<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.6.0--><head><title>RNGKM2023.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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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y2 ff2 fs1 fc0 sc1 ls0 ws0"> </div></div><div class="c x3 y3 w3 h4"><div class="t m0 x4 h5 y4 ff3 fs2 fc1 sc0 ls0 ws0">RAPORT NIEFINANSOWY </div><div class="t m0 x4 h5 y5 ff4 fs2 fc1 sc0 ls0 ws0">GRUPY KAPITAŁOWEJ<span class="ff3"> </span></div><div class="t m0 x4 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y8 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x5 y9 w4 h6"><div class="t m0 x6 h7 ya ff3 fs3 fc1 sc0 ls0 ws0">ZA OKRES OD 1 STYCZNIA 2023 ROKU </div><div class="t m0 x7 h7 yb ff3 fs3 fc1 sc0 ls0 ws0">DO 31 GRUDNIA 2023 ROKU<span class="fs0 fc0"> </span></div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x2 yc w5 h8" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | 2  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y10 ff5 fs4 fc0 sc1 ls0 ws0">SPIS TREŚCI<span class="ff2"> </span></div><div class="t m0 x9 h2 y11 ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff1 ls0"> <span class="_ _0"> </span><span class="ff2">O Grupie Mangata<span class="_ _1"></span> <span class="_ _1"></span><span class="ls2">......................................................................................................................<span class="ls0"> <span class="_ _1"></span>3<span class="ff1"> </span></span></span></span></span></div><div class="t m0 x9 h2 y12 ff2 fs0 fc0 sc0 ls0 ws0">1.1.<span class="ff1"> <span class="_ _2"> </span></span>Mangata Holding<span class="_ _1"></span> S.A. <span class="ls2">.................................................................................................................</span> 3<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9 h2 y13 ff2 fs0 fc0 sc0 ls0 ws0">1.2.<span class="ff1"> <span class="_ _2"> </span></span>Model bizne<span class="_ _1"></span>sowy Grupy <span class="_ _3"></span><span class="ls2">.............................................................................................................<span class="ls0"> <span class="_ _1"></span>5<span class="ff1"> </span></span></span></div><div class="t m0 x9 h2 y14 ff2 fs0 fc0 sc0 ls0 ws0">1.3.<span class="ff1"> <span class="_ _2"> </span></span>Linie biznesow<span class="_ _1"></span>e i produkty <span class="_ _1"></span><span class="ls2">.........................................................................................................<span class="ls0"> <span class="_ _1"></span>7<span class="ff1"> </span></span></span></div><div class="t m0 x9 h2 y15 ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff1 ls0"> <span class="_ _0"> </span><span class="ff2">Strategia <span class="_ _4"></span><span class="ls2">....................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls1">12<span class="ff1 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 h2 y16 ff2 fs0 fc0 sc0 ls0 ws0">2.1.<span class="ff1"> <span class="_ _2"> </span><span class="ff5">Uwarunkowania<span class="_ _1"></span> zewnętrzn<span class="_ _1"></span>e rozwoju Mangata<span class="_ _1"></span> Holding<span class="ff2"> <span class="_ _3"></span><span class="ls2">..........................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">13<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y17 ff2 fs0 fc0 sc0 ls0 ws0">2.2.<span class="ff1"> <span class="_ _2"> </span></span>Priorytety strategi<span class="_ _1"></span>czne roz<span class="_ _1"></span>woju Grupy <span class="_ _3"></span><span class="ls2">.....................................................................................<span class="ls0"> <span class="ls1">15<span class="_ _5"></span><span class="ff1 ls0"> </span></span></span></span></div><div class="t m0 x9 h2 y18 ff2 fs0 fc0 sc0 ls0 ws0">2.3.<span class="ff1"> <span class="_ _2"> </span><span class="ff5">Strategia zrównowa<span class="_ _1"></span>żonego <span class="_ _1"></span>rozwoju<span class="ff2"> <span class="_ _6"></span><span class="ls2">.........................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">17<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y19 ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff1 ls0"> <span class="_ _0"> </span><span class="ff5">Środowisko<span class="ff2"> <span class="_ _5"></span><span class="ls2">................................<span class="_ _7"></span>...............................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">18<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y1a ff2 fs0 fc0 sc0 ls0 ws0">3.1.<span class="ff1"> <span class="_ _2"> </span><span class="ff5">Zarządzanie en<span class="_ _5"></span>e<span class="_ _7"></span>rgią i efektywno<span class="_ _1"></span>ść paliwowa<span class="ff2"> <span class="_ _8"></span><span class="ls2">...........................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">19<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y1b ff2 fs0 fc0 sc0 ls0 ws0">3.2.<span class="ff1"> <span class="_ _2"> </span><span class="ff5">Polityka klimatycz<span class="_ _5"></span>na i emisja gazów cieplar<span class="_ _1"></span>nianych<span class="ff2"> <span class="ls2">................................................................</span>. <span class="_ _5"></span><span class="ls1">21<span class="ff1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 h2 y1c ff2 fs0 fc0 sc0 ls0 ws0">3.3.<span class="ff1"> <span class="_ _2"> </span><span class="ff5">Materiały i sur<span class="_ _1"></span>owce<span class="ff2"> <span class="_ _5"></span><span class="ls2">..................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">24<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y1d ff2 fs0 fc0 sc0 ls0 ws0">3.4.<span class="ff1"> <span class="_ _2"> </span></span>Odpady <span class="_ _1"></span><span class="ls2">.....................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">26<span class="ff1 ls0"> </span></span></span></span></div><div class="t m0 x9 h2 y1e ff2 fs0 fc0 sc0 ls0 ws0">3.5.<span class="ff1"> <span class="_ _2"> </span></span> <span class="ff5">Zużycie wod<span class="_ _1"></span>y i gospodarka ście<span class="_ _1"></span>kowa<span class="ff2"> <span class="_ _9"></span><span class="ls2">.......................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">29<span class="ff1 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 h2 y1f ff2 fs0 fc0 sc0 ls0 ws0">3.6.<span class="ff1"> <span class="_ _2"> </span><span class="ff5">Inwestycje w tec<span class="_ _1"></span>hnologie w<span class="_ _1"></span>spierające zrównoważo<span class="_ _5"></span>ny rozwój<span class="ff2"> <span class="_ _8"></span><span class="ls2">.................................................<span class="ls0"> <span class="_ _3"></span><span class="ls1">30<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y20 ff2 fs0 fc0 sc0 ls1 ws0">4.<span class="ff1 ls0"> <span class="_ _0"> </span><span class="ff5">Nasi pracownicy<span class="_ _1"></span> i współpra<span class="_ _1"></span>cownicy<span class="ff2"> <span class="ls2">.........................................................................................</span> <span class="_ _5"></span><span class="ls1">32<span class="ff1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 h2 y21 ff2 fs0 fc0 sc0 ls0 ws0">4.1.<span class="ff1"> <span class="_ _2"> </span></span>Zatrudnienie w<span class="_ _1"></span> Grupie <span class="_ _8"></span><span class="ls2">..............................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">32<span class="ff1 ls0"> </span></span></span></span></div><div class="t m0 x9 h2 y22 ff2 fs0 fc0 sc0 ls0 ws0">4.2.<span class="ff1"> <span class="_ _2"> </span><span class="ff5">Bezpieczeństwo i z<span class="_ _5"></span>drowie oraz dobrostan p<span class="_ _1"></span>racowników<span class="ff2"> <span class="_ _5"></span><span class="ls2">.........................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">36<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y23 ff2 fs0 fc0 sc0 ls0 ws0">4.3.<span class="ff1"> <span class="_ _2"> </span><span class="ff5">Zaangażowanie i<span class="_ _1"></span> rozwój pracow<span class="_ _1"></span>ników<span class="ff2"> <span class="ls2">.....................................................................................</span> <span class="_ _3"></span><span class="ls1">40<span class="ff1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 h2 y24 ff2 fs0 fc0 sc0 ls0 ws0">4.4.<span class="ff1"> <span class="_ _2"> </span><span class="ff5">Równość, różnorod<span class="_ _5"></span>noś<span class="_ _7"></span>ć i inkluzyw<span class="_ _5"></span>noś<span class="_ _7"></span>ć<span class="ff2"> <span class="_ _6"></span><span class="ls2">....................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">44<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y25 ff2 fs0 fc0 sc0 ls0 ws0">4.5.<span class="ff1"> <span class="_ _2"> </span></span>Dialog z pracow<span class="_ _1"></span>nikami <span class="_ _8"></span><span class="ls2">..............................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">47<span class="ff1 ls0"> </span></span></span></span></div><div class="t m0 x9 h2 y26 ff2 fs0 fc0 sc0 ls0 ws0">4.6.<span class="ff1"> <span class="_ _2"> </span><span class="ff5">Przestrzegani<span class="_ _5"></span>e<span class="_ _7"></span> praw człowi<span class="_ _1"></span>eka<span class="ff2"> <span class="_ _8"></span><span class="ls2">................................................................................................<span class="_ _7"></span><span class="ls0">. <span class="_ _5"></span><span class="ls1">48<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y27 ff2 fs0 fc0 sc0 ls1 ws0">5.<span class="ff1 ls0"> <span class="_ _0"> </span><span class="ff5">Społeczeństwo<span class="ff2"> <span class="_ _9"></span><span class="ls2">..........................................................................................................................<span class="_ _7"></span><span class="ls0"> <span class="_ _5"></span><span class="ls1">50<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y28 ff2 fs0 fc0 sc0 ls0 ws0">5.1.<span class="ff1"> <span class="_ _2"> </span><span class="ff5">Relacje ze społecz<span class="_ _5"></span>noś<span class="_ _7"></span>ciami lokal<span class="_ _1"></span>nymi<span class="ff2"> <span class="_ _9"></span><span class="ls2">.......................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">50<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y29 ff2 fs0 fc0 sc0 ls0 ws0">5.2.<span class="ff1"> <span class="_ _2"> </span><span class="ff5">Członkostwo w orga<span class="_ _1"></span>nizacja<span class="_ _1"></span>ch<span class="ff2"> <span class="_ _3"></span><span class="ls2">...................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">53<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y2a ff2 fs0 fc0 sc0 ls1 ws0">6.<span class="ff1 ls0"> <span class="_ _0"> </span><span class="ff5">Struktura zarządza<span class="_ _5"></span>nia<span class="ff2"> <span class="ls2">...............................................................................................................</span> <span class="_ _5"></span><span class="ls1">54<span class="ff1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 h2 y2b ff2 fs0 fc0 sc0 ls1 ws0">7.<span class="ff1 ls0"> <span class="_ _0"> </span><span class="ff5">Zarządzanie łańc<span class="_ _5"></span>uchem dostaw<span class="ff2"> <span class="_ _9"></span><span class="ls2">................................................................................................<span class="ls0"> <span class="ls1">60<span class="_ _5"></span><span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y2c ff2 fs0 fc0 sc0 ls1 ws0">8.<span class="ff1 ls0"> <span class="_ _0"> </span><span class="ff5">Zarządzanie r<span class="_ _1"></span>yzykiem<span class="ff2"> <span class="_ _6"></span><span class="ls2">................................................................................................<span class="_ _7"></span>................<span class="ls0"> <span class="_ _5"></span><span class="ls1">63<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y2d ff2 fs0 fc0 sc0 ls1 ws0">9.<span class="ff1 ls0"> <span class="_ _0"> </span><span class="ff5">Ujawnienia dot<span class="_ _1"></span>yczące taksonomii <span class="_ _5"></span>UE<span class="_ _7"></span><span class="ff2"> <span class="_ _3"></span><span class="ls2">.......................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">66<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y2e ff2 fs0 fc0 sc0 ls0 ws0">9.1. O Taksono<span class="_ _1"></span>mii UE <span class="ls2">........................................................................................................................</span> <span class="ls1">66<span class="_ _5"></span><span class="ff1 ls0"> </span></span></div><div class="t m0 x9 h2 y2f ff5 fs0 fc0 sc0 ls0 ws0">9.2. Proces ba<span class="_ _1"></span>dania zgodno<span class="_ _1"></span>ści z Taksonomią<span class="ff2"> <span class="_ _8"></span><span class="ls2">....................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">68<span class="ff1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 h2 y30 ff2 fs0 fc0 sc0 ls0 ws0">10.<span class="ff1"> <span class="_ _a"> </span></span> O Raporcie <span class="_ _5"></span><span class="ls2">...............................................................................................................................<span class="_ _7"></span><span class="ls0"> <span class="_ _5"></span><span class="ls1">75<span class="ff1 ls0"> </span></span></span></span></div><div class="t m0 x9 h2 y31 ff2 fs0 fc0 sc0 ls0 ws0">10.1.<span class="ff1"> <span class="_ _3"></span><span class="ff2">Metodologia i standard<span class="_ _1"></span>y <span class="_ _9"></span><span class="ls2">...........................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">75<span class="ff1 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 h2 y32 ff2 fs0 fc0 sc0 ls0 ws0">10.2.<span class="ff1"> <span class="_ _3"></span><span class="ff5">Materialność –<span class="ff2"> proces i a<span class="_ _1"></span>naliza <span class="_ _6"></span><span class="ls2">................................................................................................<span class="ls0">. <span class="_ _1"></span><span class="ls1">76<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y33 ff2 fs0 fc0 sc0 ls0 ws0">10.3.<span class="ff1"> <span class="_ _3"></span><span class="ff5">Dane kontaktowe do o<span class="_ _1"></span>soby koordynując<span class="_ _5"></span>e<span class="_ _7"></span>j ESG<span class="ff2"> <span class="ls2">.......................................................................</span> <span class="_ _5"></span><span class="ls1">81<span class="ff1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 h2 y34 ff2 fs0 fc0 sc0 ls0 ws0">11.<span class="ff1"> <span class="_ _a"> </span></span>Indeksy <span class="_ _6"></span><span class="ls2">......................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">82<span class="ff1 ls0"> </span></span></span></span></div><div class="t m0 x9 h2 y35 ff2 fs0 fc0 sc0 ls0 ws0">11.1.<span class="ff1"> <span class="_ _3"></span><span class="ff5">Indeks zawartości GRI<span class="ff2"> <span class="_ _8"></span><span class="ls2">...............................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls1">82<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 h2 y36 ff2 fs0 fc0 sc0 ls0 ws0">12.<span class="ff1"> <span class="_ _a"> </span><span class="ff5">PODPISY CZŁONKÓW<span class="_ _1"></span> ZARZĄDU JEDNO<span class="_ _5"></span>S<span class="_ _7"></span>TKI DOMIN<span class="_ _1"></span>UJĄCEJ<span class="ff2"> <span class="_ _7"></span><span class="ls2">.....................................................</span> <span class="_ _5"></span><span class="ls1">88<span class="ff1 ls0"> </span></span></span></span></span></div></div><a class="l" href="#pf3" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1474.380000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1443.480000px;width:445.500000px;height:15.450000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1412.600000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1381.720000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1350.840000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1319.960000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1289.060000px;width:445.500000px;height:15.450000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1258.180000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1227.300000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1196.420000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1165.540000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1134.640000px;width:445.500000px;height:15.450000px;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:161.200000px;bottom:1103.760000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1072.880000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:1042.000000px;width:445.500000px;height:15.440000px;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:161.200000px;bottom:1011.120000px;width:445.500000px;height:15.440000px;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:161.200000px;bottom:980.220000px;width:445.500000px;height:15.450000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:949.340000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:918.460000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:887.580000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:856.700000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:825.820000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:794.920000px;width:445.500000px;height:15.450000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:764.040000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:733.160000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:702.280000px;width:445.500000px;height:15.440000px;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:161.200000px;bottom:671.400000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:640.500000px;width:445.500000px;height:15.450000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf42" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:609.620000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf42" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:578.740000px;width:445.500000px;height:15.440000px;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:161.200000px;bottom:547.860000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:516.980000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:486.080000px;width:445.500000px;height:15.450000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4c" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:455.200000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf51" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:424.320000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf52" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:393.440000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf52" ><span class="d m1" style="border-style:none;position:absolute;left:161.200000px;bottom:362.560000px;width:445.500000px;height:15.440000px;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:161.200000px;bottom:331.680000px;width:445.500000px;height:15.440000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | 3  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y37 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa hc y38 ff2 fs2 fc2 sc2 ls3 ws0">1.