a h246"><div class="t m0 x13f h2 ydeb ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1601 w149 h244"><div class="t m0 xb h2 y1602 ff1 fs0 fc1 sc0 ls0 ws0">…………………………………………<span class="ff2"> </span></div></div><div class="c xea y1601 w24 h244"><div class="t m0 x13f h2 y1602 ff1 fs0 fc1 sc0 ls0 ws0">…………………………………………<span class="ff2">       </span></div></div><div class="c x140 y1601 w14a h244"><div class="t m0 x13f h2 y1602 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1603 w149 h246"><div class="t m0 xb h2 y40a ff2 fs0 fc1 sc0 ls0 ws0">Aneta Szczesna-Kowalska </div></div><div class="c xea y1603 w24 h246"><div class="t m0 x13f h2 y40a ff1 fs0 fc1 sc0 ls0 ws0">Michał Hojowski<span class="ff2"> </span></div></div><div class="c x140 y1603 w14a h246"><div class="t m0 x13f h2 y40a ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y13a6 w149 h246"><div class="t m0 xb h2 y40a ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff2"> </span></div></div><div class="c xea y13a6 w24 h246"><div class="t m0 x13f h2 y40a ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff2"> </span></div></div><div class="c x140 y13a6 w14a h246"><div class="t m0 x13f h2 y40a ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1604 w149 h245"><div class="t m0 xb h2 ydd9 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xea y1604 w24 h245"><div class="t m0 x13f h2 y12b4 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x140 y1604 w14a h245"><div class="t m0 x13f h2 y12b4 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1504 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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