<span class="ff6 sc0 ls0"> <span class="_ _b"> </span></span><span class="ls0">O Grupie Mangata </span></div><div class="t m0 x2 ha y39 ff2 fs4 fc2 sc2 ls0 ws0">1.1.<span class="ff6 sc0"> <span class="_ _c"> </span></span>Mangata Holding S.A.<span class="_ _1"></span>  </div><div class="t m0 x2 hd y3a ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3c ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3d ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3f ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y40 ff7 fs0 fc0 sc0 ls0 ws0">GRI: 2-1; 2-2; 2-3<span class="_ _1"></span> </div><div class="t m0 x2 hd y1f ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y41 ff5 fs0 fc0 sc0 ls0 ws0">Mangata Holding S.A. (dalej zwana również „<span class="_ _7"></span><span class="ff2">Holding</span>”<span class="ff2">) to jed<span class="ls4">en</span> </span>z <span class="_ _7"></span>największych i najlepiej rozwijającyc<span class="_ _5"></span>h </div><div class="t m0 x2 h9 y42 ff5 fs0 fc0 sc0 ls0 ws0">się <span class="_ _d"> </span>holdingów<span class="ff2">  </span>w <span class="_ _d"> </span>branży  przemysłowej <span class="_ _b"> </span>w <span class="_ _d"> </span>Polsce.  Posiada <span class="_ _d"> </span>know<span class="ff2">-</span>how, <span class="_ _b"> </span>zespół <span class="_ _b"> </span>ekspertów <span class="_ _d"> </span>i<span class="ff2"> szerokie </span></div><div class="t m0 x2 h9 y43 ff5 fs0 fc0 sc0 ls0 ws0">kompetencje <span class="_ _c"> </span>zarządcze <span class="_ _c"> </span>w  przemy<span class="_ _1"></span>śle  m<span class="_ _5"></span>e<span class="_ _7"></span>talowym. <span class="_ _c"> </span>Holding <span class="_ _c"> </span>kreuje  poli<span class="_ _5"></span>tykę  strategicz<span class="_ _1"></span>ną  i<span class="_ _1"></span> <span class="_ _c"> </span>f<span class="_ _7"></span>inansow<span class="_ _1"></span>ą<span class="ff2"> </span></div><div class="t m0 x2 h9 y44 ff5 fs0 fc0 sc0 ls0 ws0">spółek  wcho<span class="_ _1"></span>dzących  w <span class="_ _c"> </span>skład  Grupy<span class="ff2">  </span>Kapit<span class="_ _1"></span>ałowej  Ma<span class="_ _5"></span>ngata  Holding  (dal<span class="_ _5"></span>ej  zwana  równi<span class="_ _5"></span>e<span class="_ _7"></span>ż  „Grupa<span class="_ _1"></span>”),<span class="ff2"> </span></div><div class="t m0 x2 h9 y45 ff5 fs0 fc0 sc0 ls0 ws0">uwzględniając<span class="ff2"> <span class="_ _e"></span>przy <span class="_ _e"></span>tym <span class="_ _e"></span>oczekiwania <span class="_ _e"></span></span>interesariuszy. <span class="_ _e"></span>Celem <span class="_ _e"></span>Holdingu <span class="_ _e"></span>jest <span class="_ _e"></span>budowanie <span class="_ _e"></span>długotermin<span class="_ _5"></span>owej </div><div class="t m0 x2 h9 y46 ff5 fs0 fc0 sc0 ls0 ws0">wartości  Grupy  poprzez  zrównoważony  rozwój,  inwest<span class="_ _5"></span>y<span class="_ _7"></span>cje<span class="ff2"> <span class="_ _b"> </span></span>rozszerzające  portf<span class="_ _1"></span>el<span class="ff2"> <span class="_ _b"> </span></span>produktów,<span class="ff2">  </span>skalę<span class="ff2"> </span></div><div class="t m0 x2 h9 y47 ff2 fs0 fc0 sc0 ls0 ws0">i terytorium <span class="_ _c"> </span><span class="ff5">działania <span class="_ _c"> </span>oraz <span class="_ _c"> </span>efektywność<span class="_ _5"></span>  reali<span class="_ _1"></span>zowanych <span class="_ _c"> </span>procesów.<span class="_ _1"></span> <span class="_ _c"> </span>Dla <span class="_ _c"> </span>S<span class="_ _7"></span>półek <span class="_ _c"> </span>wchodzącyc<span class="_ _5"></span>h  w <span class="_ _c"> </span>skład<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y48 ff5 fs0 fc0 sc0 ls0 ws0">Grupy <span class="_ _f"> </span>priorytetem <span class="_ _f"> </span>jest <span class="_ _f"> </span>rozwój <span class="_ _f"> </span>z <span class="_ _f"> </span>poszanowanie<span class="_ _1"></span>m <span class="_ _f"> </span>środowiska <span class="_ _f"> </span>naturalnego <span class="_ _f"> </span>oraz <span class="_ _f"> </span>bezpieczeństw<span class="_ _1"></span>a </div><div class="t m0 x2 h9 y49 ff5 fs0 fc0 sc0 ls0 ws0">pracowników. <span class="ff2"> </span></div><div class="t m0 x2 h9 y4a ff2 fs0 fc0 sc0 ls0 ws0">Od <span class="_ _c"> </span>kwietnia <span class="_ _c"> </span>2005 <span class="_ _c"> </span>roku <span class="_ _c"> </span><span class="ff5">Mangata <span class="_ _c"> </span>Holding <span class="_ _c"> </span>S.A. <span class="_ _c"> </span>notowana <span class="_ _c"> </span>jest <span class="_ _c"> </span>na <span class="_ _c"> </span>Giełdzi<span class="_ _1"></span>e <span class="_ _c"> </span>Papierów <span class="_ _c"> </span>Wartościowych<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y4b ff2 fs0 fc0 sc0 ls0 ws0">w Warszawie. Si<span class="_ _1"></span>edziba <span class="ff5">Spółki do<span class="_ _1"></span>minującej<span class="ff2"> </span>znajduje<span class="_ _1"></span> się w Biels<span class="_ _1"></span>ku Białej. <span class="ff2"> </span></span></div><div class="t m0 x2 h9 y4c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4d ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4e ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y50 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y51 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y52 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y53 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y54 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y55 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y56 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y57 w7 he"><div class="t m0 x4 h9 y58 ff5 fs0 fc0 sc0 ls0 ws0">Misją<span class="ff2"> MANGATA <span class="_ _5"></span>HOLDING <span class="ff5">jest <span class="_ _5"></span>budowanie <span class="_ _5"></span>lepszej prz<span class="_ _5"></span>yszłości, zapew<span class="_ _1"></span>nienie <span class="_ _1"></span>inwesto<span class="_ _5"></span>ro<span class="_ _7"></span>m <span class="_ _1"></span>stabilnych <span class="_ _5"></span>zysków </span></span></div><div class="t m0 x4 h9 y59 ff5 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _10"> </span>satysfakcjon<span class="_ _1"></span>ująca <span class="_ _10"> </span>dla <span class="_ _d"> </span>obu <span class="_ _10"> </span>stron <span class="_ _10"> </span>współpraca <span class="_ _10"> </span>z <span class="_ _d"> </span>partnerami. <span class="_ _10"> </span>Tworzymy <span class="_ _d"> </span>własną <span class="_ _10"> </span>kulturę <span class="_ _10"> </span>biznesu<span class="_ _1"></span>. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 xb h9 y5a ff5 fs0 fc0 sc0 ls0 ws0">Stawiamy na nowocz<span class="_ _5"></span>esne myślenie i tradyc<span class="_ _1"></span>yjną solidność.<span class="ff2"> </span></div></div><div class="c x2 y57 w7 he"><div class="t m0 x4 h9 y5b ff2 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c xc y5c w8 hf"><div class="t m0 x4 h10 y5d ff5 fs5 fc3 sc3 ls0 ws0">Misja<span class="ff2"> </span></div><div class="t m0 x4 h11 y5e ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y5f w9 h12"><div class="t m0 x4 h5 y60 ff3 fs2 fc4 sc0 ls0 ws0">O GRUPIE MANGATA </div></div></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | 4  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y61 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y62 wa h13"><div class="t m0 xe h9 y63 ff5 fs0 fc0 sc1 ls0 ws0">Podstawowa działalność <span class="_ _1"></span>Grupy <span class="ff2 sc0">prowadzona j<span class="_ _1"></span>est w </span></div><div class="t m0 xf h9 y64 ff5 fs0 fc0 sc0 ls0 ws0">oparciu o następ<span class="_ _1"></span>ujące segment<span class="_ _1"></span>y operacyjne:<span class="ff2"> </span></div><div class="t m0 x10 h9 y65 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9 y66 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h9 y67 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x12 y62 wb h13"><div class="t m0 x13 h2 y68 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5 sc1">Podzespoły <span class="_ _12"> </span>dla <span class="_ _12"> </span>motoryzacji <span class="ff2"> </span></span></span></div><div class="t m0 x14 h9 y69 ff2 fs0 fc0 sc1 ls0 ws0">i <span class="_ _2"> </span>k<span class="_ _7"></span>omponenty<span class="sc0"> <span class="_ _13"> </span>- <span class="_ _2"> </span><span class="ff5">produkcja <span class="_ _2"> </span>elementów </span></span></div><div class="t m0 x14 h9 y6a ff2 fs0 fc0 sc0 ls0 ws0">konstrukcyjnych <span class="_ _e"></span>dla <span class="_ _e"></span>szeroko <span class="_ _e"></span>rozumianego<span class="_ _1"></span> </div><div class="t m0 x14 h9 y6b ff5 fs0 fc0 sc0 ls0 ws0">przemysłu<span class="ff2"> <span class="_ _14"> </span>motoryzacyjnego<span class="_ _1"></span> <span class="_ _14"> </span>(m.in. </span></div><div class="t m0 x14 h9 y6c ff2 fs0 fc0 sc0 ls0 ws0">samochody <span class="_ _15"> </span><span class="ff5">osobowe, <span class="_ _15"></span>ci<span class="_ _1"></span>ężarowe) <span class="_ _15"> </span>a <span class="_ _15"> </span>także<span class="_ _1"></span> </span></div><div class="t m0 x14 h9 y6d ff2 fs0 fc0 sc0 ls0 ws0">maszyn rolniczych<span class="_ _5"></span> i hydrauliki. </div><div class="t m0 x13 h2 y6e ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5 sc1">Armatura <span class="_ _16"> </span>i <span class="_ _16"> </span>automatyka <span class="_ _16"> </span>przemysłowa<span class="ff2"> <span class="_ _16"> </span>- </span></span></span></div><div class="t m0 x14 h9 y6f ff2 fs0 fc0 sc0 ls0 ws0">produkcja <span class="_ _17"> </span>i <span class="_ _17"> </span><span class="ff5">sprze<span class="_ _1"></span>daż<span class="ff2"> <span class="_ _17"> </span>armatur<span class="_ _1"></span>y </span></span></div><div class="t m0 x14 h9 y70 ff5 fs0 fc0 sc0 ls0 ws0">przemysłowej<span class="ff2"> <span class="_ _d"> </span>oraz <span class="_ _d"> </span></span>usług <span class="_ _b"> </span><span class="ff2">pr<span class="_ _7"></span>ojektowania<span class="_ _5"></span>, </span></div><div class="t m0 x14 h9 y71 ff2 fs0 fc0 sc0 ls0 ws0">wykonawstwa <span class="_ _a"> </span>i <span class="_ _18"> </span>integracji <span class="_ _a"> </span>automatyki </div><div class="t m0 x14 h9 y72 ff5 fs0 fc0 sc0 ls0 ws0">przemysłowej.<span class="ff2 sc1"> <span class="_ _1"></span> </span></div><div class="t m0 x13 h2 y73 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5 sc1">Elementy <span class="_ _c"> </span>złączne</span><span class="ff2"> <span class="_ _15"> </span><span class="ff5">–<span class="_ _7"></span></span> <span class="_ _15"> </span><span class="ff5">pr<span class="_ _7"></span>odukcja <span class="_ _15"> </span>i <span class="_ _c"> </span>sprzedaż</span> </span></span></div><div class="t m0 x14 h9 y74 ff5 fs0 fc0 sc0 ls0 ws0">różnego <span class="_ _19"> </span>rodzaju <span class="_ _19"> </span>komponentów<span class="_ _5"></span> </div><div class="t m0 x14 h9 y75 ff5 fs0 fc0 sc0 ls0 ws0">pozwalających <span class="_ _1a"> </span>na <span class="_ _1a"> </span>połączenie <span class="_ _1a"> </span>ze <span class="_ _1a"> </span>sobą </div><div class="t m0 x14 h9 y76 ff5 fs0 fc0 sc0 ls0 ws0">różnych <span class="_ _15"></span>czę<span class="_ _1"></span>ści <span class="_ _15"></span>wy<span class="_ _1"></span>korzystywa<span class="_ _1"></span>nych <span class="_ _15"></span>międz<span class="_ _1"></span>y </div><div class="t m0 x14 h9 y77 ff5 fs0 fc0 sc0 ls0 ws0">innymi <span class="_ _1b"> </span>w <span class="_ _1b"> </span>kolejnictwi<span class="_ _1"></span>e, <span class="_ _1b"> </span>górnictwie,<span class="_ _1"></span> </div><div class="t m0 x14 h9 y78 ff2 fs0 fc0 sc0 ls0 ws0">budownictwi<span class="_ _1"></span>e. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y79 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y7a ff5 fs0 fc0 sc0 ls0 ws0">Mangata <span class="_ _e"></span>Holding <span class="_ _e"></span>S<span class="_ _7"></span>.A. <span class="_ _1c"></span>jest <span class="_ _e"></span>jednostką <span class="_ _e"></span>dominującą <span class="_ _1c"></span>Grupy <span class="_ _e"></span>Kapitałowej <span class="_ _e"></span>Mangata <span class="_ _e"></span>Holding. <span class="_ _e"></span>Spółki <span class="_ _1c"></span>zależne, </div><div class="t m0 x2 h9 y7b ff5 fs0 fc0 sc0 ls0 ws0">które <span class="_ _16"> </span>wchodziły <span class="_ _16"> </span>w <span class="_ _1d"> </span>skład <span class="_ _16"> </span>Grupy <span class="_ _16"> </span>na <span class="_ _16"> </span>koniec <span class="_ _16"> </span>2<span class="_ _7"></span>02<span class="ff2">3 <span class="_ _1d"> </span>roku <span class="_ _16"> </span></span>(konsolidowane <span class="_ _16"> </span>metodą <span class="_ _16"> </span>pełną) <span class="_ _1d"> </span>został<span class="_ _5"></span>y </div><div class="t m0 x2 h9 y7c ff5 fs0 fc0 sc0 ls0 ws0">wyszczególnion<span class="_ _1"></span>e <span class="_ _16"> </span>poniżej. <span class="_ _f"> </span>W <span class="_ _16"> </span>wartościach <span class="_ _f"> </span>pr<span class="_ _7"></span>ocento<span class="_ _5"></span>wy<span class="_ _7"></span>ch <span class="_ _16"> </span>przedstawi<span class="_ _1"></span>ono <span class="_ _16"> </span>udzia<span class="_ _1"></span>ł <span class="_ _16"> </span>Mangata <span class="_ _16"> </span>Holding<span class="_ _5"></span> </div><div class="t m0 x2 h9 y7d ff2 fs0 fc0 sc0 ls0 ws0">w kapitale <span class="ff5">zakładow<span class="_ _5"></span>ym<span class="_ _7"></span><span class="ff2"> </span>poszc<span class="_ _1"></span>zególnych spółek zal<span class="_ _1"></span>eżnych.<span class="ff2"> </span></span></div></div><div class="c x15 y7e wc h14"><div class="t m0 x13 ha y7f ff2 fs4 fc0 sc1 ls0 ws0">Struktura </div><div class="t m0 x13 ha y80 ff2 fs4 fc0 sc1 ls0 ws0">Grupy </div></div><div class="c x16 y7e wd h14"><div class="t m2 x17 ha y81 ff2 fs4 fc1 sc4 ls0 ws0">Ma<span class="_ _5"></span>ngat<span class="_ _5"></span>a Ho<span class="_ _5"></span>lding<span class="_ _5"></span> S.A.</div><div class="t m2 x17 ha y82 ff2 fs4 fc1 sc4 ls0 ws0"> </div></div><div class="c x18 y83 we h15"><div class="t m0 x19 h9 y84 ff2 fs0 fc0 sc0 ls0 ws0">95,80% </div></div><div class="c x1a y83 wf h15"><div class="t m0 x13 h9 y84 ff5 fs0 fc0 sc0 ls0 ws0">Kuźnia Polska S.A<span class="_ _1"></span>.<span class="ff2"> </span></div></div><div class="c x18 y85 we h15"><div class="t m0 x1b h9 y86 ff2 fs0 fc0 sc0 ls1 ws0">0%<span class="ls0"> </span></div></div><div class="c x1a y85 wf h15"><div class="t m0 x13 h9 y86 ff2 fs0 fc0 sc0 ls0 ws0">MCS Sp. z. o<span class="_ _1"></span>.o. * </div></div><div class="c x18 y87 we h15"><div class="t m0 x4 h9 y86 ff2 fs0 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x1a y87 wf h15"><div class="t m0 x13 h9 y86 ff2 fs0 fc0 sc0 ls0 ws0">Masterform Sp.<span class="_ _1"></span> z o.o. </div></div><div class="c x18 y88 we h16"><div class="t m0 x4 h9 y84 ff2 fs0 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x1a y88 wf h16"><div class="t m0 x13 h9 y84 ff5 fs0 fc0 sc0 ls0 ws0">Śrubena Unia Sp.<span class="_ _1"></span> z o.o.<span class="ff2"> </span></div></div><div class="c x18 y89 we h15"><div class="t m0 x4 h9 y86 ff2 fs0 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x1a y89 wf h15"><div class="t m0 x13 h9 y86 ff2 fs0 fc0 sc0 ls0 ws0">Zetkama Sp. z o<span class="_ _1"></span>.o. </div></div><div class="c x18 y8a we h15"><div class="t m0 x4 h9 y86 ff2 fs0 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x1a y8a wf h15"><div class="t m0 x13 h9 y86 ff2 fs0 fc0 sc0 ls0 ws0">Zetkama R&amp;D Sp<span class="_ _1"></span>. z o.o. </div></div><div class="c x18 y7e we h15"><div class="t m0 x4 h9 y84 ff2 fs0 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x1a y7e wf h15"><div class="t m0 x13 h9 y84 ff5 fs0 fc0 sc0 ls0 ws0">Zetkama Nierucho<span class="_ _5"></span>mości Sp. z o.o.<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y8b ff2 fs0 fc0 sc0 ls0 ws0">*W <span class="_ _15"> </span>dn<span class="_ _7"></span>iu <span class="_ _15"> </span>28 <span class="_ _c"> </span>kwi<span class="_ _1"></span>etnia <span class="_ _15"> </span>2023 <span class="_ _15"> </span>roku <span class="_ _c"> </span>Nadzwyczajn<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _15"> </span>Walne <span class="_ _c"> </span>Zgroma<span class="_ _1"></span>dzenie <span class="_ _c"> </span><span class="ff5">spółki <span class="_ _15"> </span>Kuźni</span>a <span class="_ _15"> </span>Po<span class="_ _7"></span>lska <span class="_ _15"> </span>S.A. <span class="_ _c"> </span>oraz<span class="_ _1"></span> </div><div class="t m0 x2 h9 y8c ff5 fs0 fc0 sc0 ls0 ws0">Nadzwyczajne Zgromadzenie Wspólników MCS<span class="_ _7"></span> <span class="_ _7"></span>sp. <span class="_ _7"></span>z <span class="_ _7"></span>o.o. <span class="_ _7"></span>podjęły <span class="_ _7"></span>uchwały <span class="_ _7"></span>o <span class="_ _7"></span>połączeniu s<span class="_ _7"></span>półek. W <span class="_ _7"></span>dniu </div><div class="t m0 x2 h9 y8d ff5 fs0 fc0 sc0 ls0 ws0">1 <span class="_ _15"> </span>czerwca <span class="_ _15"> </span>2023 <span class="_ _15"> </span>roku <span class="_ _c"> </span>połącz<span class="_ _5"></span>e<span class="_ _7"></span>nie <span class="_ _15"> </span>spółek <span class="_ _15"> </span>Kuźnia <span class="_ _15"> </span>Polska <span class="_ _15"> </span>S.A. <span class="_ _c"> </span>i <span class="_ _15"> </span>MCS <span class="_ _15"> </span>Sp. <span class="_ _15"> </span>z <span class="_ _c"> </span>o.o. <span class="_ _15"> </span>zostało <span class="_ _15"> </span>zarejestrowa<span class="_ _1"></span>ne </div><div class="t m0 x2 h9 y8e ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">rejestrze prz<span class="_ _1"></span>edsiębiorców KRS.<span class="ff2"> </span></span></div><div class="t m0 x1c h17 y8f ff2 fs3 fc0 sc1 ls0 ws0"> </div><div class="t m0 x1c h17 y90 ff2 fs3 fc0 sc1 ls0 ws0"> </div></div><div class="c xd y91 w9 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc4 sc0 ls0 ws0">O GRUPIE MANGATA </div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | 5  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h17 y93 ff2 fs3 fc0 sc1 ls0 ws0">Grupa w liczbach w 2023 r<span class="ls5">oku<span class="_ _7"></span></span>. </div><div class="t m0 x1c h17 y94 ff2 fs3 fc0 sc1 ls0 ws0"> </div><div class="t m0 x1c h17 y39 ff2 fs3 fc0 sc1 ls0 ws0"> </div><div class="t m0 x1c h17 y95 ff2 fs3 fc0 sc1 ls0 ws0"> </div><div class="t m0 x1c h17 y96 ff2 fs3 fc0 sc1 ls0 ws0"> </div><div class="t m0 x1c h17 y97 ff2 fs3 fc0 sc1 ls0 ws0"> </div><div class="t m0 x1c h17 y98 ff2 fs3 fc0 sc1 ls0 ws0"> </div><div class="t m0 x1c h17 y99 ff2 fs3 fc0 sc1 ls0 ws0"> </div><div class="t m0 x2 ha y9a ff2 fs4 fc2 sc2 ls0 ws0">1.2.<span class="ff6 sc0"> <span class="_ _c"> </span></span>Model biznesowy Gr<span class="_ _1"></span>upy  </div><div class="t m0 x2 hd y9b ff7 fs0 fc0 sc0 ls0 ws0">GRI: 2-6     </div><div class="t m0 x2 h9 y9c ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _3"></span>rozwija <span class="_ _5"></span>się <span class="_ _3"></span>w <span class="_ _5"></span>oparciu <span class="_ _3"></span>o <span class="_ _5"></span>trzy <span class="_ _5"></span>segmenty <span class="_ _5"></span>operacyjne<span class="_ _1"></span>. <span class="_ _5"></span>Każdy<span class="_ _1"></span> </div><div class="t m0 x2 h9 y9d ff5 fs0 fc0 sc0 ls0 ws0">z  nich  zarządzany  jest  odrębni<span class="_ _5"></span>e<span class="_ _7"></span>,  ze  względu  <span class="ff2">na  </span>odmienną </div><div class="t m0 x2 h9 y9e ff5 fs0 fc0 sc0 ls0 ws0">ofertę p<span class="_ _1"></span>roduktową <span class="_ _5"></span>k<span class="_ _7"></span>ierowaną <span class="_ _5"></span>do innych g<span class="_ _1"></span>rup odbiorcó<span class="_ _5"></span>w. Taki </div><div class="t m0 x2 h9 y9f ff5 fs0 fc0 sc0 ls0 ws0">model <span class="_ _1e"> </span>działania<span class="ff2"> <span class="_ _1e"> </span></span>zwiększ<span class="_ _5"></span>a <span class="_ _1e"> </span>e<span class="_ _7"></span>lastyczność <span class="_ _1e"> </span>Grupy. <span class="_ _1f"> </span>Holding </div><div class="t m0 x2 h9 ya0 ff5 fs0 fc0 sc0 ls0 ws0">przykłada <span class="_ _f"> </span>ta<span class="_ _1"></span>kże <span class="_ _f"> </span>dużą <span class="_ _20"> </span>wagę <span class="_ _20"> </span>do <span class="_ _f"> </span>inwest<span class="_ _1"></span>ycji <span class="_ _20"> </span>w <span class="_ _f"> </span>nowoczesne </div><div class="t m0 x2 h9 ya1 ff5 fs0 fc0 sc0 ls0 ws0">rozwiązania <span class="_ _21"> </span>i <span class="_ _21"> </span>technologie <span class="_ _21"> </span>oraz <span class="_ _21"> </span>rozwój <span class="_ _22"> </span>kompetencji<span class="_ _5"></span> </div><div class="t m0 x2 h9 ya2 ff5 fs0 fc0 sc0 ls0 ws0">pracowników. <span class="_ _1c"></span>Pozwala <span class="_ _23"></span>to <span class="_ _1c"></span>na <span class="_ _23"></span>dostarczanie <span class="_ _23"></span>coraz <span class="_ _1c"></span>bardziej <span class="_ _23"></span>zaawansowanych<span class="_ _1"></span> <span class="_ _23"></span>produktów, <span class="_ _1c"></span>spełniających </div><div class="t m0 x2 h9 ya3 ff5 fs0 fc0 sc0 ls0 ws0">oczekiwania <span class="_ _7"></span>klientów, <span class="_ _7"></span>w <span class="_ _e"></span>tym <span class="_ _7"></span>w <span class="_ _e"></span>zakresie<span class="ff2"> <span class="_ _7"></span></span>zrównoważonego <span class="_ _7"></span>rozwoju. <span class="_ _7"></span>Przyjęty <span class="_ _7"></span>model <span class="_ _e"></span>operac<span class="ff2">yjny <span class="_ _7"></span>sprzyja </span></div><div class="t m0 x2 h9 ya4 ff5 fs0 fc0 sc0 ls0 ws0">budowaniu odpor<span class="_ _1"></span>ności i zdolności<span class="_ _1"></span> adaptacji Gr<span class="_ _1"></span>upy do zmi<span class="_ _1"></span>eniających się war<span class="_ _5"></span>unków rynkowych.<span class="ff2">  </span></div><div class="t m0 x1e h9 ya5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h19 ya6 ffa fs1 fc0 sc0 ls0 ws0">Źródło: Dane finansowe za rok 2023<span class="ff7"> </span></div></div><div class="c xb ya7 w10 h1a"><div class="t m0 x1f h1b ya8 ffb fs5 fc4 sc0 ls0 ws0">1.795 osoby </div><div class="t m0 x14 h1c ya9 ffc fs3 fc0 sc0 ls0 ws0">Zatrudnienie (stan na 31.12.2023) </div></div><div class="c x20 yaa w11 h1a"><div class="t m0 x15 h1b ya8 ffb fs5 fc4 sc0 ls0 ws0">+70 </div><div class="t m0 x21 h1c ya9 ffd fs3 fc0 sc0 ls0 ws0">Aktywność na rynkach zagranicznych<span class="ffc"> </span></div></div><div class="c x22 yab w10 h1a"><div class="t m0 x2 h1b ya8 ffb fs5 fc4 sc0 ls6 ws0">21<span class="ls0"> tys. ton<span class="_ _7"></span> </span></div><div class="t m0 x23 h1c ya9 ffd fs3 fc0 sc0 ls0 ws0">Skierowanych do odzysku odpad<span class="_ _1"></span>ów<span class="_ _7"></span><span class="ffc"> </span></div></div><div class="c x24 yac w12 h1d"><div class="t m0 x25 h2 yad ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yae w13 h1e"><div class="t m0 x27 h7 yaf ff4 fs3 fc4 sc0 ls0 ws0">Długoterminowa odporność i </div><div class="t m0 x28 h7 yb0 ff4 fs3 fc4 sc0 ls0 ws0">zdolność adaptacji Grupy do </div><div class="t m0 x29 h7 yb1 ff4 fs3 fc4 sc0 ls0 ws0">zmieniających się warunków </div><div class="t m0 x2a h7 yb2 ff3 fs3 fc4 sc0 ls0 ws0">rynkowych </div></div><div class="c xd yb3 w9 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc4 sc0 ls0 ws0">O GRUPIE MANGATA </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | 6  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2b h19 yb4 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h17 yb5 ff2 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2c h17 yb6 ff5 fs3 fc2 sc2 ls0 ws0">Segment podzespołów do motoryzacji <span class="_ _7"></span>i komponentów.<span class="ff2"> </span></div><div class="t m0 x2 h9 yb7 ff2 fs0 fc0 sc0 ls0 ws0">Segment <span class="_ _d"> </span>ten <span class="_ _d"> </span>obejmuje <span class="_ _d"> </span><span class="ff5">działalność <span class="_ _d"> </span>w</span> <span class="_ _d"> </span>zakresie <span class="_ _d"> </span><span class="ff5">produkcji <span class="_ _b"> </span>e<span class="_ _7"></span>lementów <span class="_ _b"> </span>konstrukcyjnych</span> <span class="_ _d"> </span>dla <span class="_ _d"> </span>s<span class="_ _7"></span>zeroko </div><div class="t m0 x2 h9 yb8 ff5 fs0 fc0 sc0 ls0 ws0">rozumianego prz<span class="_ _5"></span>e<span class="_ _7"></span>mysłu motoryza<span class="_ _1"></span>cyjnego (<span class="ff2">m.in. </span>samoc<span class="_ _5"></span>hody osobowe, ciężarowe, <span class="_ _5"></span>s<span class="_ _7"></span>przęt rolniczy<span class="_ _5"></span>)<span class="_ _7"></span>.<span class="ff2"> </span></div><div class="t m0 x2 h9 yb9 ff5 fs0 fc0 sc0 ls0 ws0">Do  produktów  wytwa<span class="_ _1"></span>rzanych  w  tym <span class="_ _c"> </span>se<span class="_ _7"></span>gmencie  można<span class="_ _5"></span> <span class="_ _b"> </span>zaliczyć  <span class="ff2">m.in.</span>:  układu  za<span class="_ _1"></span>wieszenia,  układu<span class="_ _5"></span> </div><div class="t m0 x2 h9 yba ff5 fs0 fc0 sc0 ls0 ws0">kierowniczego, <span class="_ _3"></span>uk<span class="_ _7"></span>ładu <span class="_ _5"></span>napędowego, <span class="_ _5"></span>elementy <span class="_ _5"></span>składowe <span class="_ _5"></span>układów w<span class="_ _5"></span>ydechowych, <span class="_ _5"></span>czy też <span class="_ _3"></span>osprzęt <span class="_ _5"></span>silnika.<span class="ff2">  </span></div><div class="t m0 x2 h9 ybb ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _b"> </span>tego <span class="_ _b"> </span>segmentu <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>ś<span class="_ _7"></span>wiadczą  także <span class="_ _d"> </span>usługi  w <span class="_ _d"> </span>zakresie <span class="_ _b"> </span>obróbki <span class="_ _d"> </span>wielkoseryj<span class="_ _5"></span>ny<span class="_ _7"></span>ch <span class="_ _b"> </span>odlewów </div><div class="t m0 x2 h9 ybc ff5 fs0 fc0 sc0 ls0 ws0">aluminiowych i żeli<span class="_ _1"></span>wnych, a<span class="_ _1"></span> także wykonawstwa <span class="_ _5"></span>matryc, azotowania i <span class="_ _1"></span>śrutowania.<span class="ff2"> </span></div><div class="t m0 x2 h9 ybd ff5 fs0 fc0 sc0 ls0 ws0">Odbiorcami <span class="_ _15"></span>finalnymi<span class="_ _5"></span> <span class="_ _c"> </span>produktów <span class="_ _15"></span>t<span class="_ _1"></span>ego <span class="_ _15"> </span>segmentu <span class="_ _23"></span>s<span class="_ _7"></span>ą <span class="_ _15"></span>przede <span class="_ _15"></span>wszyst<span class="_ _1"></span>kim <span class="_ _15"> </span>globalni <span class="_ _15"></span>producenci <span class="_ _15"></span>z <span class="_ _23"></span>br<span class="_ _7"></span>anży </div><div class="t m0 x2 h9 ybe ff5 fs0 fc0 sc0 ls0 ws0">motoryzacyjnej o<span class="_ _1"></span>raz klienci z branż<span class="_ _5"></span>y metalowej, rolnicz<span class="_ _1"></span>ej, <span class="ff2">hydraulicznej, maszyno<span class="_ _5"></span>wej i energetycznej.  </span></div><div class="t m0 x2 h9 ybf ff5 fs0 fc0 sc0 ls0 ws0">Segment tworzony<span class="_ _1"></span> jest przez na<span class="_ _5"></span>stępujące Spółki z Grupy: Kuź<span class="_ _5"></span>nia Polska i Masterform<span class="_ _5"></span>.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 yc0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2b h17 yc1 ff2 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x1c h17 yc2 ff2 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2d h17 yc3 ff5 fs3 fc2 sc2 ls0 ws0">Segment armatury i automatyki przemysłowej<span class="ff2"> </span></div><div class="t m0 x2 h9 yc4 ff2 fs0 fc0 sc0 ls0 ws0">Zakresem <span class="ff5">działalności </span>segmentu jest pr<span class="_ _7"></span>odukcja i <span class="_ _7"></span><span class="ff5">sprzedaż<span class="_ _1"></span><span class="ff2"> <span class="_ _7"></span>armatury <span class="ff5">przemysłowej</span> oraz <span class="_ _7"></span><span class="ff5">realizacja<span class="_ _1"></span> <span class="_ _7"></span>usług </span></span></span></div><div class="t m0 x2 h9 yc5 ff2 fs0 fc0 sc0 ls0 ws0">projektowania<span class="_ _1"></span>, <span class="_ _1a"> </span>w<span class="_ _1"></span>ykonawstwa <span class="_ _24"> </span>i <span class="_ _24"> </span>integracji <span class="_ _24"> </span>automatyki <span class="_ _24"> </span><span class="ff5">przemysłowej<span class="_ _5"></span>.<span class="ff2"> <span class="_ _1a"> </span><span class="ls7">Do</span> <span class="_ _24"> </span></span>głównych<span class="ff2"> <span class="_ _24"> </span></span>produktów<span class="_ _5"></span><span class="ff2"> </span></span></div><div class="t m0 x2 h9 yc6 ff2 fs0 fc0 sc0 ls0 ws0">oferowanych <span class="_ _5"></span>w ra<span class="_ _5"></span>mach tego <span class="_ _5"></span>segmentu <span class="_ _5"></span><span class="ff5">można<span class="ff2"> <span class="_ _5"></span><span class="ff5">zaliczyć<span class="ff2"> m.in<span class="_ _5"></span>.<span class="_ _7"></span> <span class="_ _5"></span>zawory za<span class="_ _1"></span>porowe, <span class="_ _5"></span>zawory zw<span class="_ _1"></span>rotne, <span class="_ _5"></span>zawory </span></span></span></span></div><div class="t m0 x2 h9 yc7 ff5 fs0 fc0 sc0 ls0 ws0">regulujące,<span class="ff2"> <span class="_ _c"> </span></span>zawory<span class="_ _1"></span> <span class="_ _c"> </span>mieszkowe, <span class="_ _15"> </span>zawory <span class="_ _c"> </span>bezpieczeńst<span class="_ _5"></span>wa, <span class="_ _c"> </span>filtry, <span class="_ _c"> </span>kosze <span class="_ _c"> </span>ssawne,<span class="_ _1"></span> <span class="_ _c"> </span>przepustnice, <span class="_ _c"> </span>za<span class="_ _5"></span>s<span class="_ _7"></span>uwy, </div><div class="t m0 x2 h9 yc8 ff2 fs0 fc0 sc0 ls0 ws0">kompensatory. <span class="_ _1"></span> </div><div class="t m0 x2 h9 yc9 ff2 fs0 fc0 sc0 ls0 ws0">Odbiorcami <span class="_ _e"></span><span class="ff5">produktów</span> <span class="_ _1c"></span>tego <span class="_ _1c"></span>segmentu <span class="_ _e"></span><span class="ff5 ls8">są</span> <span class="_ _1c"></span>podmioty <span class="_ _1c"></span><span class="ff5">działające</span> <span class="_ _e"></span>w <span class="_ _23"></span>takich <span class="_ _e"></span><span class="ff5">branżach</span>, <span class="_ _1c"></span>jak: <span class="_ _1c"></span><span class="ff5">ciepłownictwo<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 yca ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">ogrzewnictwo, <span class="_ _23"></span>wentylacja <span class="_ _23"></span>i <span class="_ _15"></span>klimatyzacja<span class="_ _5"></span>,<span class="_ _7"></span> <span class="_ _15"></span>wodociągi<span class="_ _1"></span> <span class="_ _15"></span>i<span class="_ _1"></span> <span class="_ _15"></span>kanaliza<span class="_ _5"></span>cja, <span class="_ _15"> </span>przemysł <span class="_ _23"></span>stoczniowy <span class="_ _15"></span>oraz <span class="_ _23"></span>zakłady </span></div><div class="t m0 x2 h9 ycb ff5 fs0 fc0 sc0 ls0 ws0">przemysłowe<span class="_ _1"></span>.<span class="ff2"> </span></div><div class="t m0 x2 h9 ycc ff5 fs0 fc0 sc0 ls0 ws0">Segment tworzony<span class="_ _1"></span> jest przez na<span class="_ _5"></span>stępujące Spółki z <span class="ff2">Grupy: Zetkama<span class="_ _5"></span>, Zetkama R&amp;D. </span></div></div><div class="c xd yb3 w9 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc4 sc0 ls0 ws0">O GRUPIE MANGATA </div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | 7  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2b h9 ycd ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h17 yce ff5 fs3 fc2 sc2 ls0 ws0">Segment elementów złącznych<span class="ff2"> </span></div><div class="t m0 x2 h9 ycf ff5 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _23"></span>głównych<span class="ff2"> <span class="_ _1c"></span></span>pr<span class="_ _7"></span>oduktów <span class="_ _1c"></span>oferowanych<span class="ff2"> <span class="_ _23"></span>w <span class="_ _23"></span>tym <span class="_ _23"></span>segmenci<span class="_ _1"></span>e <span class="_ _23"></span><span class="ff5">należą: <span class="_ _23"></span>śruby, <span class="_ _23"></span>wkręty, <span class="_ _1c"></span>nity, <span class="_ _23"></span>odkuwki, <span class="_ _23"></span>pręty, </span></span></div><div class="t m0 x2 h9 yd0 ff5 fs0 fc0 sc0 ls0 ws0">nakrętki. <span class="_ _5"></span>Oferta<span class="ff2"> obejmuj<span class="_ _1"></span>e <span class="ff5">z<span class="_ _1"></span>arówno<span class="ff2"> <span class="_ _5"></span>s<span class="_ _7"></span>tandardow<span class="_ _5"></span>e<span class="_ _7"></span> jak <span class="_ _5"></span>i niestanda<span class="_ _5"></span>rd<span class="_ _7"></span>owe p<span class="_ _5"></span>rodukty, wytwarza<span class="_ _1"></span>ne w<span class="_ _1"></span> opa<span class="_ _5"></span>rciu </span></span></span></div><div class="t m0 x2 h9 yd1 ff5 fs0 fc0 sc0 ls0 ws0">o dokumentację i <span class="_ _5"></span>rysunki klienta. <span class="ff2"> </span></div><div class="t m0 x2 h9 yd2 ff2 fs0 fc0 sc0 ls0 ws0">Odbiorcami  <span class="ff5">produ<span class="_ _1"></span>któw<span class="ff2">  tego  segmentu  </span><span class="ls8">są</span><span class="ff2">  pod<span class="_ _5"></span>mioty  <span class="ff5">działające</span>  w  <span class="ff5">różnych</span>  <span class="ff5">branżach,</span>  <span class="ls9">do</span>  <span class="ff5">głównyc<span class="_ _5"></span>h<span class="ff2"> </span></span></span></span></div><div class="t m0 x2 h9 yd3 ff5 fs0 fc0 sc0 ls0 ws0">odbiorców <span class="_ _b"> </span>można <span class="_ _d"> </span>zaliczyć <span class="_ _b"> </span>budownictwo, <span class="_ _b"> </span>górnictwo, <span class="_ _d"> </span>branża <span class="_ _d"> </span>chemiczna<span class="ff2"> <span class="_ _b"> </span>oraz <span class="_ _d"> </span>sektor <span class="_ _d"> </span>infrastru<span class="_ _5"></span>k<span class="_ _7"></span>tury </span></div><div class="t m0 x2 h9 yd4 ff2 fs0 fc0 sc0 ls0 ws0">kolejowej. </div><div class="t m0 x2 h9 yd5 ff5 fs0 fc0 sc0 ls0 ws0">Segment tworzony<span class="_ _1"></span> jest przez S<span class="_ _1"></span>półkę Śrubena <span class="_ _1"></span>Unia.<span class="ff2"> </span></div><div class="t m0 x2 h9 yd6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y24 ff2 fs4 fc2 sc2 ls0 ws0">1.3.<span class="ff6 sc0"> <span class="_ _c"> </span></span>Linie biznesowe i pro<span class="_ _1"></span>dukty </div><div class="t m0 x2 hd yd7 ff7 fs0 fc0 sc0 ls0 ws0">GRI: 2-6; 2-7 </div><div class="t m0 x2 h9 yd8 ff5 fs0 fc0 sc0 ls0 ws0">Poniżej <span class="_ _15"> </span>pr<span class="_ _7"></span>zedstawion<span class="_ _1"></span>o <span class="_ _c"> </span>charaktery<span class="_ _1"></span>stykę <span class="_ _c"> </span>poszczegól<span class="_ _5"></span>ny<span class="_ _7"></span>ch <span class="_ _15"> </span>linii <span class="_ _c"> </span>biznesowych <span class="_ _15"> </span>pr<span class="_ _7"></span>zez <span class="_ _15"> </span>pr<span class="_ _7"></span>yzmat <span class="_ _15"> </span>tworzących </div><div class="t m0 x2 h9 yd9 ff2 fs0 fc0 sc0 lsa ws0">je<span class="ls0"> <span class="ff5">Spółek i oferowan<span class="_ _5"></span>y<span class="_ _7"></span>ch produktów.<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 yda ff2 fs0 fc0 sc0 ls0 ws0">Linia biznesowa <span class="_ _7"></span>- <span class="ff5 sc1">Po<span class="_ _7"></span>dzespoły dla <span class="_ _7"></span>motoryzacji i <span class="_ _7"></span>komponenty<span class="_ _7"></span></span> <span class="ff5">–</span> <span class="_ _7"></span><span class="ff5">tworzona <span class="_ _7"></span>jest pr<span class="_ _7"></span>zez dwie <span class="_ _7"></span>Spółki z <span class="_ _7"></span>Grupy: </span></div><div class="t m0 x2 h9 ydb ff5 fs0 fc0 sc0 ls0 ws0">Kuźnia Polska i <span class="_ _1"></span>Masterform.<span class="ff2"> </span></div><div class="t m0 x2 h1f ydc ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h1f ydd ffa fs3 fc2 sc2 ls0 ws0">Kuźnia Polska S.A.<span class="ff7"> </span></div><div class="t m0 x2 h1f yde ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h1f ydf ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h1f ye0 ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h1f ye1 ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h9 ye2 ff5 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> <span class="_ _f"> </span></span>z <span class="_ _f"> </span>bogatą <span class="_ _f"> </span>historią <span class="_ _f"> </span>i <span class="_ _f"> </span>doświadczeniem <span class="_ _f"> </span>w <span class="_ _f"> </span>branży<span class="_ _1"></span> </div><div class="t m0 x2 h9 ye3 ff5 fs0 fc0 sc0 ls0 ws0">metalowej, <span class="_ _1c"></span>założona <span class="_ _e"></span>w <span class="_ _1c"></span>1772 <span class="_ _1c"></span>roku. <span class="_ _1c"></span>Zajmuj<span class="_ _1"></span>e <span class="_ _1c"></span>się <span class="_ _1c"></span>produkcją </div><div class="t m0 x2 h9 ye4 ff5 fs0 fc0 sc0 ls0 ws0">wysokiej <span class="_ _7"></span>jakości <span class="_ _e"></span>odkuwek matrycowych <span class="_ _e"></span>łącznie <span class="_ _7"></span>z <span class="_ _e"></span>obróbka<span class="_ _5"></span> </div><div class="t m0 x2 h9 ye5 ff5 fs0 fc0 sc0 ls0 ws0">cieplną <span class="_ _b"> </span>i <span class="_ _d"> </span>mechaniczną  dla <span class="_ _d"> </span>przemysłu  mo<span class="_ _7"></span>toryzacyjne<span class="_ _1"></span>go, </div><div class="t m0 x2 h9 y36 ff2 fs0 fc0 sc0 ls0 ws0">a <span class="ff5">także <span class="_ _c"> </span>górnictwa, <span class="_ _c"> </span>budow<span class="_ _1"></span>nictwa, <span class="_ _c"> </span>energetyki <span class="_ _c"> </span>i <span class="_ _c"> </span>rolnictw<span class="_ _5"></span>a. </span></div><div class="t m0 x2 h9 ye6 ff2 fs0 fc0 sc0 ls0 ws0">Zatrudnienie na k<span class="_ _5"></span>onie<span class="_ _7"></span>c 2023 roku <span class="ff5">wynosiło<span class="_ _5"></span> 856 osób.<span class="ff2">  </span></span></div><div class="t m0 x2 h9 ye7 ff5 fs0 fc0 sc0 ls0 ws0">Wytwarza <span class="_ _1c"></span>szeroką <span class="_ _e"></span>gamę <span class="_ _1c"></span>odkuwek <span class="_ _1c"></span>o <span class="_ _1c"></span>wadze <span class="_ _23"></span>od <span class="_ _1c"></span>0,05 <span class="_ _1c"></span>kg <span class="_ _1c"></span>do <span class="_ _1c"></span>25<span class="_ _7"></span> <span class="_ _1c"></span>kg. <span class="_ _1c"></span>Proces <span class="_ _1c"></span>produkcyjny <span class="_ _e"></span>obejmuje <span class="_ _1c"></span>kucie </div><div class="t m0 x2 h9 ye8 ff5 fs0 fc0 sc0 ls0 ws0">pionowe <span class="_ _1c"></span>i <span class="_ _1c"></span>poziome. <span class="_ _1c"></span>Zdolności <span class="_ _1c"></span>produkcyjne <span class="_ _1c"></span>wynoszą <span class="_ _1c"></span>28 <span class="_ _1c"></span>tys. <span class="_ _1c"></span>ton <span class="_ _1c"></span>odkuwek <span class="_ _1c"></span>tj. <span class="_ _23"></span>około <span class="_ _1c"></span>18 <span class="_ _1c"></span>mln <span class="_ _23"></span>sztuk <span class="_ _1c"></span>tych </div><div class="t m0 x2 h9 ye9 ff5 fs0 fc0 sc0 ls0 ws0">wyrobów. <span class="ff2"> </span></div></div><div class="c x2e yea w14 h20"><div class="t m0 x2f h2 yeb ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x30 yec w15 h21"><div class="t m0 x31 h22 yed ff4 fs4 fc4 sc0 ls0 ws0">Zdolności produk<span class="_ _1"></span>cyjne<span class="ff3"> </span></div><div class="t m0 x32 h22 yee ff3 fs4 fc4 sc0 ls0 ws0">28 tys. ton odku<span class="_ _1"></span>wek rocznie </div></div><div class="c xd yef w9 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc4 sc0 ls0 ws0">O GRUPIE MANGATA </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | 8  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">W wyniku połączenia spółek Kuźnia Polska i <span class="_ _7"></span>MCS obszar obróbki mechanicznej odlewów oraz odkuwek </div><div class="t m0 x2 h9 yf0 ff5 fs0 fc0 sc0 ls0 ws0">aluminiowych, <span class="_ _7"></span>żeliwnych,<span class="_ _1"></span> <span class="_ _e"></span>stal<span class="_ _1"></span>owych, <span class="_ _7"></span>a <span class="_ _e"></span>także <span class="_ _7"></span>innych <span class="_ _7"></span>materiałów <span class="_ _7"></span>skupiony <span class="_ _e"></span>został w <span class="_ _e"></span>zakładzie <span class="_ _7"></span>w <span class="_ _7"></span>Żor<span class="_ _7"></span>ach<span class="_ _1"></span>. </div><div class="t m0 x2 h9 yf1 ff5 fs0 fc0 sc0 ls0 ws0">Zakład <span class="_ _20"> </span>w <span class="_ _10"> </span>Żorach <span class="_ _20"> </span>utrzyma<span class="_ _5"></span>ł <span class="_ _20"> </span>również <span class="_ _20"> </span>produkcję <span class="_ _10"> </span>elementów <span class="_ _10"> </span>do <span class="_ _20"> </span>ukła<span class="_ _7"></span>dów <span class="_ _20"> </span>wydechowych<span class="_ _1"></span> <span class="_ _20"> </span>większości<span class="_ _5"></span> </div><div class="t m0 x2 h9 yf2 ff5 fs0 fc0 sc0 ls0 ws0">produkowanyc<span class="_ _1"></span>h w Europie marek <span class="_ _1"></span>samochodów.<span class="ff2"> </span></div><div class="t m0 x2 h9 yf3 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y95 ff5 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> <span class="_ _23"></span></span>posiada <span class="_ _23"></span>rozbudowa<span class="_ _1"></span>ny <span class="_ _23"></span>park <span class="_ _23"></span>maszynowy <span class="_ _23"></span>i <span class="_ _23"></span>nowoczesne <span class="_ _23"></span>technologie <span class="_ _1c"></span>produkcyjne, <span class="_ _23"></span>co <span class="_ _23"></span>umożliwia<span class="_ _5"></span> </div><div class="t m0 x2 h9 yf4 ff5 fs0 fc0 sc0 ls0 ws0">sprostanie wymaga<span class="_ _5"></span>niom klientów –<span class="ff2"> </span>w szczególności wi<span class="_ _5"></span>odących międzynarodowych mar<span class="_ _1"></span>ek.<span class="ff2"> </span></div><div class="t m0 x2 h9 yf5 ff5 fs0 fc0 sc0 ls0 ws0">Kuźnia  Polska <span class="_ _b"> </span>zatrudnia <span class="_ _b"> </span>wykwalifikowa<span class="_ _1"></span>nych  specjalistów  i <span class="_ _b"> </span>s<span class="_ _7"></span>tawia  na <span class="_ _b"> </span>ich <span class="_ _b"> </span>rozwój, <span class="_ _b"> </span>co <span class="_ _d"> </span>przekłada  się </div><div class="t m0 x2 h9 yf6 ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> wysok<span class="ff5">ą</span> <span class="_ _5"></span><span class="ff5">jakość <span class="_ _5"></span>wyrobów <span class="_ _1"></span>i <span class="_ _1"></span>elastyczność<span class="_ _5"></span> w <span class="_ _5"></span>re<span class="_ _7"></span>agowaniu <span class="_ _5"></span>na p<span class="_ _5"></span>otrzeby <span class="_ _1"></span>klientów. S<span class="_ _5"></span>półka<span class="ff2"> posiada<span class="_ _5"></span> certyfi<span class="_ _1"></span>kat </span></span></span></div><div class="t m0 x2 h9 yf7 ff5 fs0 fc0 sc0 ls0 ws0">jakości  ISO <span class="_ _c"> </span>14001  oraz  IS<span class="_ _5"></span>O  500001  co  potwi<span class="_ _5"></span>erd<span class="_ _7"></span>za <span class="_ _c"> </span>s<span class="_ _7"></span>pełnianie  naj<span class="_ _1"></span>wyższych <span class="_ _c"> </span>wymagań  jakościowyc<span class="_ _1"></span>h </div><div class="t m0 x2 h9 yf8 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">środowiskowo</span>- <span class="_ _1"></span>energetycznych. </div><div class="t m0 x2 h9 yd0 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1c"></span>oparciu <span class="_ _1c"></span>o <span class="_ _23"></span><span class="ff5">wysoko <span class="_ _1c"></span>wykwalifikowa<span class="_ _1"></span>ną <span class="_ _1c"></span>kadrę <span class="_ _1c"></span>inżynierską <span class="_ _1c"></span>oraz <span class="_ _1c"></span>specjalistyczny <span class="_ _1c"></span>park <span class="_ _1c"></span>maszynowy <span class="_ _e"></span>S<span class="_ _7"></span>półka </span></div><div class="t m0 x2 h9 yd1 ff5 fs0 fc0 sc0 ls0 ws0">rozwija <span class="_ _23"></span>produkcję <span class="_ _15"></span>zap<span class="_ _5"></span>e<span class="_ _7"></span>wniają<span class="_ _1"></span>ca <span class="_ _15"></span>partnero<span class="_ _5"></span>m <span class="_ _15"> </span>handlowym <span class="_ _23"></span>najwyższy <span class="_ _23"></span>standard <span class="_ _23"></span>jakościowy <span class="_ _15"></span>i<span class="_ _1"></span> <span class="_ _15"></span>logistycz<span class="_ _5"></span>ny.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 yf9 ff5 fs0 fc0 sc0 ls0 ws0">Istotne <span class="_ _7"></span>w <span class="_ _e"></span>prowadzonej <span class="_ _7"></span>działalności <span class="_ _7"></span>jest <span class="_ _e"></span>tworzenie <span class="_ _7"></span>i <span class="_ _e"></span>utrzymywa<span class="_ _1"></span>nie <span class="_ _7"></span>be<span class="_ _7"></span>zpiecz<span class="_ _1"></span>nych <span class="_ _7"></span>warunków <span class="_ _e"></span>pracy <span class="_ _7"></span>oraz<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 yfa ff5 fs0 fc0 sc0 ls0 ws0">poszanowanie śro<span class="_ _1"></span>dowiska nat<span class="_ _1"></span>uralnego.<span class="ff2"> </span></div><div class="t m0 x2 h9 yd4 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h1f yfb ff7 fs3 fc2 sc2 ls0 ws0">Masterform Sp. z o.o.<span class="ff2 fs6 fc0 sc1"> </span> </div><div class="t m0 x1c h1f yfc ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x1c h1f yfd ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x1c h1f yfe ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x1c h1f yff ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h9 y100 ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"></span>powstała <span class="_ _e"></span>w <span class="_ _7"></span>1<span class="_ _7"></span>985 <span class="_ _e"></span>ro<span class="_ _1"></span>ku <span class="_ _e"></span>Przedmiote<span class="_ _1"></span>m <span class="_ _e"></span>jej <span class="_ _7"></span>działalności </div><div class="t m0 x2 h9 y101 ff2 fs0 fc0 sc0 ls0 ws0">jest <span class="_ _2"> </span><span class="ff5">produkcja <span class="_ _2"> </span>komponentów <span class="_ _1d"> </span>do <span class="_ _13"> </span>samochodów<span class="_ _1"></span>, <span class="_ _2"> </span>części </span></div><div class="t m0 x2 h9 y102 ff5 fs0 fc0 sc0 ls0 ws0">mechanicznych <span class="_ _25"> </span>pomp <span class="_ _25"> </span>próżniowych, <span class="_ _25"> </span>e<span class="_ _7"></span>lementów<span class="_ _5"></span> </div><div class="t m0 x2 h9 y103 ff5 fs0 fc0 sc0 ls0 ws0">serwonapędów,<span class="_ _1"></span>  części  maszyn  budowlanych  i  rolniczych </div><div class="t m0 x2 h9 y104 ff5 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _1e"> </span>bloków <span class="_ _1e"> </span>hydraulicznych. <span class="_ _1f"> </span>Zatrudnienie <span class="_ _1e"> </span>w <span class="_ _1e"> </span>Spółce </div><div class="t m0 x2 h9 y105 ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> <span class="ff5">koniec 202<span class="_ _5"></span>3<span class="_ _7"></span> roku wynios<span class="_ _1"></span>ło 174 osoby.<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 ydc ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y106 ff5 fs0 fc0 sc0 ls0 ws0">Wyroby <span class="_ _1d"> </span>S<span class="_ _7"></span>półki <span class="_ _2"> </span>mają <span class="_ _1d"> </span>s<span class="_ _7"></span>zerokie <span class="_ _1d"> </span>zastosowanie. <span class="_ _1d"> </span>Elementy <span class="_ _2"> </span>zaworów <span class="_ _2"> </span>pneumaty<span class="_ _1"></span>cznych <span class="_ _2"> </span>do <span class="_ _2"> </span>układów<span class="_ _5"></span> </div><div class="t m0 x2 h9 y107 ff5 fs0 fc0 sc0 ls0 ws0">hamulcowych <span class="_ _15"> </span>są <span class="_ _15"> </span>wykorzystywane <span class="_ _15"> </span>w <span class="_ _15"> </span>maszynach <span class="_ _15"> </span>rolniczych, <span class="_ _15"> </span>samochodach <span class="_ _15"> </span>ciężarowych<span class="_ _1"></span>, <span class="_ _c"> </span>auto<span class="_ _1"></span>busach. </div><div class="t m0 x2 h9 y108 ff5 fs0 fc0 sc0 ls0 ws0">Elementy  amortyzatorów  produkowane  przez <span class="_ _b"> </span><span class="ff2">f</span>irmę  wykorzystują  czołowi  pr<span class="_ _7"></span>oducenci  z  segmentu </div><div class="t m0 x2 h9 y109 ff2 fs0 fc0 sc0 ls0 ws0">automotive. <span class="ff5">Elem<span class="_ _1"></span>enty serwomotorów sto<span class="_ _5"></span>sowane są w<span class="ff2"> </span>satelitach, robota<span class="_ _5"></span>ch przemysłowych, dronach.<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y10a ff2 fs0 fc0 sc0 ls0 ws0">Masterform <span class="_ _7"></span>posiada p<span class="_ _7"></span>olityk<span class="ff5">ę</span> <span class="_ _7"></span><span class="ff5">środowiskową, w <span class="_ _e"></span>której</span> <span class="_ _7"></span><span class="ff5">podjęła <span class="_ _7"></span>zobowiązanie <span class="_ _7"></span>do <span class="_ _7"></span>realizowania proce<span class="_ _7"></span>sów </span></div><div class="t m0 x2 h9 y10b ff5 fs0 fc0 sc0 ls0 ws0">ukierunkowanych<span class="_ _5"></span> <span class="_ _26"> </span>na <span class="_ _1a"> </span>zapobieganie <span class="_ _1a"> </span>negatywnym <span class="_ _1a"> </span>skutkom <span class="_ _27"> </span>oddziaływania<span class="_ _1"></span> <span class="_ _27"> </span>na <span class="_ _1a"> </span>środowisko <span class="_ _27"> </span>oraz </div><div class="t m0 x2 h9 y10c ff5 fs0 fc0 sc0 ls0 ws0">przestrzegania r<span class="_ _1"></span>egulacji w za<span class="_ _1"></span>kresie ochrony śro<span class="_ _1"></span>dowiska.<span class="ff2">  </span></div><div class="t m0 x2 h9 y10d ff5 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> <span class="_ _1"></span><span class="ff5">wdrożyła <span class="_ _5"></span>i syst<span class="_ _1"></span>ematycznie <span class="_ _5"></span>doskonali <span class="_ _1"></span>system <span class="_ _1"></span>zarządza<span class="_ _1"></span>nia <span class="_ _1"></span>środowiskowego <span class="_ _5"></span>zgodnego <span class="_ _1"></span>z <span class="_ _5"></span>normą ISO<span class="_ _1"></span> </span></span></div><div class="t m0 x2 h9 y10e ff5 fs0 fc0 sc0 ls0 ws0">14001. Posiada zd<span class="_ _5"></span>ef<span class="_ _7"></span>iniowane c<span class="_ _1"></span>ele środowiskowe: <span class="ff2"> </span></div><div class="t m0 x33 h2 y10f ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Ograniczenie emi<span class="_ _5"></span>s<span class="_ _7"></span>ji substan<span class="_ _5"></span>cji w środowisku pracy na t<span class="_ _1"></span>erenie firmy<span class="ff2">, </span></span></span></div><div class="t m0 x33 h2 y110 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Ograniczenie odpa<span class="_ _1"></span>dów nie<span class="_ _1"></span>bezpiecznych (chł<span class="_ _1"></span>odziwo i oleje)<span class="ff2">, </span></span></span></div><div class="t m0 x33 h2 y111 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Racjonalne użyt<span class="_ _1"></span>kowanie materiałów,<span class="_ _5"></span> energii, gazu i <span class="ff2">wody.  </span></span></span></div></div><div class="c x34 y112 w14 h23"><div class="t m0 x2f h2 y113 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x35 y114 w16 h24"><div class="t m0 x36 h22 y115 ff4 fs4 fc4 sc0 ls0 ws0">Najwyższy certyfik<span class="_ _5"></span>at<span class="_ _7"></span> w </div><div class="t m0 x36 h22 y116 ff4 fs4 fc4 sc0 ls0 ws0">zarządzaniu jak<span class="_ _1"></span>ością w </div><div class="t m0 x37 h22 y117 ff4 fs4 fc4 sc0 ls0 ws0">przemyśle motoryz<span class="_ _5"></span>acyjnym<span class="ff3"> </span></div><div class="t m0 x2a h22 y118 ff3 fs4 fc4 sc0 ls0 ws0">IATF 16949 </div></div><div class="c xd yb3 w9 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc4 sc0 ls0 ws0">O GRUPIE MANGATA </div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | 9  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> <span class="_ _e"></span></span>posiada <span class="_ _7"></span>zdefiniowaną <span class="_ _e"></span>politykę <span class="_ _7"></span>jakości <span class="_ _e"></span>oraz <span class="_ _e"></span>wdrożone <span class="_ _7"></span>systemy <span class="_ _e"></span>zarządzania <span class="_ _7"></span>jakością <span class="_ _e"></span>IATF <span class="_ _e"></span>16949 </div><div class="t m0 x2 h9 yf0 ff2 fs0 fc0 sc0 ls0 ws0">oraz ISO 9001.  </div><div class="t m0 x2 h9 y119 ff2 fs0 fc0 sc0 ls0 ws0">Linia <span class="_ _15"></span>biznesowa <span class="_ _15"></span><span class="ff5">–</span> <span class="_ _23"></span><span class="ff5 sc1">Armatura <span class="_ _15"> </span>i <span class="_ _15"></span>automatyka <span class="_ _23"></span>przemysłowa<span class="ff2"> <span class="_ _15"> </span></span><span class="sc0">–</span></span> <span class="_ _15"> </span><span class="ff5">tworzona <span class="_ _15"> </span>jest <span class="_ _15"></span>przez <span class="_ _23"></span>dwie <span class="_ _15"> </span>Spółki <span class="_ _15"></span>z <span class="_ _15"></span>Grupy:<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y11a ff2 fs0 fc0 sc0 ls0 ws0">Zetkama i Zet<span class="_ _1"></span>kama R&amp;D.  </div><div class="t m0 x2 h1f y11b ff7 fs3 fc2 sc2 ls0 ws0">Zetkama Sp. z o.o.  </div><div class="t m0 x2 h1f y11c ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h1f y11d ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h1f y11e ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x1c h1f y11f ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h9 yf8 ff5 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2 fs1"> <span class="_ _5"></span><span class="ff5 fs0">rozpoczęła <span class="_ _3"></span>swoją <span class="_ _3"></span>działalność <span class="_ _3"></span>w <span class="_ _5"></span>1946 <span class="_ _5"></span>roku <span class="_ _5"></span>w <span class="_ _3"></span>Kłodzku. </span></span></div><div class="t m0 x2 h9 y120 ff5 fs0 fc0 sc0 ls0 ws0">ZETKAMA <span class="_ _1f"> </span>jest <span class="_ _1f"> </span>jednym <span class="_ _1f"> </span>z <span class="_ _1f"> </span>największych <span class="_ _1f"> </span>produce<span class="_ _5"></span>ntów </div><div class="t m0 x2 h9 y121 ff5 fs0 fc0 sc0 ls0 ws0">armatury <span class="_ _e"></span>przemysłow<span class="_ _1"></span>ej <span class="_ _e"></span>z <span class="_ _1c"></span>własną <span class="_ _e"></span>odlewnią <span class="_ _e"></span>żeliwa. <span class="_ _e"></span>Oferuje </div><div class="t m0 x2 h9 y122 ff5 fs0 fc0 sc0 ls0 ws0">ponad <span class="_ _10"> </span>2 <span class="_ _10"> </span>000 <span class="_ _10"> </span>wyrobów <span class="_ _10"> </span>armaturowych,<span class="_ _1"></span> <span class="_ _10"> </span>które <span class="_ _10"> </span>sprzedaje </div><div class="t m0 x2 h9 y123 ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">ponad <span class="_ _24"> </span>75 <span class="_ _24"> </span>krajów <span class="_ _24"> </span>na <span class="_ _24"> </span>całym <span class="_ _1a"> </span>świecie. <span class="_ _24"> </span>Zatrudnienie<span class="_ _1"></span> </span></span></div><div class="t m0 x2 h9 y124 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">Spółce na konie<span class="_ _1"></span>c 2023 roku w<span class="_ _5"></span>y<span class="_ _7"></span>niosło 356 o<span class="_ _1"></span>sób.<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y125 ff5 fs0 fc0 sc0 ls0 ws0">Ze <span class="_ _c"> </span>względu <span class="_ _15"> </span>na <span class="_ _c"> </span>szeroki <span class="_ _15"> </span>asortyment <span class="_ _c"> </span>produktowy <span class="_ _15"> </span>struktura </div><div class="t m0 x2 h9 y126 ff5 fs0 fc0 sc0 ls0 ws0">odbiorców <span class="_ _5"></span>Spółki j<span class="_ _5"></span>est mocn<span class="_ _1"></span>o zd<span class="_ _5"></span>y<span class="_ _7"></span>wersyfikowana<span class="_ _5"></span>. Podst<span class="_ _1"></span>awowe <span class="_ _1"></span>zastosowa<span class="_ _5"></span>nia armatury <span class="_ _5"></span>to ci<span class="_ _5"></span>epłownictwo </div><div class="t m0 x2 h9 y127 ff5 fs0 fc0 sc0 ls0 ws0">i <span class="_ _10"> </span>ogrzewnictwo, <span class="_ _d"> </span>wodociągi <span class="_ _10"> </span>i<span class="ff2"> </span>kanalizacja, <span class="_ _10"> </span>zakłady <span class="_ _10"> </span>przem<span class="_ _1"></span>ysłowe, <span class="_ _10"> </span>przemysł <span class="_ _d"> </span>stoczniowy, <span class="_ _10"> </span>klimatyzacja<span class="_ _1"></span> </div><div class="t m0 x2 h9 y128 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">wentylacja, inżyni<span class="_ _5"></span>e<span class="_ _7"></span>ria sanitarna (HVAC)<span class="_ _5"></span>.<span class="_ _7"></span> Natomiast podstaw<span class="_ _1"></span>owe zastosowa<span class="_ _1"></span>nia odlewów to: armatura<span class="_ _5"></span>, </span></div><div class="t m0 x2 h9 y129 ff5 fs0 fc0 sc0 ls0 ws0">przemysł masz<span class="_ _1"></span>ynowy, robo<span class="_ _1"></span>ty, pompy, masz<span class="_ _5"></span>y<span class="_ _7"></span>ny rolnicze, bu<span class="_ _1"></span>downictwo. <span class="ff2"> </span></div><div class="t m0 x2 h9 y12a ff5 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> <span class="_ _24"> </span></span>przykłada <span class="_ _13"> </span>dużą <span class="_ _24"> </span>wagę <span class="_ _24"> </span>do <span class="_ _24"> </span>zrównoważone<span class="_ _1"></span>go <span class="_ _24"> </span>rozwoju. <span class="_ _24"> </span>W <span class="_ _24"> </span>2022<span class="ff2"> <span class="_ _1a"> </span>roku <span class="_ _24"> </span></span>przyjęła <span class="_ _13"> </span>Politykę </div><div class="t m0 x2 h9 y100 ff5 fs0 fc0 sc0 ls0 ws0">Zintegrowanego  Systemu <span class="_ _b"> </span>Zarządzania, <span class="_ _b"> </span>w <span class="_ _b"> </span>której <span class="_ _d"> </span>zdefiniowan<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _b"> </span>zostały <span class="_ _d"> </span>jej <span class="_ _b"> </span>podstawowe <span class="_ _b"> </span>cztery <span class="_ _d"> </span>cele </div><div class="t m0 x2 h9 y101 ff5 fs0 fc0 sc0 ls0 ws0">działalności: <span class="_ _d"> </span>(1) <span class="_ _10"> </span>spełnianie <span class="_ _d"> </span>oczekiwań <span class="_ _10"> </span>i <span class="_ _10"> </span>wymagań <span class="_ _d"> </span>klientów, <span class="_ _d"> </span>(2) <span class="_ _10"> </span>dbałość <span class="_ _10"> </span>o <span class="_ _10"> </span>środowi<span class="_ _1"></span>sko <span class="_ _10"> </span>naturaln<span class="_ _1"></span>e, </div><div class="t m0 x2 h9 y102 ff2 fs0 fc0 sc0 ls0 ws0">(3) <span class="ff5">efektywne<span class="_ _1"></span> <span class="_ _10"> </span>wykorzystan<span class="_ _5"></span>ie <span class="_ _10"> </span>energii, <span class="_ _10"> </span>(4) <span class="_ _10"> </span>spełniani<span class="_ _5"></span>e <span class="_ _10"> </span>potrzeb <span class="_ _10"> </span>interesariuszy<span class="_ _5"></span>.<span class="_ _7"></span> <span class="_ _10"> </span>Powyższe <span class="_ _d"> </span>cele<span class="_ _7"></span><span class="ff2"> <span class="_ _10"> </span></span>Spółka<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y103 ff2 fs0 fc0 sc0 ls0 ws0">realizuje poprz<span class="_ _5"></span>e<span class="_ _7"></span>z </div><div class="t m0 x33 h2 y12b ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">projektowanie <span class="_ _f"> </span>i <span class="_ _f"> </span>produkowanie <span class="_ _f"> </span>wyrobów <span class="_ _f"> </span>z <span class="_ _16"> </span>myślą <span class="_ _f"> </span>o <span class="_ _f"> </span>zmniejszaniu <span class="_ _f"> </span>negatywnego <span class="_ _f"> </span>wpływu </span></span></div><div class="t m0 x38 h9 y12c ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> <span class="ff5">środowisko<span class="_ _1"></span> oraz poprawi<span class="_ _1"></span>e efektywności <span class="_ _1"></span>energetycznej<span class="_ _1"></span>,<span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 ydc ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">zapewnienie <span class="_ _d"> </span>be<span class="_ _7"></span>zpiecznych<span class="_ _5"></span> <span class="_ _20"> </span>i <span class="_ _10"> </span>higienicznych <span class="_ _10"> </span>warunkó<span class="_ _5"></span>w <span class="_ _20"> </span>pracy <span class="_ _10"> </span>w <span class="_ _10"> </span>celu <span class="_ _10"> </span>zapobiegania<span class="_ _1"></span> <span class="_ _10"> </span>urazom </span></span></div><div class="t m0 x38 h9 y12d ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">dolegliwościom zd<span class="_ _5"></span>ro<span class="_ _7"></span>wotnym,<span class="ff2"> </span></span></div><div class="t m0 x33 h2 y12e ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">systematyczne <span class="_ _1"></span>monitorowa<span class="_ _1"></span>nie wskaźników o<span class="_ _5"></span>raz parametrów definiując<span class="_ _5"></span>y<span class="_ _7"></span>ch proces<span class="_ _1"></span>y,<span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y12f ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">doskonalenie <span class="_ _10"> </span>skuteczności <span class="_ _10"> </span>Systemów <span class="_ _20"> </span>Zarządzania<span class="_ _5"></span> <span class="_ _f"> </span>Jakością, <span class="_ _10"> </span>Środowiskiem, <span class="_ _10"> </span>BHP <span class="_ _20"> </span>i <span class="_ _20"> </span>Energią </span></span></div><div class="t m0 x38 h9 y130 ff5 fs0 fc0 sc0 ls0 ws0">poprzez wnikli<span class="_ _1"></span>wy nadzór na<span class="_ _5"></span>d <span class="_ _7"></span><span class="ff2">procesami, </span></div><div class="t m0 x33 h2 y131 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">prowadzenie <span class="_ _1d"> </span>kwalifikacji <span class="_ _16"> </span>dos<span class="_ _7"></span>tawców<span class="_ _1"></span>, <span class="_ _2"> </span>uwzględniają<span class="_ _1"></span>c <span class="_ _1d"> </span>jakoś<span class="_ _7"></span>ć, <span class="_ _2"> </span>wpływ <span class="_ _1d"> </span>na <span class="_ _1d"> </span>środowisko <span class="_ _1d"> </span>oraz </span></span></div><div class="t m0 x38 h9 y132 ff5 fs0 fc0 sc0 ls0 ws0">efektywność en<span class="_ _1"></span>ergetyczną dostarcza<span class="_ _1"></span>nych wyrobów<span class="_ _5"></span> i usług,<span class="ff2"> </span></div><div class="t m0 x33 h2 yc5 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">działania <span class="_ _b"> </span>oszczędnościowe<span class="_ _1"></span>, <span class="_ _d"> </span>ze <span class="_ _b"> </span>szczególnym <span class="_ _b"> </span>naciskiem <span class="_ _b"> </span>na <span class="_ _b"> </span>racjonalizację <span class="_ _d"> </span>zużycia<span class="_ _1"></span> <span class="_ _d"> </span>surowców </span></span></div><div class="t m0 x38 h9 y133 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">mediów energ<span class="_ _1"></span>etycznych,<span class="ff2"> </span></span></div><div class="t m0 x33 h2 y134 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">eliminowanie <span class="_ _15"> </span>zagrożeń <span class="_ _c"> </span>i<span class="_ _1"></span> <span class="_ _c"> </span>ogranicz<span class="_ _1"></span>anie <span class="_ _c"> </span>ryzy<span class="_ _1"></span>k <span class="_ _c"> </span>dotycząc<span class="_ _5"></span>y<span class="_ _7"></span>ch <span class="_ _c"> </span>BHP <span class="_ _15"> </span>przede <span class="_ _15"> </span>wszystkim <span class="_ _c"> </span>w <span class="_ _15"> </span>obszarze </span></span></div><div class="t m0 x38 h9 y135 ff5 fs0 fc0 sc0 ls0 ws0">ergonomii, <span class="_ _e"></span>a <span class="_ _1c"></span>także <span class="_ _e"></span><span class="ff2">tam, <span class="_ _1c"></span></span>gdzie <span class="_ _e"></span>praca <span class="_ _1c"></span>jest <span class="_ _e"></span>szczególnie <span class="_ _e"></span>niebezpieczna <span class="_ _e"></span>i <span class="_ _1c"></span>gdzie <span class="_ _e"></span>występują <span class="_ _e"></span>czynniki<span class="_ _5"></span> </div><div class="t m0 x38 h9 y136 ff2 fs0 fc0 sc0 ls0 ws0">szkodliwe, </div><div class="t m0 x33 h2 y137 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">rozwój pracownik<span class="_ _1"></span>ów, podnosze<span class="_ _1"></span>nie ich kwalifi<span class="_ _1"></span>kacji, świadomo<span class="_ _1"></span>ści i odpowiedzia<span class="_ _1"></span>lności,<span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y138 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">konsultacje i wsp<span class="_ _5"></span>ółdziałanie z pracownikami bądź i<span class="_ _1"></span>ch przedsta<span class="_ _1"></span>wicielami,<span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y139 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">realizację dzia<span class="_ _1"></span>łań proekologi<span class="_ _1"></span>cznych i prospołecz<span class="_ _5"></span>ny<span class="_ _7"></span>ch.<span class="ff2"> </span></span></span></div><div class="t m0 x2 h1f y13a ff7 fs3 fc0 sc1 ls0 ws0"> </div></div><div class="c x30 y13b w14 h25"><div class="t m0 x2f h2 y13c ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x34 y13d w17 h26"><div class="t m0 x39 h22 y75 ff4 fs4 fc4 sc0 ls0 ws0">Jeden z najwięk<span class="_ _1"></span>szych </div><div class="t m0 x3a h22 y13e ff4 fs4 fc4 sc0 ls0 ws0">producentów arm<span class="_ _5"></span>atury </div><div class="t m0 x21 h22 y13f ff4 fs4 fc4 sc0 ls0 ws0">przemysłowej w Eur<span class="_ _1"></span>opie </div><div class="t m0 x36 h22 y140 ff4 fs4 fc4 sc0 ls0 ws0">Środkowo<span class="ff3">-Wschodn<span class="_ _5"></span>iej </span></div></div><div class="c xd yef w9 h27"><div class="t m0 x4 h5 y141 ff3 fs2 fc4 sc0 ls0 ws0">O GRUPIE MANGATA </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x0 yc w18 hb" alt="" 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QcAZJsCI6D/bVi27KYzz8yGutt/17Xu/M6tSzc17ejJg4sL8+d8+ozK8pL0zf/836Xrt7R2/5TL/2bCWQ3D129t/acFTxzQCxs6qKShrnJHe+Lff7lkW+vO9J0Tj4tnuu61zc2fnfv7jY27Xvm7Jo765AVju/mG19/8x6ee35S5WTQgf9LYYSO6VOLurgth/r0rM8X4/duX//cXz9trMW7c2vqZub9/5Jl16ZszJh+7167rSHR++b8eXrlm6+5fTPmRU8dUj35bhR8WAICe8Pk6DnHdfW/ChOXz5ycTicPgn+ic40fMeMeYvLxDfzAnlUp959dLM1FXO2zg3MvOGhQt2tfjNzft6Bp1IYT2js6f37+qJ3/W+i2t37j5j53J5Jvub23r+MKND2Sirhsvrdv20rqmrvckOlN/WPaqnxEAgB5yvI5DX3e3fvjD98yaNXXu3LHTp+cVZNd7srgw/9wTRjS17Nxbz7QsfWFz5mZeXuTy9x2/r6g7Y+ywstLCPe8/dsTgEMLA0sLzT6npen9nMrVo6dqOxK5YOu24+JuqbERVrJuX/fizG/73oRcyNz/7nvGDy4q7efzP79vLWaD3LVnz+fdNKC7c//8ij6xY94Pbl1/yngmZ8xOTqdT1N//xviVrezLkx5/dsDPx5iy849HVn373eD8gAAC6jpzRvH59dtbd0EElN37h3D3v70h0zvjaXV3vufx9E04es89Pr33jU2ccN2rIvv7u0cMG/fSa87ve09rWcfJnF7y+rS1987qPn3bCMVU9fM1/WLr2w9ffvTOx60N3006t+dj5Y7v5RFhz685fP7g7AodVlK7b0hpCWPr85p/ft+rj7zxuv39iKhW+Nf+JLdvarpp+UklRQQjh5rv//KPfrujJq+3sTP7ormd2/T7Kj5QWDUifVvrIM+u+c+tTl/31hGw4/gkAkOWch0nW1d3XBwxY9LWvdbS0ZPNLXf7i6w8ufy1zs6xkQE/6px8kk6kbbn0qE3UhhM+97/juL/Px9OrXV73x2bbqwaUzzxuT/jrRmbzux49mLsrSvbadnTfcuvQnd69IpVJLntv0xe8/lEz26Mo0Dyxdu/yl1zMV/a6JozJ/63u3L1+/pcXPBQCAriMnPXDttXNisaytu5a2jjm3/DFzs2Jg8U+vOf+oobFseG2Llq7NXNGkuDD/Xy4588RjK7t5fGcy+c8LnsicBnneyW87c9xRBfm7QnBHe+J/HljV8z/9u7ctW3j/qou/dXdPS37HzhtvfSpz85Qx1R9753GZCt3ctOPRFev8OAAA6DoOh7rLqleVTKb++85nFnc5WPehc489Y9xR3T/r/xa/+JPfrtjzr3WvH8xw7Uh0/tOCJzKfyjv/lJqLpr49P6+7H/Mlz21a/PTudjpj/LCTRlcfNTSauefOx1Z3vxPinafWDI7t+uzf+i2tV9y4aN0bVwHNi4QTj+muKl9c1/THP+/exHD+KaNOPLbqrIZdw0ylwl1/fNkPAgDAfvl8HVntnNmzz5g1K6te0iPPrLvhV0sy5xiWFBVcdP7b9/usf/vlkr3eXz+8fNiQ6MF6bf/+y6eWv7jrnMZIJFz21w373bR2xyMvZb4uLSo4+djqogH5N15+7vuvvSPRmQwhLFm1cev29oqB+7zsyuCy4q98bOJV//mHN/9yyY988UMnDyjI+9Nzm/b13D8sfa3zjQumVJaXnH388BDCJe9pePzZjTvaEyGEe594ZWNja1V5qZ8FAIBuOF5HNorF439zyy1f6eg4+6tfHRCNZs8La2pu/4fvPbi9dde28fy8yJxPnVE7bFCWvLzlL25OvNFJqVR4cuXG7g+17WhP3PXY6szNL190ak31wBDCaWOHZa7PuWV7+y/u38/O9A9PGfN3Hzi+6/VN8vMj//TZM7/wgROKCvO7+dO/f/vyzCS/8P7jhw4sCSGce/zIiW/fdQWa1vbEggPc2A4AoOsgK4ruyjVrxs+cmW07D0IIv1+y5oXXdm9aa6gb+t5JdT15YiQS8vIie/51cF/e3//tiYOiu7cpzLnl8e2tO7t5/Csbtr20flv662EV0U++a/fi8nOOH575euEDz+33j/67D5xw4jG7Lwd64jFVMyaP3k+FvrR549ZdZ2yWlRa+/+xj0gPJy4u8a+LRmYfdt2RN93UKAIDzMMkW1Q0Nk/7f/8vCFXYZazZun/uLP2VujooPnPd374iWDOjJc+/79vu72XNwsDTUVV4985Rr/mtxuoOad3RM+vzCn15z/r52JPzfwy9mvq4cXPy/D+2+uWV7e+brF15tuuux1e88taabszpLigbM/+o7L5l7331L1tQPHzTnU2d0/7m+EMJDXTaPVw0uWfTU7pvtHZ2RENIxt+S5TY+tWHfa2KP8jAAA6DqyuugumDdv5KRJ2fwi12zcPuPrdz3/amP6Zn5e5FufmVR71KBse50fn3bcc2u33nTXrt1xGxt3XPbv9912/XuqBr/5I2qbm3bM//3uUxyXvfD6Jd/+/V6/Z3tH51dveuSUMdVDB5V080cPihbdcMXZ371t2ef+esKQbh8ZQtjZ0fk/i57P3Fy1prGbP/2D19356Hc/NDw7rjgKAJCFnIfJIS66Tzz00CVLl2Z51IUQfvLbFc+tbczcbKgb+lcNw7PxRzoS+ceLJo47emjmnhdf2/bPP3/iTQ9LpVK/efSl9W9cuHK/Xtm4/Z7H939pysry0q9+7LT9Rl0I4X8WPfdilzNa9xOBieT9S9b4eQEA2BfH6zg0aqdMOee667I/59JeXt/0k7tX7G6nvMjMyaNf28fK7CFlxaXFbz45c/3W1rIun3zLKC0qGDKw5OC+2mjJgJ9/9Z0Xzbl7yRsXovz1gy+MHTXkoqlvL8jf9Z9yWto6fvLbFZnV4TXVZUfHB77p+3SmUste2NzUsusTev/70Asfesfog/KZwNe37fiXLqk5rKJ09MjBez5s6QubtzbvOh303ifXfOS8t/vBAQDQdWSFcTNmTJ4zp3zUqFx5wR2J5OyfPLbtjWtghhCSydQ1//Xwvvpm3pXvuPCM2jfd+dFv3L3Xz6ZdeEbtvCvfcdBfc2V56U1fPO/dX7rt1c0tIYTmHR1X/2Dx+i0tV888Jf0ZuVsffGHF6i3pB0dCmH3xadO6XKokLZVK/XLRc5ff8ED603qPrlj/3Nqto99W8dZf3u+eeGXd67sPFX5xxskzp4zZ82H3/WnNx755d3pn+t2Pv/z8q431w8v9BAEA7Ml5mPRr0X3hpZfeP39+DkVdKpX6wW+W3/Ho6j1jb+c+/socBPuLx3fu/cGJzr660uNRQ2Ozpp/U9Z4f/ubpl9+4+uWdj+5eW1c1uLShdi/bwyORyPvPPqb+qF0p1d7Rufjp1w7Ka3vgqbWZrwsH5F9w+tF7fdjpx8WPGTE409K/fGCVHyIAAF3HITPxiityrujSnnp+03dufaqwIK/nf2XOVBzQgwcX5O/ztMauD+vmQpR/+bC/+FsfPOeYz75nfKxkQPrvdiSS1/7o0eYdOxu3tz378pbMs847+W3xir0v/s6LRN73V3WZR/76wRfS+/EK8nv0jxBCyM+L7H5kXl4IobW9Y/Hydel7igbkXXLh+IGlhXt9bnFRwZnjh2We/siK9W07E36aAAD2FLEYKvvNjkRy98WfM3v2GbNmZdVu8bQevvO3t+7c1u0KuD1VlBWXFBWEENZtadnrsbuuSgoLKgYW73l/MpXasKU1+caLrBxUUjhgLwu+O5OpDVtbMv8oQweVFO3xsA1bWzPLyiMhVAwszs/L29i4+zTIIQOLiwv3eUr2jvbElu1tmZvxwaV5eZHNTTvSp0eGEEqLCgaXFe/r6c07Oppa2rs+siPRubFxR+YBe33NGS1tHY1vfMQuLxKpLC/JfETwUP7ezOUfSQBA16HrDoeiO6CuA10HAGQ/103hIIvF4ydfemk2Fx0AAOg62GfRTZ07d+z06XkF3ld0K9URQn6I+HwvAICuQ9GRJRp/EZp+3uV2JOSVhOLjQ2xqKB4bIm+8K9qeDY0/Cy33RzpeDiGkCmvD4M+EQR8MeUV/8d02zA5tT+2+mRcLA0aE4gkhNjUUVBg2AICu4yCrbmiY/M1v1k2dquiOaB2vRFof3FV0IRJCKoRUaL47bP52auhVofIfQggh1RFZ88GQWBcipanKa0L7M5GmX4T1V6Xang7DvtX1m0Xal4fd3y0tFUJIFYwIQ68K5RcFH28DANB1HKyiu2DevJGTJhkFGanBnwjlHw+djWHrTZHtvw6hIzQtCEP/PkQioWNtSKwLIYSSk8KQy0IIofme0Lk1suPhfV3BJjXi5pBfEdpXRJoWhh2PRxJrw/qrUvmVYeA0owYA0HUoOvpG/pBQ/PYQQsgvC9tvCyEZki0hdIZQEPIrQ6QopNpD29Oh/aWQag7JlhDyUmUX7vO7FY8PA4aH0lNSgz4QNlwXafxxCCE03RLKzvfZPAAAXUcvjZsx49TPfU7RsR+pztD6UAjJEEIoGrfr83X5sVTV1yMbrg7JrZGXp4Vkc4gUpSq/EkpPD9vvCSESShpCQfXevl0k5MXC0L8LjT8OIURaH0ul2kOkxJgBAHQdB1x0k+fMKR81yijoRmTrzWH7XaHj5ZDcFkIIkaJdp1ym5UV3xV7n5hBCquKSUHFJ2PAPka0/DpHC1PDvh26O3Q0YEUJ+CJ0h2RhCp1EDAOg6FB19o3Nd6FyX/jJVNCFUzw6lp+36WzuWRjZ8KYQQik8IO18KycbIlh+kBtRkmi9EBnb3nVOJXU0Y8rtcTwUAAF1Ht86ZPXvCRz+q6Oi5VNlfh9KJkU3fDMltkZ3PpXau2d11W76fPoiXKr84FI8PG6+NtP4hsv4fQn4shJAqrAulp3b3rVsWp6+KGQprQxhg1AAAuo79F90Zs2YNiEaNggNTdGyo+FQq1R7ZeF1ItUbWX5EqfnsoOT6EEJLbdz0muT2UjA81t6bWfDzS/JvQ2RhCCIM/GfL28ZG5VCqEjsiWebtulZwe8gpNGgBA16Ho6DuRUPHZVPuqSNP8EFJh/dWh5pchLxaKjg3Nd4UQIlt/kCqoCoU1oWRCaP7Nrie13B9i54UB8b84x/L1G0NeLCQ2Rtr+FNpXhhBC4TGh4tNGDACg69iLWDx+1pe/fMLFFys6DkbZDQjVX0vteCKyc1Wk7YnUhutD/Bth6KzUjiWR1j+Ejpcjr+1qs9SA2lAyIbL9t5Htt4eWB1PVXw+D/nb3t9n6X11+Vw1LDfpIGHrFPg/rAQDoOo7kops6d+7Y6dPzCrwZ6K2Sk0PFpbu+SMsvD8O+HbbfEUKIhLzUztWhqC6MvCW0Phw2/2vY8XiIxEL59FD5jyG/LGy7M+x4NIQQ2fliKrk9lL07FL09E3ehYHgoOSlVVB/yy00aAGCvIqlUyhSy3OxIn1z97wgvOu/8Qzv+Xc2Wo783Iy7ICQBkF4dojkTVDQ2Tv/nNuqlTHaPjUJWREQAA6Dp6X3QXzJs3ctIkowAAAF2HogMAAHQd/WLcjBlnfelLVePHGwUAAOg6cq/oJs+ZUz5qlFEAAICuQ9EBAAC6jn5xzuzZp1x6aWllpVEAAICuI/eK7oxZswZEo0YBAAC6DkUHAADoOvpeLB6fOnfumPe+V9EBAICuIyeLbuz06XkF/hcEAABdh6IDAAB0Hf2guqHhgnnzhk+cqOgOikgkYggAAOg6+rXoRk6aZBQAAMCeIqlUyhQAAAByV54RAAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAAAcAQqMAADYl8bVq7e/+mrjyy9vef75zc8+ayCQ04aOGVNRX19eU1M2fHj5qFEGousAgMNWMpF49bHHnlm48LEbbjANOFzF4vGTL720dvLk4RMn5j5a3VMAACAASURBVBWIgpwXSaVSpgAAhBDWLF78x//8z6cXLOh6Z/HQodUTJxZVVAyZMMGIIKe9dv/9IYSX77jjTfdPvOKKsdOnj5w0yYh0HQCQ20V3x2WXbVi2LHPPsRddNOyss6pOOaWgtNR84DCTaG3d+Pjjz/7oRxseeSRzZ+2UKRf+8IfOz9R1AEDuaVy9+vfXXJM5RldzwQXHfPjDQyZMcF4WHAmSicTrS5c+d8stmYN442bMmDxnjrrTdQBAzvz73INz5jxw7bWZomu46qrYiBEmA0eg5rVrH7zsssaVK9M3p91446mf/7yx6DoAINuj7pZp0168994QQvno0af/y7+Ujx5tLHCE2/Tkk0/Mnp2uu3EzZrzvpz916F7XAQBZqnXTpu82NDSvXx9COOkrXzn2Ix8xEyAtmUis+N73lt94YwihdsqU98+fX1pZaSy6DgDILmsWL77pzDPTX0+ZP7/ypJPMBHiT1xYtWvSZz4QQYvH4RffcUzV+vJnoOgAgWzSuXv0fRx8dQigeOnTa7bcXV1SYCbD3XxcrV97/iU+0bd4ci8cvXbbMUTtdBwBkhczpl+WjR5/3859bYAB0r23LlrsuvDCddleuWeOzdtkszwgA4EiQTCR+NXNm8/r1xUOHnvvjH4s6YL+KKyrO+8UvQgjN69ffMm2ageg6AOAQ+/VHP5q++uWZN9zg9Eugh2IjRkyZPz+E8OK99y762tcMRNcBAIfMc3femd48fvq//qsLpQAHpPKkk8ZffnkI4YFrr924fLmB6DoA4BBIJhL/98lPhhBqLrhg1IUXGghwoMZ9/vM1F1wQQrjVWhRdBwAcEs8sXJheVXfq9debBtA7DVddFULYsGzZmsWLTUPXAQD9KplI3DNrVghh/OWXu1YK0GuxESPSh+wWfuADyUTCQHQdANB/HpwzJ30NzDGf+IRpAG9F+ph/8/r1zyxcaBq6DgDoJ8lE4oFrrw0hnHD11Q7WAW9RQWlp+gIq6bMA0HUAQH/Y/Oc/p78YMXmyaQBvXf3MmSGE5vXrWzdtMg1dBwD0hz//+tchhOrTT3ewDjgoiisqykePDiE8/YtfmIauAwD6wxPf/W4IYczFFxsFcLDUTZ8eQvjTD39oFLoOAOhzjatXp9cbVIwfbxrAwVJ1yikhhA3LlnW0tJiGrgMA+taahx8OIZSPHl1cUWEawMFSPnp08dChIYTVixaZhq4DAPrWqt/8JoQwcupUowAOruqJE0MIW1980Sh0HQDQt9JXq4vV1BgFcHAdde654Y2TAtB1AEAfevHee0MIQ084wSiAg6tw4MAQwur77zcKXQcAAOSkgXV1IYT0lZnQdQAAAOg6AAAAXWcEAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAA0HUAwGEm0dJiCMDBtXnJkhBCdUODUeg6AKBv1U6ZEkJoXLXKKICDa2dTUwihcuxYo9B1AEDfqjzuuBDC60uXGgVwcG3+059CCMe++91GoesAgL41fOLEEMIrd91lFMBBlEwkXr7jjhBCeU2Naeg6AKBv1Z13XgihbfPmti1bTAM4WDJnAaT/4xG6DgDoQ6WVlemrGrxy552mARwsGx55JIRQO2VKXkGBaeg6AKDPnfjpT4cQXli40CiAg+W5BQtCCKddeaVR6DoAoD+kr2rQuHKlUzGBg6Jx5cq2zZtDCKPOPts0dB0A0B/KR42KxeMhhOfnzzcN4K1b8f3vhxCqGxoGRKOmoesAgH4yde7cEMLyG29sXrvWNIC3onnt2vSVMC+YN880dB0A0H/GTp+evnrKsm9/2zSAt+LByy4LIdROmTJy0iTT0HUAQD/+P31BQfq/rL98xx0O2QG9tunJJxtXrgwhXPjDH5qGrgMA+tvISZPSh+z++I//mEwkDAQ4UMlE4onZs0MI42bMKB81ykB0HQBwCHzotttCCBseeWTJt75lGsCBeuBTn0ofrJs8Z45p6DoA4NAoHzVq2o03hhBW3Xzz6ttvNxCg557+znfSu8g/8dBDDtbpOgDgUDr185+feMUVIYRH/v7vNz35pIEAPfHaokXLb7wxhHDO7Nkul5LNIqlUyhQA4EiQTCRumTbtxXvvLR469NybbiofPdpMgG5sevLJe2fODCHUTply0e9+ZyC6DgDICh0tLTfU1zevXx9COPsHPzjq7LPNBNirVT/72ZNf/3oIobqh4TNPPplXUGAm2cx5mABwBBkQjV66bFn68piLPvOZp7/zHTMB3iSZSDx5/fXpqKudMuWTDz8s6rKf43UAcCT+S1v6hMwQQvXpp//VvHkFpaXGAoQQEq2tf7jssvSFUiZeccXUuXNFna4DALLXoq997YFrr01/fdJXvlL/oQ/5tzc4wovu2ZtuSl8lJYTwN7fcMn7mTGPRdQBAtluzePHCD3wg/XG74qFDT7j66rdNm6bu4EiTTCReueuuJd/6VtvmzSGEWDx+0T33VI0fbzK6DgDImX+fe2bhwls//OH0zfLRo0dOnTrivPNcLROOBI0rV6793e+eW7AgU3RT584dO326/76j6wCA3NPR0vLw3LmZ0zJDCMVDh75t2rS3TZtWdvTRxRUVRgSHjea1a3ds2PDKXXetuvnmrvefM3v2Wddco+h0HQCQ83W35Ec/WnnbbelLqnRVPnr0oPp6I4KctuGxx9LH5bqqnTLltCuvHHX22QOiUSPSdQDAYRV4qxctWvaznz29YIFpwGFp4hVX1J1/vpzTdQDAkdJ4LZs2bVqxoq2x0TQgp5XX1JQNHx6trNRyug4AAIDskmcEAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAoOuMAAAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAAHSdEQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXHS6+N2HCmsWLzQEAANB1uWrDsmU3nXmmuvv/7N15fNT1nfjxz3dmcick3EEOEVSwCKytF+CBFbQWrVp/5begS9VWW6xaW9r1aBVRl6oVa1dL7dqH7VYrrt3+XOuBulprXcQLgQRF5RAQlUtMQs6ZzMzvj1GWWpWA4Qg8n3+FMJPMvPl+x3n5/cz3CwAAfKwom82awm5uWhRt/rrnsGHjZs7sfcQRsUTCZAAAAF3X8boup7Sy8oQZM4aMH6/uAAAAXdchu07dAQAAum5P6Lot627wqafmlZSYFQAA6Do6XtdtNnratJFTpqg7AADQdXTUrlN3bZTJZBoaGsyBdldSUhKLOckwAKDr+Mxdt7nuDps8ubh7d9P7WDZ7dsjr6bbvqgAAuk7XbcXBEyYcP316Rf/+Zqjr0HUAwB7MkqE92aJZs36+335/nDixZsUK0wAAAF1Hh6+7ddXVpgEAAHse6zA7gGntt7ir57Bh42bO7Dtq1F4+Ups9O+T11DpMAGAXcbxu77K2qurOo466ffjwt+bMMQ0AANB1dPi6W/LII5nWVgMBAIAOzTrMDmDajlzcVVpZecKMGUPGj48lEnvPSG327JDXU+swAQBdxy7pur2z7mz26DoAQNexp3Xd5ro7+kc/OuScc/JKSnQd6DoAQNfR8bpus9HTpo2cMmUPrrv23ewzmUw6nc5kMrkvCgsLE5982DOZTCaTyXg8Ho/HoigWj8djMR9z1XUAALpO16m7XdF1mUymvr6+oaFh7Zo1K1auWPPumpWrVq1aueKfL71s+PDhn3SvRx555Pd33z1w4IC+ffv2rKzcb78BPXr0KCkpKSkpUQW6DgBg+ySMgE/yl6lT/zJ16uhp04ZPmlTRv7+BhBDS6XRjY2NjY+OyZcv+55lnXntt8bvvvtvQ0FBf35BKJUMIiUQimWz5lJ/QUF9fVbWwqmphCCE/P7+0tLSsrKzXPvt87qDPHX3MMf369SsuLi4qKorH46YNAEAbOV7XAUzbDQ4CHDxhwvHTp+8xdbfdm/1/3X//7373u7ffXt3Y2PixN0gkErfedttRRx39Sb/37rvvvvGG6z/p53fq1Kl37z7nn3/+mLFjbfkd7/XU8ToAYBfxwR7aZNGsWT/fb78/TpxYs2LF3jyHVxe/umTJG58UdSGEdDq9qHpROp3+2L9NpVKvLKr+lJ9fV1e3ePGrbyx5wyYHAICuY8fW3Vtz5pjGx8pms3/4w31/fvLJ2traTX+rtrb2wQf/9Ne//tWUAABoXz5fx/bU3aJZs3oOGzZu5sy+o0YZyEesW7fuBz+Y0qdPn7z8/C2/39LcvHr1avMBAEDXsbtYW1V151FHqbuPlclkVq1aZQ4AAOwc1mHSDnV3+/Dh1ffck2ltNRAAANB1dNS6+39nnvmzvn3VHQAA6Do6sPo1a9RdLBZLJBKJRKKoqKi8vLxz587dunXr3Llzp07lhYWFiUQinkjEYvY7AADak8/XsUPq7vEpUw6dPHnklCl5JSV78JONoqioqKi0tLSyV6+uXbp26dqlZ8/K8k6dysrKSsvKCgsLE4l4PJ5obW1Nt7Y2NTdt2lRfX7+ppqZm7Zq1Gze+9957761Zs6ahoaG5udmVJAEA0HXsdnX3l6lT/zJ16uhp0/awuovH48XFxZ07dx48ePDIUaMGDBjYq1ev8vLyvLy8eDzexitTZ7PZdDqdSiY3vv/+u++8s3TZ0jlz5ixdsqSmpuZTLo4HAAAfK3KUYPc3rW2psDvb3epuuzf7n99yy/I3l48YMXL4sGGDBg9uxxWV6XR60aJFCxYseG7u3MMOO+zcb3zDlt/xXk87/q4KAOg6dN1WHHHxxUd+73sV/ft33K5btWpl54rOJaWlURT975v4bDbbksw2N2WbmtI1tdnGxmxTU3ZTfaapKSSTUXFx0ZdOiHLXsstmM7W16bVrY+UVUVFRVFQYbXGNu2w2m8lkNtXV1Tc09OnTx5av6wAAdJ2u200dPGHC8dOn79q6++ybfTaTyTY0ZN7b2LpiRXLe/OTC6vR772Vra7P1DdmW5mwyGdKZEEJUXFx+3dUlp58aoihks6nFr9VcdU3rsuVRWWmsojzWtWv+8GH5h34h0a9vrEvnqLg4ckoVXQcAoOt0nbrb4V2XzWbe25h6/fXmp59peuyJ9MqVn3jLRKJ00lnlP74sxGIhhPT772+cfHHyuec/5oYDBxSeeELhMaPyDhocKy+3zes6AABdp+s6jAFjxoy++uq+o0Z1lK5rXbO28b7/bHlmTvqtt9LrN4R0+hN3rZKS4q99teyi78S7dgnZbKZuU90vbm/49Z0hk/mkCIz36J7ov2/BcaNLzvzHWHGxLV/XAQDoOl3XYfQcNmzczJk7s+62e7Ov/Zfr6++4c+v7VWlJxXXTir9ycojFQjabrKqunX5D8sV5nxh1W5RB/sgRXX/x81jFth21y2Qy2Ww2iiIXx9N1AMBeyFtAdr21VVV3HnXU7cOHvzVnzm7+ULPJ5NZvlJdX/LX/U3zqKR8uv6ypu+Gm5PMvbj3qYrG8zx1UfvkPtzXq0un0iy+++NRTTy1+9VWbEwDAXsj169i96q7nsGGjLr10yPjxsUSH3Dij0pKSsyaWfvPcEEUhhGxLy6bbftny3AttuW/+kYeXX3lF3uBB2xp177777tSrrmxsbJw48cyB+++fu5JeMplsaWlJpZKtrekoivLz84uLi/Py8nL3SiaTqVQqhFBcXBxFUTabzV03L3el9SiKkslkU1NjMpnKZjLxeLy4pCQ/Pz8ej3/Qt9lsS3NzY1Nja6o1Fo8VFBSUlpZFUdTa2ppKpZLJZDKZzGazeXl5xcXF+fn5Wx7ISiaT9fX16dbWEEJ+QUFRUVFeXt7fH+nKZrNNTU3ZbDYWixUWFkZRlMlkchdwj8ViRUVF6XS6NZVKtba2tLSk0+l4PFZc/DcPMvcc4/F4YWFh+PCagU1NTS3NzdkQYrFYaWnpRx4bAEAHZR1mBzBt73vfWVpZecKMGTuu7rZ7s6+Zek3Dv9/9ibtTp7KKa68u/srJuajL1NTU/esvGn5719aP1IVQcPRRnW+6Pt6zxzY9i7fffnvWrHuenTNn6dKlIYS+ffvu07v3WWedNXr0cVOvuuqNN15vbm5OJpNRFBUXFw8aPPiEsWNHjByVSCTuvPPOJ5/47xDCL2b+sqKioqG+/sILv5NMJjt36XLjjT/Nz8+fOvWqN15/vampKZPJ5OXldevW/cADDzj5lK8MGTIkhPDSSy/9+o5/W7t2bUsyGY/HS4qLZ9z8s969e//0xhsWLXqlsamxqakpm8kWFOT36dv3yCOOPOUrp5SVdWptbX3qqT/Pnj37zeXLU6lUCFFxSXG/vn2/cuppxxxzzEeeXSqVOvecs7PZbJcuXW+aMSM/P/+dd965/LJL0+l0n759r7/+hscff/yP//mHTZvqGxsbUqnWRCLerVu3AwcNOvXU0wYPHhxC+NWvfvXMX5/u33+/a6+7Loqi6urq/7h31rLly+s3bQohxOPxvn37HffFL44bN66goKB9Xk8lIgCwizhex+6ofs2a/3fmmY9PmbJD6669d6ZE8dfOKDpl3AdRV1tb968zG+66py1RF+vWrfyKSz+Iumw209AQKy3d6r2SyeTtv5z5wAMPbP7OW2+99dZbb40cOXL06OOeeurP77///pa3X7x48dN/+cu/3fHrwYMHr1yxoqqqKoTQ0tISQki1tlZXV7e0tHTv3j2dTrc0Nz/z179ueffly5e/8MLzb7311r/eels2m/35z29ZMH/+3/yT1deHEB599NF169Zt+f0lS5b89emni4qLTz/99DeXL7/s0kuTf7uWdfGrr65cufLII4/M3+JSfiGETCazYMGCEEL37j1yHd7c3Lxw4cJ0Op37XQsXLnj22We3vMvy5ctfeOGFlStX3nrrbfF4fOWKFQsXLsw9wRDCHf/2q6eeemrL2y9btmzu3GcHDhw4fPhwOx0AoOtgB9bdGw89dMY99+zmDzUqKyuddFbJuZNyF6DLtrTU3fyvDb+fFVpbtx51PXt0uvSHicEHflBrVdWppctKzjh9q3esq6ubO3duCCEWi51w4ollZWVNTU1NTU39+u37vz88FvvHCRNisdjL8+a9+uqr77///p///GTucNan2Hw089BDDx0xYuSmTXX3zJqVbGmpqqpKJpNr1qyprqoKIXTr1u24447Ly8+PQujevfuWP+H0079aUFi4fNnSF154IZ1O/+mBB0477bTqRYtyUbdv//6HH3Z4JpN56OGHWpqbV61aVVNT06NHj+0b/tChQ4cMObi2tvaxxx7NZDILFyx4//33u3XrtuVtmpubn3vuuRBCQUHBl046KT8v7/U33qhauLClpeXFF57XdQCAroMdZfS0aSOnTMkrKdndo66ivOLqK4tOPSUKIWSz6Y0bN838VcNdv2/j8stOV1yaN+iAKIoyTU3NTz5Vd9PPik/7Slt+bywWy31eLoqinj0rx44dO2TIkM2fLvtgD08kvvvdS4qKip544onvf++SEMKqVava/tT+4ZBDzjv//E2bNj3xxBOrV6/OfWru3XffSafTIYTBBx30jW+el5+XF6Koc+fO/zuQKLr0ssuKi4tXrVx5xhlfbWlpWbp0aSqVqvnwAOBxo4/7/pQpIYT5819evnx5Y1PT5qNq22HsCSecffY5mUxm6bKlS954o66ubsP69R/puoaGhqamphBCz549r7pqal5e3iOPPFK1cGEIYd369fY1AEDXwd5bdCGK4r0qyy/7YeEp46Ioyl3SoOaqa1LVi9py9suCI4/s/LOfxrt1DSFkmpvrbrmt4be/C20unIqKigsvvOjmm2esX7/+33/7mwf+6/4vfemkr40fP2DAgMTmlatRlMlkHnnk4bvvuiv3jYEDB27D8wtRFEVXXHH5O++8E0IYNeqogoKCzZ9OfHnevG+df14URVEU3XffHwqLijZ3XRSFKIpyZ1tpaWnJZjOtra2bDwO+u+bd5+bODSE0Nze3wz9CiKIoisfjXbt0WRJCCKHl705buvkxt7S0vPD884lEfNnSJR/+nR0OANB10H5KKysPnTy5YxRdCCGEeJ/eFdOuLDxudO4zden3a2qmXptaWNWW++Yd8g/lV/8oF3UhhKZHH2+487chldqG3x6Pjzv55HgicdNPb1y3bl1NTc2998568cUXpv/k+s997nObb5bJZB5/7LFFixaFEPbff/8xY8Zu69Nc8eabmUwmhNBrn322PDVIY2PjypUrN/+Wtv/Axx599LFHH90Blb3105asXbv2ggsmh89w7hwAAF0Hn1h0HekUKbmKKC/v9MMpBcceE6IoZLPp9zbWz7w9VV3dlvvmHzWq4uofJwbsF0II2WzylVc3zfj5NkXd5pIZO3Zs165d/+Pee1944fmampply5Y99OCDW3bdZj169Ljm2mv79eu3ZQK1pce+8c1v3njDDfX19U/89+MXXXTR5u/vt99+xx8/Jh6Px2Kx/G05pWR+fn7u2gP19fWf9AA2P8L2DbBYLFZSUhJClEqlmpub7HoAgK6DvbToQghRaWnn6dcUfflLIYqy2Wxy/sLaeVNKzQAAIABJREFUa/4ltbAqbDVCoqjgqFH/u/yypaX50cfrfvqz9OrV2/oYstnshg0bki0t+++//49+/OPf/vY3v7nzzhDCq6++8pFAKuvUKYSwcePGl1566aCDPhdC6LVPr9zfLlywoKysrKG+/mPzKdWaampqGjNm7O/+/d+XLl367rvvplKpRPyDf6levfY586yzchcJiMVibX/kJ5544oSJZ4YQ/vmHP1j9CU88kUgUFxc3NjbW1dWuXLmyd+/eDQ0Nn73xevToccONP00kEs8+++wvbrvVDggA6Dr4TDruJcijvETp2f+Ui7oQQmbDhtprp6cWLGzDPaP8ww4tv/LyXNRls9mmRx6t/fHV2YaG7XgYmUzm93ffvWDB/M5duhQWFL7yYc7tu2//jwTSqaee9ujs2S0tLXffddfxx4/p16/f5w/5fEFBQUtLyy9+cdvcuXObmhpbP+7UnfNffvlXt99eU1Pz5ptvhhDKy8sTiUSvXr1isVgmk1m0qPrGG67Py88PIVxyyfc+ckrMT9G9e/ehQ4eGEHJH7T5WLBY76KCD5s2bl0wmr71m2gEHHPDexo2fvesKCgqGDh2al5f39raHNACAroO/KbpxM2f2HTWqIz74qKKi9KwJpd84O3ekLltTW3frzDZ9pi4KBUePKp/6wfLLbDabWvTKphm3bF/U5axevXrevHlbtlC37t1P+vJJH7nZIYcccsKJJz74pz+tW7fugQceuPDCCz83ZMiRRx75zDPPrFixYuXKlZt7KR6PR1EUi8Vyx9+qq6sXL17c2tqayWQKC4uOHzMmPz+/1z77jBw5cs6cOXV1dbNnz87d8etfP7vtXddGXzn1tCVLlmzatGnBggULFy7c/CATCS9cAAC6DkW3vYq+/KWir5xc8PlDPlh+OW9e7b/cmFpY1aZLGhw3uvONP/lg+WUq1XT/f2267fb06re3vzCjaMLEiYMGHfjOO++0tCQLCgoOOmjwYYcfnjted+ZZZ23aVJ+fn5dIJBKJxLe+9e2uXbtls9mioqJMJlNSUnLNtdc9+eQTb7z+RmNjQxRFpaWlpWVl/fftX1RUFIvFvvvdSxYvXtzQ2JhJpwsKC/r17Tdo8ODhw4fnkm/atGsefOjB1W+tbmlpTiQSncorevToHkKYMGFiTW1tPB5PJPJCCMXFxWeeeVZTc3NxUVFeXt7w4cO/fvY5IYTDDj8i9xS+esYZa9eui8WiTp06/f0TPOWUUwYOHLBwwcI331ze3Nwci8fLyjp1KisbcvDBIYTDDz8ihCiEMOzDq8+d+KWTDjhwUBRCz549QwjHHnts5y5delVWhhBKSkq+fvbZ2Wzo2rVrLlkHDhw46etnhxAOO+xQOyYA0NFFTgq3+5vWhrP87f4GjBkz+uqrd5Oia5fNPr3hvffO+3ZqfhuWX8Zi+f8wvOLG6Xn7D8z99qY/PVRz+ZXZxsaPvXnZJRd1uuQiW37Hez3dI3ZVAKAjcryOHe7gCROOnz69on//PelJZZPJuhm3pBa06ZIGBcceXX7FZXkDB+SiLrWwuu6nN39S1AEAgK5D0e1wrWvXbbrl1sZ77wttOO5XMOaLnW+YHu/aJYSQaWpu/tNDdbfO/CzLLwEAQNexMxxx8cVHfu97e17RpRYvTr76WtMDD7bMfb4tURfr0aPiR5floi6bzTY/+ljtdT/JbNr06feKnBcEAABdxy40etq0kVOm5JWU7JHPLjl/Ye2NN2dratpy41if3uWXX5rov+8H9503v27GLVuNuhBC/MO7AACArkPRtbOCUSOj7Iy2nHSl4PgvVlx5RbxfnxBFmcbGpkcf23TTLel33t161O3Tq/Doo2xOAADoOnae0srKQydP3uOL7oPo6tO74KQTmu79w6ffLNazZ/nUKxL9+uX+2Pzo47VXXZutr2/Lryj62hmxTmW2KwAAdB07qehOmDFjyPjxsb3m82BRPN7pou+E1nTzQ49km5s/vv327Vd+6Q8Sffvm/tjy0ry6m25pS9RFncpK/nF86aSzgtPlAwCwTW9TXb9u97cbXr+uoxfdZ9zssy0tDbP+o+6Gm7JNf5t2UVR43LHl11wd36cyisVylzR479vfyaxZu/Vdsays4rqri8ad5KQpHfj1VJADALuId5Bsm57Dhh3/k58MPOGE2F6cH1FBQcmZE1KLX2v8j//c8vvx3r3Lp16Z6LNP7o/plStrrry6LVEXQij5p4lFp4yLYjHbGAAAuo4dWHTjZs7sO2qUUYQQory8sksuTr2xNDV/QQghRFG8X9/yy34Y79s7hJDNZpPzF9T++OrU62+04WdFBcccVXreuaIOAIDtfHdqHebub5evw9zziq69Nvv02nVNDz2SnL8gccD+xV89Ld6ndxRF2Ww2+fL8jd+5JLNmzdb3wOLi0nMnlZx7TrxLZ5t6h389tQ4TANB17IZdd/CECYd/5zt73jG69t3ss+l0FIvlTnaSzWZblyx9//v/nFr0Shv2v1B64eRO373IZ+p0HQDAZ+HdJJ9YdMdPn17Rv79RbP3dfDyeTaVCazrEouT8hbXTrmvr8stjjy4992xRBwCArkPR7XrZVKrpyaea7r0vueiVbG3d1puuqLB08rdKzpoY72z5JQAAuo72M3ratOGTJim67RArLi4ee3zyuRezc+Zu/dZRVHreN8ou+JYjdQAA6Dras+hGTpmSV1JiFNstKizsdNHk1Guvpea9/Om3LBh9TMk5k0QdAADt9l7UeVN2fzv0vCl7Z9HtuM2+de26Tb/4ZeO9fwjJ5Mfsb2Wlpd84p/ScSbHychv2Hvh66rwpAMAu4ojBXqq0svLoH/3okHPOcYyunfeonj0qLv/n0JpuvOfev3/XX3r2pLILvh3l5xkUAAC6js9UdCfMmDFk/PiYdYA7RlRUVPbdC1uXLE2++NKW3y8c88XSb54j6gAAaP+3oNZh7v7aax2mottsJ2z26Q3v1d3886b7H8g2NUWdOpVOOqv0/G/EOpXZnvfk11PrMAGAXcQRm71Cz2HDxs2c2fuIIxTdThPv1rX8ysuzra1N9/1nyaQzSy/+TsyROgAAdB3bXXR9R40yip0vVlRUfukP4j26l33rPFEHAMCOYx1mB7B96zAV3afYmZt9Np2O4nEz3yteT63DBAB2Ecfr9kAHT5hw9OWX9xg61Ch2i/f6og4AAF3HNhXd8dOnV/TvbxQAAKDrUHQAAICuY6cYPW3aYZMnF3fvbhQAAKDr6HhFN3LKlLySEqPYVs5vAQCArkPRAQAAuo5tV1pZecKMGYNPPVXRAQAAuq5DFt2Q8eNjCf9kAADA33Bd8g6g+p57FB0AAKDrAAAA9kwxIwAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAGAXSRgBAOzZUg0N7y9fvra6OoTw9vPPN6xfbyawZzvw5JNDCBX77tv1wAOLu3c3kL1BlM1mTQEA9jyN69e//eKLz/3sZ8ufeMI0YK/Vc9iwz593Xv9jj+0xdKhp6DoAoMOoWbHiySuuWDRr1pbf3HfcuBBCpwEDSvfd14hgD5asrd3w8sshhLXPP9+8YcOWgTdu5sy+o0YZka4DAHZrqYaGZ2fM+MvUqbk/FnbrdsCECX3Gju00cGAs4cMXsNdp3rhx1SOPLLvvvprXX899Z8CYMafccUdF//6Go+sAgN3RW3Pm3HnUUbmvKwYNOnTq1O5f+IKxACGE+tWrq26+eeXDD+f+OHratKOvuML/7tF1AMDu5elrrskdpivs1u2Qyy7rf8opZgL8fd09c8EFuWN3A8aMOXP2bGmn6wCA3UKmtfX+SZNyn6brOWLE6F//2hs14FMsuu226ltvDSGUVlZOrqpywkxdBwDseneNHZs74+XQiy46+MILDQTYqvXz5j0xcaK025O4LjkAdGBPX3NNLupG3HSTqAPaqPsXvnD63LmF3brVr1nzx4kTM62tZqLrAIBdY8kjj+Q+Uzf0oot8oA7YJoVduhx3550hhOVPPHH/pEkGousAgF2gcf36e8aNCyH0HDHCkTpgO1QMGjTipptCCItmzaq+5x4D0XUAwM42+7vfzb0tG/3rX5sGsH36n3LKgf/0TyGEx6dMsRpT1wEAO1XNihW5E2AeOnWqs18Cn8Xw738/hFC/Zs1Lt99uGroOANh5HjzvvBBCxaBBrjwOfEaJ4uLcaszZF12UamgwEF0HAOwM66qrc+fAPHrmTNMAPrt+J51U2K1bCGH+b35jGroOANgZVjz9dAihYtCg0j59TANohyRIJIZMnhxCePmOO0xD1wEAO0PujdfA8eONAmgv/b785RDC2qqqxvXrTUPXAQA7VuP69Wurqja/CQNoF4VduuSWYi777/82DV0HAOxYubdcFYMGFXbpYhpAOzpgwoQQwhsPPWQUug4A2BnK99/fEID21WXo0BDC+ldeMQpdBwDsWLn/ld7t8583CqB9dRo4MISQW+mNrgMAdrj88nJDAEDXAUCHlFsild+pk1EA7au4sjL3Rc2KFaah6wCAHSi3RCq3XAqgPcMgkTAEXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wFAx1VaWRlCaFq71igA0HUA0CH1P+64EELDO+8YBdC+6levzn3RqU8f09B1AABARy6ERMIQdB0AsAP1HTkyhPDOU08ZBdC+cgu8c4u90XUAwA5U1KVLCKF26VKjANrX+4sXhw8Xe6PrAIAdKHe8rub115s3bjQNoB0tu+++zS8y6DoAYAeq6N8/t0pqY3W1aQDtpXnjxprXXw8hHPx//69p6DoAYIc7dPLkEMJrv/mNUQDtZc2cOSGE0srK4u7dTUPXAQA73EGnnx5CWDt37uaTkgN8RovvuCN8+L+N0HUAwA7XY+jQnsOGhRCqbr7ZNIDPbsWDD+YWYQ6fNMk0dB0AsJOMmzkzhLDy4YcdsgM+o0xr6/zrrw8hjJ42raJ/fwPRdQDATtJ31KgBY8aEEJ654IJMa6uBANtt6b33Nm/YEEIYOWWKaeg6AGCnOuWOO0IINa+//urtt5sGsH3Wz5s379prQwgn3XprXkmJgeg6AGCnqujff/S0aSGE6ltvfefppw0E2FbNGzf+z8UXhxAGjBlz6Le/bSAdWpTNZk0BADqoP06cuGjWrBDCmHvu6f6FLxgI0EatjY0Pjh3bvGFDaWXlxUuXOljX0TleBwAd2Om/+13ug3ZPTJzoqB3QRs0bN+aiLoQwuapK1Ok6AGCX/oc8kTjjnntyaff0+ecvuu02p1EBPt36efPuHzEid6Tu3P/5Hxci3zNYhwkAHV6mtfX+SZNyCzJ7jhhx+HXXlfbpYyzAR7Q2Ni68+eY37rorhFBaWTm5qkrU6ToAYPfy9DXX/GXq1NzX+44bN+z731d3QE6mtXXpvffmTn0ZQhgwZsyZs2fHEgmT0XUAwG6nZsWKe089dW1VVe6PPUeMGHzOOT0OOyxRXGw4sHfm3HsLF66aPXvV7Nm5T9OVVlaeMGPG0IkTDUfXAQC7tbfmzHn4ggs2110u8Mr337/r8OEhhIoDD0w4RwLsuTbMnx9CqF+5sm758pUPP7zlX331978fMn68w3S6DgDoGDKtrW8///zyJ5986Ze/rF+zxkBgb3bwhAnDzjqr/7HHOu+lrgMAOqp11dVrq6s3Ll264bXXQgi506sAe6qew4Z1HzIkhHDgySdX7Ltv7yOOcIBO1wEAALC7c/06AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAACArgMAAKCjSRgB2ySbzSaTyVQq1dLS0tTUVF9fX1tb29jYmEqlWltbs9lsIpHIz8/Pz88vLy/v3Llzfn7+/2/vTp+bONI/gPdMj2Z0WIexLCSfGIuAA9hcNqwhxGxRS0jYpFIkW3tk9/3+F/vXbFWqkip2yR4VKAyJiWGNMc4ay7LxhS9ZtmyNTo9mpvv3onf1cwHLEUiw8PfzwuUajUczar3gy9Pdj6ZpTqdTURRZxv8jAAAAAAAg18HrY5pmKpVaXl6enp5eW1srFouU0qdENc45Y4wx5nA4wuHwzp076+rqgsGgy+XChwkAAAAA8ApJnHN8CvB0xWJR1/WpqamxsbFisehwODa/yhgTKe7/v1WSJH6KX8Q5nHNZlltaWt56661wOOx0OvHBAgAAAAAg18GPiHNeLBbT6fTw8PDc3JxlWZIkybIsqnCcc0qpy+VSVdXj8YhplpRSSZJs2zZN0zTNfD5fKBTEpE1pE8uyHA7Hjh07Dhw40NTU5HK5yvEPAAAAAACQ6+DVsG17Zmamv79f13VFUSRJEjMqJUmKRCLHjh2LRCKU0ue8GmNsYWFhfHx8amrKNE1ZlsXsTcuyAoHA/v379+zZ43a78bEDAAAAACDXwSuQz+fHxsbi8Xg6nRbpy7ZtTdNqamreeuutPXv2qKr6gy9uWdbi4mIsFpubmzMMQwQ8cf3Dhw9Ho1Gv14vaHQAAAAAAch38QJxzXde//vrrVCpFKWWMicR15syZ1tbWV/522Wz2n//8ZzKZlGWZUmpZlqIoP//5z1tbWxHtAAAAAACQ6+CHSKVSvb29yWRSURQR6g4dOnTs2DFN036kdyyVSrdv347FYrZtU0rFxirnz5+vq6tDRwQAAAAAAOQ6eAEbGxszMzPffvutbducc855OBzu7u4Oh8M/wbsXi8X+/v6xsTFCiJiW2dbWdvLkyR8vTwIAAAAAINfBGyWXy127dm1ubk5RFM55VVXVp59++tNnqkwm869//SsejzscDsuympqauru7d+zYgQECAAAAAHgmzHbb1mzbHhoamp+fdzgctm2rqnru3LnXUijz+XxnzpxpbGy0LItSOjMzc/Xq1VwuhzECAAAAAHgm1Ou2r3Q6PTg4ODY2JnZJCYVC77///uvtN2AYxp07d4aHh8Ut+Xy+Dz/80Ov1YrAAAAAAAJDr4FG6rv/tb3/TdV2WZcuyotHoL37xiy2yEeXIyMiNGzdEfzyv13vu3LlgMIghAwAAAABAroP/t7Gxcflh3+FTAAAT3ElEQVTy5dXVVVmWGWNnz56NRqNbp7sAY2x8fPz27duFQoEQQik9f/58Y2MjBg4AAAAA4Imwvm7bKRaLt27dWllZkSTJsqx33313z549W6plnCzL+/bt++STTzRNE8mzt7fXNE2MHQAAAAAAch0QxlgsFhNr6mzbrqur27dv39a8VY/H09HRYVmWLMvZbHZ8fBy1ZQAAAAAA5Dog09PT/f39olK3f//+Dz74YCt3AD948GBbW5vYIfObb765desWYwyDCAAAAACAXLd9mab53XffORwOznkwGOzp6VFVdSvfsKqqPT09J06csG1bkqS7d+/Oz89jHAEAAAAAkOu2Kdu27969m8lkbNvmnJ8+fboyvqCy3N7eHgwGJUmilN68eRMlOwAAAAAA5LptamVlZWhoSFEUQsjp06cjkUil3LmiKO+8844o2aVSqampKYwmAAAAAABy3XY0OzvLOWeMhcPht99+u7JuPhgMNjY2MsYURRkYGLBtGwMKAAAAAIBct70YhnH//n3RzODs2bNbqqvB81BV9fjx44FAgBCytrY2MTGBMQUAAAAAQK7bXtLptNvtVlX18OHDXq+3Eh8hFAodP37ctm1K6cjICMYUAAAAAKBMwUewHezcufPXv/51pT9FQ0ODqqqc81QqxRjbyh0aAAAAAACQ6+AZbNvWdd00TVVVq6urxUHGmK7rpVLJ4XAEAoFy7GGMFQqFfD6vaZrf7y9Pwszn87lcjlLq8/lEwwPOua7rhmFsPrNQKKyvr+dyOUmS/H6/3+93Op2bbyabzRYKBUqp3+93OByFQiGbzT5yw5RSt9vtdrtN09R1nXPucrmqqqpe6KlVVY1Go/F4nDE2MjLS3t6ObwIAAAAAAHJdpUokEpcuXZJlmXP+hz/8QQSkpaWlv/71r+KEDz/8sL6+Xvy+vLx87dq1TCZDCLl48WIoFCKEbGxs/OMf/1hZWWGM7du3r6enh1KayWQ+//xzxhil9He/+53L5UqlUl9//bWu67IsS5Jk23YkEjl79mx5Midj7NKlS7lcjjF27Nix48ePX7lyZXFx8ZEbZow1NzdfuHBheHj49u3bhBCfz/fb3/6WUvpCD753795YLCbL8tDQUFtbm8PhwJcBAAAAAAAz2SqSYRiinxshpK+vj3Nu2/bY2BghhFLKGMvn8+JM27bv37+fTqcppZzzWCwmjou9MSmlDodjbGzsxo0bjLHyQdu2LcsaHBz88ssvs9msSHSWZUmStLS0JE4W15mdnc1ms5RSRVHEdibijTjn4g4lSeKci+OZTOb+/fsOh0NRlEwmMz09/aIPXlNTEw6HCSG5XG54eBjfBAAAAAAAgnpd5eY6Mc2SUjozM7OyskIpnZycLJe/isWi+GVtbW1yctLhcHDOFUWZmpp69913H7maw+GIxWItLS3lKZ2EkNXV1YGBAUVRLMsKhUJnz57VNO3KlSuJRKK7u1u8+8bGhqieiSCn63omk7lw4QJjLJfL/fnPfyaEMMZ+85vfiK0s4/F4Pp8XN6koSjwej0ajL/Tgmqa1trYuLS3Jsjw6Onr06NGK29sTAAAAAOCVQ72uIpVKJfGLqKSNjo6m02nTNMsHy7+nUinR7U38LBQK5cgniEhGKR0dHd18fHV1VUQmSZIuXLgQCARcLldPT8+5c+d27NghzkkkEktLS+IexJniIrIsb97URMzhlCRpfn5eURTGmGgyvrKy8gOevba2VpIkWZYffxYAAAAAAOQ6qBi5XE6WZcaYZVmU0vHx8ZGREVFbE/lqY2NDZLbR0VFFUWzbDgaDpmlKknTz5k0xMVKwbVtMqpyZmZmfny8fX15eFoW1mpoap9Op6/rVq1d7e3vv3bv3l7/85caNG9lsdmRkxDAM27abmppUVZVleWRkpFAoPPGeNzY2ZmZmOOeqqlZVVXHO8/n84yvxnikUCqmqKsLkD/hzAAAAAADkOtgSytlJURRZli3LEpFMbGspy7JhGISQbDabTCYJIYyxvXv3ulwuSumDBw82F8o450eOHCGEUEo3R75yxU/TNELI6upqPB5PJBKJRGJ5efn+/fvz8/MPHz5UFIUQcvLkyaamJs65YRiTk5NPvOepqSnDMBhjjY2Nzc3NlmXJsvzdd9+Vl+o9J0VRxKxOWZZ/WMUPAAAAAAC5Dl4/MQ+TMeb3+23blmVZFOV8Pp/YsESkssXFxXI5bnx83LIsscPKIzuO7Nq1KxqNipfKB8vNDMQWLJqmaZpWvpokSalUSkzU5Jxfv359aWlJzOd8Yg2tVCotLCyIlXiJRGJubk4Es1QqlUqlXvTxfT6f+PPy9jAAAAAAAMh1UGHEujLOudgcsryATRTNxAnpdHpkZETMpaSUil7ekiSJ3VNE2wNB07Suri6HwyG2tRQH6+vrRThcX18fHR31+/2/+tWvjh49yhhjjCmKMjs7K7a+pJQuLy/n83mxrG5ubu6REhznfGJi4sGDB+KEQqEg+uYRQizL2ry75nOqra0Vj5lOp/FlAAAAAADAfpgVSUyzJIQEg8H6+npRIqupqQmFQowxWZaLxWI8Hi+vkSu3m9N1XSzDe2S2pM/n6+zsvHnzZjnXNTY2hsPh5eVlRVF6e3tdLpeiKNlsVhQGd+/e/eDBA0qpaZp+v1/sklIsFm3bNgxjampKBM7y3cZiMbEizuVyicmijLFMJuNwOJLJZDKZ3Hz+M4kqpaIoqNcBAAAAACDXVSrbtsWWkl6vt7W1Vcy3PHr0qOhnIMLVxMSELMu2bZ87d67cTqCvr+/f//63JEmzs7Oqqpb3sSSE7N27V2ydIqpqTqfz7NmzAwMD8XicUloqlUqlktis5fjx4xsbG5xz0zTD4fDFixfFFebm5i5fvixJ0sDAwPnz50WQk2V5bW0tmUyKTSw/++yzcjPxzz//fG1tjRAyOTn5QrlO0zRRryvvCwoAAAAAsJ3RP/3pT/gUKo5pmpTSxsbGaDQaDAarq6sDgUB7e7uoxTmdzoaGBpfL5Xa7W1paDh06VP7D6urqfD5fVVUVDoebmpps245EIq2trWIGZkNDg23bTqezubm5ubnZ7Xbv3r17165d6XTatm1VVXfv3v3+++/v3LlTbNzS1NTU1dXldrvFxd1ut9PplCQpFAoFg0FZllVVbWpqqq2t3djY8Pv9Bw8ejEQi5ZvZsWNHoVDw+/2RSCQUCj3/4xeLxbGxMREyjx07hu8DAAAAAGxz0uYt7wEqwsrKypdffimqkX/84x/xgQAAAADANod5mBVpbGxsdnZWkqT9+/fX19cTQjKZzK1bt2RZbm5u3rNnDyHENM21tbVYLJZMJjnn1dXVbW1t4XBYTIO8d+/e8vKy2+0+dOhQefXd0tLSyMiI2MXE6XTW19fX1tZ6vV6xfG54eDiRSNTV1YXD4VgsZhhGOBxua2sTS/JSqdT3338vSVJHR0d1dTVjbGlpaXR0NJPJiI06I5FINBr1eDwv//iUUrFlC74JAAAAAADIdZVqaGgom82KfSlFrkskElNTU5zz9fX1PXv2FIvFvr6+8fFxRVHE4rd0Oj0xMdHR0XHy5ElJku7cucMYM02zvr6+nOsmJiYmJydFiiOEjI6OSpLU09Ozb98+Qsjg4KBlWYuLi/v37//+++8dDsf4+PjGxkZnZychZGZmJhaLcc5ramo8Hs/ExMT169fLS+nS6fT09HQsFrt48WL54MtDtAMAAAAAIOhz8EbinH/zzTcPHjxQFEX0KpAkybIsRVGGh4fv3r379Dhk/Zf4w2vXrj2x1bgkSZTSgYGB2dnZR/7822+/vX79utgtk3OuaZponZdOp1/JTieb2+hhuAEAAAAAUK97A62vr09OTopQd+jQoVOnThFCRkdHe3t7FUUZGBhoaGh4eiw8cODAkSNHLl++rOu6LMvXr19/4n6Vom9ef39/U1NT+WA6nY7H4w6HwzTNo0ePnjhxghCyuro6ODhYX1//SuZhilxHKS2XFgEAAAAAtjP8s7iyidmVExMTS0tL5YOJRIJzzjmXZfnAgQPiYFNTk9/vF6FobGzsmVf2er2dnZ0iOxmG8XjJTjRUIISsra1t7g8uGpSL1NfV1cU5NwzD7XafOnWqpaVFNEh4JblOvAW+AwAAAAAAqNdVMEmSksnk1atX/5PRZVlEpmw2K0kSY8zj8QQCAfGqx+OJRCITExOEkFQq9TzXb2xsjEQii4uLjLGFhYVHXhUVM8uyZFm+fPmyWOa3OddVVVXJsqzr+ldffZXL5cSrTqfz3LlzL9St7nGGYYgZmKLFOQAAAADANodyRwUTFTP2X+U6WHnVmW3b5YPl8hp57jLX5lV2YtPLR+zcubOrq4sxlsvl4vF4+eKimCZ+WpaVy+VEI3VCSC6Xy+fzL/ng2WxWPEK5dR4AAAAAAHIdVKrGxsaPP/74448/3tye2+PxiEmYhmFks1lxsFAoJJNJEfmqq6ufJzQuLCysrKyIXPfEvuGSJO3du1f0NBe9B0TWEmGyWCwahlFVVXX48OFoNOp0Ol8oVT6FWPXHOUeuAwAAAABArqt4VVVVdXV1dXV1m6Nac3OzmKDIOf/qq69E94IrV65kMhnGmAha5fC2tra2uLi4uLiYyWTKB3Vd7+vr6+3tFfXAUCjU1tb2xBvwer0dHR2maUqSJEJjIBBQVVXUD7/44ouJiYlIJMIYEyvrNE17YkR8IclkkhDCGHuegAoAAAAA8MbD+ro3M+wdPnz49u3biqLkcrne3l5xnFLKGPvggw98Pt9/hl9R7ty5I8prfr9f7JOpqmoikUgkEmJGpaIoH3300VOaznV0dCwsLCwvL4u5mj6f7/Tp09evX7dtO5/P9/X1cc5FTc80zdOnT7/klpi2beu6LnJdbW0thhsAAAAAAPW6iuRyuUqlkmVZ5cmNDodD1NZcLpfIWj/72c88Ho9pmmKZnGmamqadOXMmGAwSQpxOp7iCZVli8ZumaZqm2bZdKpVKpZIowe3cufOXv/ylCHXiT1wul6ZpiqKU38vlcp06dSoYDJZKJUmSVFWNRqMfffSR3+83TVOs/RNt9Do7O99+++2XfPZkMilKf5TSSCSCLwMAAAAAgPTym87DVlYqlVZXV23bDgaDIob9lEzT1HXdNM1gMPiUit8L6e/vHxoaIoTU1tZ++umnGGIAAAAAAMzDfMOpqlpXV/e63t3hcIjy4CuMqcvLy6K/wuZm6AAAAAAAyHXwxjIMY3Bw8OHDh1u8MKuqaktLy5EjR55+2srKyuLioiRJHo+nvb0d4wsAAAAAgFy3DQZYUXRdX19fF5umcM7L3e22FLE48Jm57sGDB7Is27Z96NChn35aKQAAAAAAch28BpTS+vr6mZkZQgjnnDH28u3jfgyqqj6zaQFjbH5+XuzS+b/6LgAAAAAAINfBGygajS4sLMzOznLOW1tb33vvvUp8Cs75zMxMOp1WFCUYDGqahpEFAAAAAECu2y7cbvfhw4enp6cVRZmZmSkWi5UYitbX1+/cuSN2TDl48CCGFQAAAACgDH0OtgXO+aVLl5LJpG3biqJQSivuEUQrPEmSAoHAJ5988qq6JgAAAAAAINdBxVhYWLh06ZKiKFtz35TnT3e///3vfT4fBhQAAAAAoAzzMLeLYDDY0NCwtLQkSRJjTOyNWRF3LkmSLMtiu5RAIIBQBwAAAACAXLdNaZp26tSpL774QrQ6UFW1q6tr60/INE1zamoqkUgQQmzbPnHiBIYSAAAAAAC5bvuqqanp7Oy8deuWoiiGYRiGceTIka0c7Wzb7u/vTyQSYruUjo6O1tZWjCMAAAAAwCOwvm57MQyjt7d3cnJSURTLskKhUDAY3LJ3m8vlZmdnVVUtlUpdXV2dnZ0VvTgQAAAAAAC5Dl4N27aHhoZu375dKVtK2rbd2Nh44cIFjB0AAAAAwBNhHua2Qyltb28fHR0tFovl8tdWi/flG2OMEUKOHDmCgQMAAAAA+J//fka9bntKJBJ///vfi8Wioihib8xQKLQVKniMsbW1NdM0ZVm2LMvr9b7zzju7du3CkAEAAAAAINfBo/L5fH9/fzwedzgclmU1NDS89957qqq+xluyLOv+/ft9fX0Oh4Mx5na7P/vsM1mWMVgAAAAAAE+BfzFvXx6Pp7u7u6qqijGmKMrc3Ny9e/dKpdLruh/O+dTUVH9/vyghMsa6u7sR6gAAAAAAngn1um1haWnp5s2bhmE8/pJhGBsbG4qicM5t23Y6nZqmvZabZIxls9nynSiK4vF4Hj9NVdXu7u76+noMKwAAAACAgH1TtoVkMrm8vPy/ls8pikIIkSRJND+wLOu1fR033QkhJJ/PP35OOp1OJpPIdQAAAAAAyHXbi9frdTqdr3GO5SukaZrX68WYAgAAAACUYR4mAAAAAABAZcOmFAAAAAAAAJUN8zDhGRYWFhYWFkqlkmVZr6q6SynVNC0UCrW0tOATBgAAAABAroMf144dOyYnJ6enp3O5nCRJlFJJkn7YpTjnYq9LTdMaGhr27duHjxcAAAAA4OVhfR08F8bY+Pj44OCgruucc0opIeQ5m8txzhljItR5PJ729vaOjg5xBQAAAAAAQK6Dn1oul3v48OH6+noymdR1vVQqmaZJCHmkiCe+V5RSVVV9Pl8wGKyurm5ubg4EAvgMAQAAAACQ62DLsW3bMIz19fVisaiqaiAQ8Hg8qMgBAAAAACDXAQAAAAAAwLOhzwEAAAAAAAByHQAAAAAAACDXAQAAAAAAAHIdAAAAAAAAch0AAAAAAABUmv8DYXLEwcf+HCYAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">10</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h1f y93 ff7 fs3 fc2 sc2 ls0 ws0">Zetkama R&amp;D Sp. z o.o. </div><div class="t m0 x1c h1f y142 ff7 fs3 fc2 sc2 ls0 ws0">  </div><div class="t m0 x1c h1f y143 ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x1c h1f y144 ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x1c h1f y145 ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h9 y146 ff5 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2 fs1"> <span class="_ _e"></span><span class="fs0 lsb">od<span class="ls0"> <span class="_ _23"></span>2013 <span class="_ _1c"></span>roku <span class="_ _23"></span>z</span></span></span>ajmuje <span class="_ _1c"></span>się <span class="_ _23"></span>działalnością <span class="_ _1c"></span>badawcz<span class="_ _1"></span>o<span class="ff2">-</span></div><div class="t m0 x2 h9 y147 ff5 fs0 fc0 sc0 ls0 ws0">rozwojową <span class="_ _5"></span>w <span class="_ _1"></span>obszarze <span class="_ _5"></span>armatury. <span class="_ _5"></span>Spółka op<span class="_ _1"></span>racowuje <span class="_ _5"></span>nowe </div><div class="t m0 x2 h9 y148 ff5 fs0 fc0 sc0 ls0 ws0">rozwiązania <span class="_ _28"> </span>techniczne <span class="_ _28"> </span>oraz <span class="_ _28"> </span>te<span class="_ _7"></span>chnologiczne, <span class="_ _28"> </span>które </div><div class="t m0 x2 h9 y149 ff5 fs0 fc0 sc0 ls0 ws0">pomagają rozwijać <span class="_ _7"></span>ofertę produktową dla <span class="_ _7"></span>tego <span class="_ _7"></span>segmentu. </div><div class="t m0 x2 h9 y14a ff2 fs0 fc0 sc0 ls0 ws0">P<span class="ff5">rzedmiotem <span class="_ _2"> </span>działalności <span class="_ _2"> </span>Spółki <span class="_ _13"> </span>jest <span class="_ _2"> </span>w <span class="_ _13"> </span>szczególności </span></div><div class="t m0 x2 h9 y14b ff5 fs0 fc0 sc0 ls0 ws0">prowadzenie <span class="_ _5"></span>badań armat<span class="_ _1"></span>ury, <span class="_ _1"></span>opracowywani<span class="_ _5"></span>e<span class="_ _7"></span> i<span class="_ _1"></span> wdraża<span class="_ _1"></span>nie </div><div class="t m0 x2 h9 y14c ff5 fs0 fc0 sc0 ls0 ws0">nowych produktów, prace konstrukcyjne i technologiczne.<span class="ff2"> </span></div><div class="t m0 x2 h9 y14d ff2 fs0 fc0 sc0 ls0 ws0">Na koniec 202<span class="_ _1"></span>3 roku <span class="ff5">zatrudnia<span class="_ _1"></span>ła 36 osób.<span class="ff2">  </span></span></div><div class="t m0 x2 h9 y14e ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _c"> </span>marcu <span class="_ _15"> </span>2023 <span class="_ _c"> </span>Zetkama <span class="_ _c"> </span>R&amp;<span class="ff5">D <span class="_ _c"> </span>na <span class="_ _c"> </span>podstawi<span class="_ _5"></span>e <span class="_ _c"> </span>decyzji <span class="_ _c"> </span>Ministra <span class="_ _15"> </span>Rozwoju <span class="_ _c"> </span>i <span class="_ _c"> </span>Techno<span class="_ _5"></span>logii <span class="_ _c"> </span>uzyskała <span class="_ _c"> </span>status </span></div><div class="t m0 x2 h9 y14f ff2 fs0 fc0 sc0 ls0 ws0">Centrum Badawcz<span class="_ _1"></span>o-Rozwojowego.<span class="_ _5"></span> </div><div class="t m0 x2 h9 y150 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y126 ff2 fs0 fc0 sc0 ls0 ws0">Linia biznesowa<span class="_ _1"></span> <span class="ff5">–</span> <span class="ff5 sc1">elementy złącz<span class="_ _1"></span>ne<span class="ff2 sc0"> <span class="ff5">–</span> tworzona jest prz<span class="_ _1"></span>ez <span class="ff5">Spółkę Śrubena</span> U<span class="_ _5"></span>nia. </span></span></div><div class="t m0 x2 h1f y151 ffa fs3 fc2 sc2 ls0 ws0">Śrubena Unia<span class="ff7"> Sp. z o.o.<span class="_ _7"></span><span class="ff2 fs6 fc0 sc0"> </span> </span></div><div class="t m0 x1c h28 y152 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h28 y153 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h28 y154 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h1f y155 ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h9 y156 ff5 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> </span>pow<span class="_ _1"></span>stała w <span class="_ _5"></span>1<span class="_ _7"></span>832 roku J<span class="_ _5"></span>e<span class="_ _7"></span>st jedny<span class="_ _1"></span>m z najw<span class="_ _1"></span>iększych </div><div class="t m0 x2 h9 y157 ff5 fs0 fc0 sc0 ls0 ws0">producentów <span class="_ _5"></span>elementów <span class="_ _5"></span>złącznych <span class="_ _5"></span>w Polsc<span class="_ _1"></span>e i<span class="_ _1"></span> w <span class="_ _5"></span>Europie. </div><div class="t m0 x2 h9 y158 ff5 fs0 fc0 sc0 ls0 ws0">Dzięki <span class="_ _15"></span>wyko<span class="_ _5"></span>rzystaniu <span class="_ _15"> </span>technologi<span class="_ _1"></span>i <span class="_ _23"></span>na <span class="_ _15"> </span>zimno <span class="_ _15"></span>i <span class="_ _23"></span>na <span class="_ _15"> </span>gorąco, </div><div class="t m0 x2 h9 y159 ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _2"> </span>produkuje <span class="_ _2"> </span>śruby,<span class="_ _1"></span> <span class="_ _2"> </span>nakrętki, <span class="_ _2"> </span>wkręty <span class="_ _2"> </span>i <span class="_ _13"> </span>wyroby<span class="_ _1"></span> </div><div class="t m0 x2 h9 y15a ff2 fs0 fc0 sc0 ls0 ws0">rysunkowe <span class="_ _15"> </span>w <span class="_ _c"> </span>bardzo <span class="_ _c"> </span>szerokim <span class="_ _15"> </span>zakresie <span class="_ _c"> </span>wymiarowy<span class="_ _5"></span>m  <span class="lsc">i </span></div><div class="t m0 x2 h9 y15b ff5 fs0 fc0 sc0 ls0 ws0">asortymentow<span class="_ _1"></span>ym <span class="_ _29"> </span>(wykonywa<span class="_ _1"></span>ne <span class="_ _29"> </span>zarówno<span class="_ _1"></span> <span class="_ _29"> </span>według </div><div class="t m0 x2 h9 y15c ff5 fs0 fc0 sc0 ls0 ws0">standardów, ja<span class="_ _1"></span>k i indywidu<span class="_ _1"></span>alnych wymagań<span class="_ _1"></span>). Na koniec 20<span class="_ _1"></span>23 roku zatrud<span class="_ _1"></span>niała 360 o<span class="_ _1"></span>sób.<span class="ff2"> </span></div><div class="t m0 x2 h9 y15d ff5 fs0 fc0 sc0 ls0 ws0">Oferta Spółki ob<span class="_ _1"></span>ejmuje: <span class="ff2"> </span></div><div class="t m0 x33 h2 y15e ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">nowoczesne <span class="_ _1d"> </span><span class="ff5">i <span class="_ _1d"> </span>trwałe <span class="_ _1d"> </span>materiały <span class="_ _1d"> </span>dla <span class="_ _1d"> </span>czołowych <span class="_ _1d"> </span>europejskich <span class="_ _1d"> </span>producentów <span class="_ _16"> </span>generatorów </span></span></span></div><div class="t m0 x38 h9 y15f ff2 fs0 fc0 sc0 ls0 ws0">wiatrowych,<span class="_ _1"></span> </div><div class="t m0 x33 h2 y160 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">śruby, nakrętki<span class="_ _1"></span> oraz elemen<span class="_ _1"></span>ty złącznych do m<span class="_ _1"></span>ontażu obudów gó<span class="_ _5"></span>rn<span class="_ _7"></span>iczych<span class="ff2">, </span></span></span></div><div class="t m0 x33 h2 y161 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">elementy <span class="_ _15"> </span><span class="ff5">złączne: <span class="_ _c"> </span>śrub<span class="_ _1"></span>y, <span class="_ _15"> </span>nakrętki, <span class="_ _15"> </span>podkładki <span class="_ _15"> </span>do <span class="_ _c"> </span>konstrukcji <span class="_ _15"> </span>mostów, <span class="_ _15"> </span>hal, <span class="_ _c"> </span>budynków, <span class="_ _15"> </span>barier </span></span></span></div><div class="t m0 x38 h9 y162 ff2 fs0 fc0 sc0 ls0 ws0">i innych, </div><div class="t m0 x33 h2 y163 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">elementy <span class="_ _23"></span><span class="ff5">złączne <span class="_ _23"></span>dla <span class="_ _23"></span>wszystkich<span class="_ _1"></span> <span class="_ _15"></span>produc<span class="_ _5"></span>e<span class="_ _7"></span>ntów, <span class="_ _23"></span>dostawców <span class="_ _1c"></span>i <span class="_ _15"></span>wyko<span class="_ _1"></span>nawców <span class="_ _23"></span>współpracującyc<span class="_ _1"></span>h </span></span></span></div><div class="t m0 x38 h9 y164 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">branżą kolejową<span class="_ _5"></span> w Polsce, Europie i na świeci<span class="_ _5"></span>e<span class="_ _7"></span><span class="ff2">, </span></span></div><div class="t m0 x33 h2 y165 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">śruby, nakrętki<span class="_ _1"></span>, podkładki o<span class="_ _5"></span>raz s<span class="_ _7"></span>worznie wy<span class="_ _1"></span>korzystywa<span class="_ _1"></span>ne w branży motor<span class="_ _5"></span>y<span class="_ _7"></span>zacyjnej<span class="ff2">, </span></span></span></div><div class="t m0 x33 h2 y166 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">wszystkie <span class="ff5">typowe<span class="_ _1"></span> śruby, złą<span class="_ _1"></span>cza, nakrętki i pod<span class="_ _5"></span>k<span class="_ _7"></span>ładki według <span class="_ _1"></span>norm EN, DIN, P<span class="_ _5"></span>N<span class="_ _7"></span>, ANSI, BS<span class="ff2"> </span>ГOCT<span class="ff2">, </span></span></span></span></div><div class="t m0 x33 h2 y167 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">wyroby <span class="_ _15"></span>rys<span class="_ _1"></span>unkowe <span class="_ _15"></span><span class="ff5">–</span> <span class="_ _15"></span><span class="ff5">specj<span class="_ _5"></span>alne <span class="_ _15"> </span>zamówienie <span class="_ _23"></span>niestandardowych <span class="_ _23"></span>pr<span class="_ _7"></span>oduktów <span class="_ _23"></span>według <span class="_ _15"> </span>rysunkó<span class="_ _1"></span>w </span></span></span></div><div class="t m0 x38 h9 y168 ff2 fs0 fc0 sc0 ls0 ws0">technicznych. </div><div class="t m0 x2 h9 y169 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y16a w14 h29"><div class="t m0 x2f h2 y16b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x3d y16c w16 h2a"><div class="t m0 x3e h22 y16d ff3 fs4 fc4 sc0 ls0 ws0">Centrum Badawc<span class="_ _5"></span>z<span class="_ _7"></span>o-</div><div class="t m0 x3f h22 y16e ff3 fs4 fc4 sc0 ls0 ws0">Rozwojowe dla </div><div class="t m0 x36 h22 y16f ff3 fs4 fc4 sc0 ls0 ws0">nowoczesnej arma<span class="_ _1"></span>tury </div><div class="t m0 x40 h22 y170 ff4 fs4 fc4 sc0 ls0 ws0">przemysłowej<span class="ff3"> </span></div></div><div class="c x41 y83 w14 h2b"><div class="t m0 x2f h2 y171 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y172 w19 h2c"><div class="t m0 x43 h22 y116 ff3 fs4 fc4 sc0 ls0 ws0">Ponad 190 lat </div><div class="t m0 x27 h22 y173 ff4 fs4 fc4 sc0 ls0 ws0">doświadczenia w<span class="_ _1"></span> produkcji </div><div class="t m0 x39 h22 y118 ff4 fs4 fc4 sc0 ls0 ws0">elementów złącz<span class="_ _1"></span>nych<span class="ff3"> </span></div></div><div class="c x36 y174 w9 h18"><div class="t m0 x4 h5 y175 ff3 fs2 fc4 sc0 ls0 ws0">O GRUPIE MANGATA </div></div><div class="c xd y176 w1a h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc4 sc0 lsd ws0">O <span class="ls0">GRUPIE MANGATA </span></div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">11</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _b"> </span>zaopatruje <span class="_ _b"> </span>branże:  budowniczą, <span class="_ _b"> </span>motoryzacyjną,  e<span class="_ _7"></span>nergetyczną,  górniczą, <span class="_ _b"> </span>kolejową, <span class="_ _b"> </span>a <span class="_ _d"> </span>także </div><div class="t m0 x2 h9 yf0 ff5 fs0 fc0 sc0 ls0 ws0">sprzedawców, <span class="_ _5"></span>dystrybutoró<span class="_ _1"></span>w i<span class="_ _1"></span> hurtowni<span class="_ _5"></span>ków w ca<span class="_ _5"></span>łej Uni<span class="_ _1"></span>i Europ<span class="_ _1"></span>ejskiej i <span class="_ _5"></span>w wi<span class="_ _5"></span>e<span class="_ _7"></span>lu <span class="_ _5"></span>krajach poza <span class="_ _5"></span>UE. Sze<span class="_ _1"></span>roki </div><div class="t m0 x2 h9 yf1 ff5 fs0 fc0 sc0 ls0 ws0">asortyment pro<span class="_ _1"></span>duktów, no<span class="_ _5"></span>woczesna hala produkcyj<span class="_ _5"></span>na i doświad<span class="ff2">czenie zdob<span class="_ _5"></span>y<span class="_ _7"></span>wane prz<span class="_ _5"></span>e<span class="_ _7"></span>z ponad 190 lat </span></div><div class="t m0 x2 h9 yf2 ff5 fs0 fc0 sc0 ls0 ws0">działalności, <span class="_ _7"></span>sprawiają, <span class="_ _e"></span>że <span class="_ _7"></span>Śrubena <span class="_ _e"></span>Unia <span class="_ _e"></span>Sp.<span class="ff2"> <span class="_ _e"></span>z <span class="_ _e"></span>o.o. <span class="_ _e"></span></span>jest <span class="_ _7"></span>cenionym <span class="_ _e"></span>dostawcą <span class="_ _7"></span>na <span class="_ _e"></span>rynku <span class="_ _7"></span>polskim <span class="_ _e"></span>i <span class="_ _e"></span>rynkach </div><div class="t m0 x2 h9 yf3 ff2 fs0 fc0 sc0 ls0 ws0">zagranicznych.  </div><div class="t m0 x2 h9 y177 ff5 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> <span class="_ _15"> </span></span>prowadzi <span class="_ _15"></span>działa<span class="_ _1"></span>nia <span class="_ _15"></span>na <span class="_ _15"> </span>rzecz <span class="_ _15"> </span>zrównoważon<span class="_ _5"></span>e<span class="_ _7"></span>go <span class="_ _15"> </span>rozwoju. <span class="_ _15"></span>W <span class="_ _15"></span>Polityce<span class="ff2"> <span class="_ _15"> </span></span>Jakości <span class="_ _15"></span>i <span class="_ _15"> </span>Środowiska <span class="_ _15"></span>cele<span class="_ _5"></span> </div><div class="t m0 x2 h9 y178 ff5 fs0 fc0 sc0 ls0 ws0">biznesowe <span class="_ _f"> </span>działania <span class="_ _f"> </span>firmy <span class="_ _f"> </span>zostały <span class="_ _f"> </span>powiązane <span class="_ _16"> </span>z<span class="_ _1"></span> <span class="_ _16"> </span>celami <span class="_ _f"> </span>w <span class="_ _f"> </span>zakresie <span class="_ _f"> </span>dbałości <span class="_ _f"> </span>o <span class="_ _16"> </span>stan <span class="_ _f"> </span>środowiska </div><div class="t m0 x2 h9 yf5 ff5 fs0 fc0 sc0 ls0 ws0">naturalnego. Cel<span class="_ _5"></span>e<span class="_ _7"></span> zrównowa<span class="_ _1"></span>żonego rozwoju są <span class="_ _1"></span>realizowane<span class="ff2"> poprzez: <span class="_ _1"></span> </span></div><div class="t m0 x33 h2 y179 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">doświadczoną i wy<span class="_ _5"></span>s<span class="_ _7"></span>oko wykwa<span class="_ _1"></span>lifikowaną załog<span class="_ _1"></span>ę, która sta<span class="_ _1"></span>le podwyższa <span class="_ _5"></span>k<span class="_ _7"></span>walifikacj<span class="_ _1"></span>e,<span class="_ _7"></span><span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y17a ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">doskonalenie <span class="_ _23"></span>jakości <span class="_ _23"></span>i <span class="_ _23"></span>technologii <span class="_ _23"></span>pod <span class="_ _23"></span>kątem <span class="_ _23"></span>spełniania <span class="_ _1c"></span>oczekiwań <span class="_ _23"></span>klienta <span class="_ _15"></span>o<span class="_ _1"></span>raz <span class="_ _23"></span>ograniczania<span class="_ _1"></span> </span></span></div><div class="t m0 x38 h9 ycf ff5 fs0 fc0 sc0 ls0 ws0">negatywnych wpł<span class="_ _1"></span>ywów na śro<span class="_ _1"></span>dowisko,<span class="ff2"> </span></div><div class="t m0 x33 h2 yd0 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">monitorowanie z<span class="_ _1"></span>użycia zasobów o<span class="_ _1"></span>raz wielkości <span class="_ _1"></span>emisji do środ<span class="_ _1"></span>owiska,<span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 yd1 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">utrzymywanie w<span class="_ _5"></span>y<span class="_ _7"></span>sokiego pozi<span class="_ _1"></span>omu jakości wyrobów i c<span class="_ _5"></span>iągłe doskonalenie,<span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 yf9 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">zaangażowanie cał<span class="_ _5"></span>ego personelu na rzecz ja<span class="_ _1"></span>kości i ochrony środ<span class="_ _1"></span>owiska,<span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 yfa ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">samokontrolę w<span class="_ _1"></span>szystkich operacji <span class="_ _5"></span>procesów realizacji wyrobów,<span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y17b ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">utrzymywanie i cią<span class="_ _1"></span>głe dosk<span class="_ _1"></span>onalenie Syste<span class="_ _1"></span>mów Zarządz<span class="_ _1"></span>ania Jakością i Śr<span class="_ _1"></span>odowiskie<span class="_ _5"></span>m<span class="_ _e"></span><span class="ff2">. </span></span></span></div><div class="t m0 x2 h9 y17c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y126 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y17d ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y17e ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2a"> </span> </div></div><div class="c xd yb3 w9 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc4 sc0 ls0 ws0">O GRUPIE MANGATA </div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">12</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x44 hc y17f ff2 fs2 fc2 sc2 ls3 ws0">2.<span class="ff6 sc0 ls0"> <span class="_ _b"> </span></span><span class="ls0">Strategia </span></div><div class="t m0 x2 hd y180 ff7 fs0 fc0 sc0 ls0 ws0">GRI: 2-22; 2-23  </div><div class="t m0 x2 hd y181 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y182 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y183 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y184 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y185 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y186 ff2 fs0 fc0 sc0 lse ws0">W <span class="_ _d"> </span><span class="ls0">latach <span class="_ _b"> </span>2020-2023 <span class="_ _b"> </span>roku <span class="_ _d"> </span>na <span class="_ _b"> </span>poziomie <span class="_ _d"> </span>makro, <span class="_ _d"> </span><span class="ff5">jak <span class="_ _b"> </span>i <span class="_ _d"> </span>mikro <span class="_ _b"> </span>ekonomicznym <span class="_ _b"> </span>pojawiły <span class="_ _d"> </span>się <span class="_ _b"> </span>poważne </span></span></div><div class="t m0 x2 h9 y187 ff5 fs0 fc0 sc0 ls0 ws0">zakłócenia i<span class="_ _1"></span> kryzysy.<span class="ff2"> Wojna <span class="_ _5"></span>w <span class="ff5">Ukrainie, niepewn<span class="_ _1"></span>ość energ<span class="_ _1"></span>etyczna, ni<span class="_ _1"></span>edobory żyw<span class="_ _1"></span>ności, przyspi<span class="_ _5"></span>e<span class="_ _7"></span>szająca </span></span></div><div class="t m0 x2 h9 y188 ff5 fs0 fc0 sc0 ls0 ws0">inflacja <span class="_ _e"></span>i <span class="_ _23"></span>nasilają<span class="_ _1"></span>ce <span class="_ _1c"></span>się <span class="_ _1c"></span>zmiany <span class="_ _e"></span>klimatyczne <span class="_ _1c"></span>miały <span class="_ _1c"></span>istot<span class="_ _5"></span>ny <span class="_ _23"></span>wpływ <span class="_ _e"></span>na <span class="_ _1c"></span>gospodarkę <span class="_ _1c"></span>światow<span class="_ _1"></span>ą, <span class="_ _1c"></span>która <span class="_ _1c"></span>wciąż </div><div class="t m0 x2 h9 y189 ff5 fs0 fc0 sc0 ls0 ws0">odczuwała <span class="_ _5"></span>skutki <span class="_ _1"></span>pandemii <span class="_ _5"></span>COVID<span class="ff2">-</span>19. <span class="_ _5"></span>Wskazuje to<span class="_ _5"></span>, iż<span class="ff2"> <span class="_ _5"></span><span class="ff5">spółki, w<span class="_ _1"></span> ty<span class="_ _1"></span>m <span class="_ _5"></span>G<span class="_ _7"></span>rupa, <span class="_ _5"></span>działają <span class="_ _5"></span>i będą<span class="_ _1"></span> fun<span class="_ _5"></span>k<span class="_ _7"></span>cjonować </span></span></div><div class="t m0 x2 h9 y18a ff5 fs0 fc0 sc0 ls0 ws0">w <span class="_ _5"></span>środowisku <span class="_ _1"></span>charakteryz<span class="_ _1"></span>ującym <span class="_ _5"></span>s<span class="_ _7"></span>ię <span class="_ _5"></span>ciągłymi <span class="_ _5"></span>zakłóceniami <span class="_ _5"></span>naturalnymi <span class="_ _5"></span>lub ty<span class="_ _5"></span>mi spowodowa<span class="_ _1"></span>nymi <span class="_ _5"></span>przez </div><div class="t m0 x2 h9 y18b ff5 fs0 fc0 sc0 ls0 ws0">człowieka. <span class="ff2"> </span></div><div class="t m0 x2 h9 y18c ff5 fs0 fc0 sc0 ls0 ws0">Grupa dostrzega<span class="_ _1"></span>, że odporność jest jej kluczow<span class="_ _5"></span>ym <span class="_ _7"></span>wyz<span class="_ _1"></span>waniem. Pod tym pojęci<span class="_ _1"></span>em rozumiemy zdolność<span class="_ _5"></span> </div><div class="t m0 x2 h9 y18d ff2 fs0 fc0 sc0 ls0 ws0">radzenia <span class="_ _f"> </span>sobie <span class="_ _16"> </span>z <span class="ff5">zachodzą<span class="_ _5"></span>cymi <span class="_ _16"> </span>zmianami, <span class="_ _f"> </span>wytrzymy<span class="_ _1"></span>wania <span class="_ _f"> </span>wstrząsów <span class="_ _f"> </span>oraz <span class="_ _16"> </span>umiejętno<span class="_ _1"></span>ść <span class="_ _16"> </span>ciągłeg<span class="_ _1"></span>o </span></div><div class="t m0 x2 h9 y18e ff5 fs0 fc0 sc0 ls0 ws0">dostosowywania<span class="_ _1"></span> <span class="_ _20"> </span>się <span class="_ _10"> </span>do <span class="_ _20"> </span>pojawiających <span class="_ _10"> </span>się <span class="_ _20"> </span>zakłóceń <span class="_ _10"> </span>i <span class="_ _20"> </span>kryzysów. <span class="_ _20"> </span>Dzięki <span class="_ _20"> </span>dywersyfikacji <span class="_ _10"> </span>branżowej,<span class="_ _1"></span> </div><div class="t m0 x2 h9 y18f ff5 fs0 fc0 sc0 ls0 ws0">geograficzn<span class="_ _1"></span>ej <span class="_ _23"></span>oraz <span class="_ _1c"></span>klientów, <span class="_ _23"></span>a <span class="_ _23"></span>także <span class="_ _1c"></span>elastycznym <span class="_ _1c"></span>procesom <span class="_ _1c"></span>produkcyjnym<span class="_ _7"></span><span class="ff2">, <span class="_ _1c"></span></span>Grupa <span class="_ _23"></span>utrzymała <span class="_ _23"></span>wysokie<span class="_ _5"></span> </div><div class="t m0 x2 h9 y190 ff5 fs0 fc0 sc0 ls0 ws0">poziomy <span class="_ _15"></span>w<span class="_ _1"></span>yników <span class="_ _23"></span>f<span class="_ _7"></span>inansowych <span class="_ _23"></span>i <span class="_ _15"> </span>operacyjnych<span class="ff2">, <span class="_ _23"></span></span>pom<span class="_ _7"></span>imo <span class="_ _15"></span>z<span class="_ _1"></span>naczącego <span class="_ _23"></span>wpływu <span class="_ _15"> </span>pandemii<span class="_ _1"></span> <span class="_ _15"> </span>Covid19<span class="_ _1"></span> <span class="_ _15"> </span>oraz </div><div class="t m0 x2 h9 y191 ff2 fs0 fc0 sc0 ls0 ws0">wojny <span class="_ _15"> </span>w <span class="_ _15"></span>Ukraini<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _15"></span><span class="ff5">na <span class="_ _15"></span>sytua<span class="_ _5"></span>cję <span class="_ _15"> </span>gospodarczą<span class="ff2">. <span class="_ _15"></span>Gru</span>pa <span class="_ _23"></span>w <span class="_ _15"> </span>sposób <span class="_ _15"></span>ciągły <span class="_ _23"></span>analizuje <span class="_ _15"></span>sytuacj<span class="_ _1"></span>ę <span class="_ _15"> </span>w <span class="_ _15"></span>kluczow<span class="_ _5"></span>y<span class="_ _7"></span>ch </span></div><div class="t m0 x2 h9 y192 ff5 fs0 fc0 sc0 ls0 ws0">branżach w któ<span class="_ _1"></span>rych funkcjonuje<span class="_ _5"></span>,<span class="_ _7"></span> aby z wyprze<span class="_ _1"></span>dzeniem reagować <span class="_ _5"></span>na dostrzegalne ryzyka.<span class="ff2"> </span></div><div class="t m0 x2 h9 y193 ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"></span>realizuje strategię, której <span class="_ _e"></span>celem jest <span class="_ _7"></span>zapewnienie <span class="_ _7"></span>długoterminow<span class="_ _5"></span>e<span class="_ _7"></span>go <span class="_ _7"></span>zrównoważonego<span class="_ _1"></span> <span class="_ _7"></span>rozwoju </div><div class="t m0 x2 h9 y194 ff5 fs0 fc0 sc0 ls0 ws0">Holdingu, uzyskanie <span class="_ _7"></span>stałego wzrostu <span class="_ _7"></span>wartości dla <span class="_ _7"></span>Akcjonariuszy oraz <span class="_ _7"></span>spełnienie oczekiwań <span class="_ _7"></span>innych grup </div><div class="t m0 x2 h9 y195 ff5 fs0 fc0 sc0 ls0 ws0">interesariusz<span class="_ _1"></span>y. Cele te są r<span class="_ _1"></span>ealizowa<span class="_ _1"></span>ne poprzez: <span class="ff2"> </span></div><div class="t m0 x33 h2 y196 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">kontynuację <span class="_ _1f"> </span>działalności <span class="_ _1f"> </span>w <span class="_ _1e"> </span>br<span class="_ _7"></span>anży <span class="_ _1f"> </span>metalowej <span class="_ _1f"> </span>i <span class="_ _2b"> </span>wykorzystanie <span class="_ _1f"> </span>głębokiej <span class="_ _1f"> </span>ekspertyzy </span></span></div><div class="t m0 x38 h9 y197 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">doświadczenia w t<span class="_ _5"></span>ej branży<span class="ff2">,  </span></span></div><div class="t m0 x33 h2 y198 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">integrację<span class="ff2"> </span>podmiotów<span class="_ _5"></span><span class="ff2"> <span class="_ _7"></span><span class="ff5">tworzących</span> <span class="_ _1"></span><span class="ff5">Grupę oraz<span class="ff2"> </span>przem<span class="_ _1"></span>yślane<span class="ff2"> akwizycje.  </span></span></span></span></span></div><div class="t m0 x2 h9 y199 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y19a ff5 fs0 fc0 sc0 ls0 ws0">Mając <span class="_ _20"> </span>na <span class="_ _f"> </span>uwadze <span class="_ _20"> </span>rosnące <span class="_ _20"> </span>znaczenie <span class="_ _20"> </span>dla <span class="_ _f"> </span>interesar<span class="_ _1"></span>iuszy <span class="_ _20"> </span>kwestii <span class="_ _f"> </span>związanych <span class="_ _20"> </span>ze <span class="_ _f"> </span>zrównoważon<span class="_ _5"></span>ym </div><div class="t m0 x2 h9 y19b ff5 fs0 fc0 sc0 ls0 ws0">rozwojem <span class="_ _b"> </span>G<span class="_ _7"></span>rupa <span class="_ _b"> </span>postanowiła <span class="_ _d"> </span>usystematyzowa<span class="_ _1"></span>ć <span class="_ _d"> </span>swoją <span class="_ _d"> </span>działalność <span class="_ _b"> </span>w <span class="_ _d"> </span>tym <span class="_ _d"> </span>zakresie <span class="_ _d"> </span>i <span class="_ _d"> </span>wypracowała<span class="_ _1"></span> </div><div class="t m0 x2 h9 y19c ff5 fs0 fc0 sc0 ls0 ws0">Strategię <span class="_ _1d"> </span>Z<span class="_ _7"></span>równoważon<span class="_ _1"></span>ego <span class="_ _2"> </span>Rozwoju <span class="_ _2"> </span>powiązaną <span class="_ _2"> </span>ze <span class="_ _2"> </span>strategią <span class="_ _2"> </span>biznesową<span class="_ _1"></span>. <span class="_ _2"> </span>Punktem <span class="_ _2"> </span>wyjściowy<span class="_ _1"></span>m </div><div class="t m0 x2 h9 y19d ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">budowy <span class="_ _16"> </span>strategii <span class="_ _1d"> </span>były <span class="_ _1d"> </span>pogłębione <span class="_ _1d"> </span>zrozumienie <span class="_ _16"> </span>oczekiwań <span class="_ _1d"> </span>różnych <span class="_ _1d"> </span>grup <span class="_ _2"> </span>interesa<span class="_ _5"></span>rius<span class="_ _7"></span>zy <span class="_ _1d"> </span>oraz </span></span></div><div class="t m0 x2 h9 y19e ff5 fs0 fc0 sc0 ls0 ws0">uwzględnieni<span class="_ _1"></span>e <span class="_ _1c"></span>najlepszych <span class="_ _1c"></span>praktyk <span class="_ _1c"></span>związanych <span class="_ _1c"></span>z <span class="_ _1c"></span>zarządzaniem <span class="_ _1c"></span>zrównoważon<span class="_ _1"></span>ym <span class="_ _1c"></span>rozwojem. <span class="_ _1c"></span>Kluczowe </div><div class="t m0 x2 h9 y19f ff5 fs0 fc0 sc0 ls0 ws0">założenia <span class="_ _10"> </span>strategii <span class="_ _20"> </span>zakładają<span class="_ _5"></span> <span class="_ _20"> </span>zarówno <span class="_ _20"> </span>redukcje <span class="_ _20"> </span>śladu <span class="_ _10"> </span>węglowego<span class="ff2">, <span class="_ _20"> </span>jak <span class="_ _20"> </span>i <span class="_ _20"> </span>doskonalenie <span class="_ _10"> </span>procesowe<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y1a0 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">organizacyjne <span class="_ _1d"> </span>zarówno <span class="_ _16"> </span>w <span class="_ _2"> </span>obsza</span>rze <span class="_ _1d"> </span>pracowniczym, <span class="_ _1d"> </span><span class="ff5">jak <span class="_ _2"> </span>i <span class="_ _1d"> </span>relacji <span class="_ _1d"> </span>z <span class="_ _2"> </span>podmiota<span class="_ _5"></span>mi <span class="_ _2"> </span>zewnętrznymi. </span></div><div class="t m0 x2 h9 y1a1 ff5 fs0 fc0 sc0 ls0 ws0">Wypracowana strategia <span class="_ _7"></span>obejmuje <span class="_ _7"></span>plany <span class="_ _7"></span>działań <span class="_ _7"></span>odpowia<span class="_ _1"></span>dające <span class="_ _7"></span>na <span class="_ _7"></span>kluczowe <span class="_ _7"></span>potrzeby <span class="_ _7"></span>rynku <span class="_ _7"></span>i <span class="_ _7"></span>klientów </div><div class="t m0 x2 h9 y1a2 ff5 fs0 fc0 sc0 ls0 ws0">z poszanowanie<span class="_ _1"></span>m zasad zrównowa<span class="_ _1"></span>żonego rozwoju<span class="_ _1"></span>.<span class="ff2"> </span></div></div><div class="c xd y176 w1a h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc5 sc0 ls0 ws0">STRATEGIA </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">13</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y10 ff2 fs4 fc2 sc2 ls0 ws0">2.1.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff2 sc2">Uwarunkowania <span class="ff5">zewnętr<span class="_ _1"></span>zne rozwoju<span class="ff2"> Mangata Holding<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 x2 h9 y1a3 ff5 fs0 fc0 sc0 ls0 ws0">Oprócz m<span class="_ _5"></span>e<span class="_ _7"></span>ga<span class="ff2">-</span>trendu <span class="_ _5"></span>opisanego <span class="_ _5"></span>powyżej, zi<span class="_ _1"></span>dentyfikowano<span class="ff2"> <span class="_ _1"></span><span class="ff5">pięć<span class="ff2"> glo<span class="_ _5"></span>balnych <span class="ff5">trendó<span class="_ _5"></span>w,<span class="ff2"> </span>które <span class="_ _5"></span>oddziaływają </span></span></span></span></div><div class="t m0 x2 h9 y1a4 ff5 fs0 fc0 sc0 ls0 ws0">na <span class="_ _7"></span>Grupę <span class="_ _e"></span>i <span class="_ _7"></span>w <span class="_ _e"></span>dalszym <span class="_ _7"></span>ciągu <span class="_ _e"></span>będą<span class="ff2"> <span class="_ _e"></span></span>miały<span class="ff2"> <span class="_ _7"></span></span>silny <span class="_ _7"></span>wpływ<span class="ff2"> <span class="_ _e"></span></span>na <span class="_ _7"></span>jej <span class="_ _e"></span>rozwój. <span class="_ _7"></span>Trendy <span class="_ _e"></span>te <span class="_ _7"></span>zostały <span class="_ _7"></span>szerzej <span class="_ _e"></span>omówion<span class="_ _5"></span>e </div><div class="t m0 x2 h9 y1a5 ff5 fs0 fc0 sc0 ls0 ws0">poniżej.<span class="ff2">  </span></div><div class="t m0 x45 h28 y1a6 ff2 fs6 fc0 sc1 ls0 ws0">Elastyczne  modele  biznesowe<span class="_ _7"></span><span class="ff5 sc0">.  W <span class="_ _c"> </span>branży  metalowej </span></div><div class="t m0 x45 h28 y3a ff5 fs6 fc0 sc0 ls0 ws0">zwiększanie <span class="_ _24"> </span>elas<span class="_ _7"></span>tyczności <span class="_ _1a"> </span>odbywa <span class="_ _24"> </span>się <span class="_ _1a"> </span>najczęściej </div><div class="t m0 x45 h28 y1a7 ff2 fs6 fc0 sc0 ls0 ws0">poprzez:  model <span class="_ _c"> </span>produkcji  <span class="ff5">–</span> <span class="_ _c"> </span>just <span class="_ _c"> </span>in <span class="_ _c"> </span>time;  elastyczne </div><div class="t m0 x45 h28 y1a8 ff5 fs6 fc0 sc0 ls0 ws0">modele <span class="_ _2b"> </span>usł<span class="_ _7"></span>ug <span class="_ _a"> </span>serwisowych; <span class="_ _a"> </span>elastyczne <span class="_ _a"> </span>modele </div><div class="t m0 x45 h28 y1a9 ff5 fs6 fc0 sc0 ls0 ws0">współpracy <span class="_ _f"> </span>z <span class="_ _16"> </span>klientami <span class="_ _f"> </span>w <span class="_ _f"> </span>procesie <span class="_ _f"> </span>projek<span class="_ _7"></span>towania </div><div class="t m0 x45 h28 y1aa ff5 fs6 fc0 sc0 ls0 ws0">produktów.<span class="ff7"> </span></div><div class="t m0 x45 h28 y1ab ff2 fs6 fc0 sc1 ls0 ws0"> </div><div class="t m0 x45 h28 y1ac ff5 fs6 fc0 sc1 ls0 ws0">Automatyzac<span class="_ _7"></span>ja <span class="_ _18"> </span>procesów <span class="_ _11"> </span>/ <span class="_ _a"> </span>robotyzac<span class="_ _7"></span>ja <span class="_ _11"> </span><span class="sc0">oprócz </span></div><div class="t m0 x45 h28 y1ad ff5 fs6 fc0 sc0 ls0 ws0">efektów <span class="_ _21"> </span>biznesowych <span class="_ _21"> </span>(zwiększenie <span class="_ _21"> </span>wydajności, </div><div class="t m0 x45 h28 y1ae ff5 fs6 fc0 sc0 ls0 ws0">redukcja <span class="_ _b"> </span>kosztów, <span class="_ _b"> </span>minima<span class="_ _7"></span>lizacja <span class="_ _b"> </span>ryzy<span class="_ _7"></span>ka <span class="_ _b"> </span>popełnienia </div><div class="t m0 x45 h28 y1af ff5 fs6 fc0 sc0 ls0 ws0">błędów) <span class="_ _23"></span>ma <span class="_ _23"></span>najczęściej <span class="_ _23"></span>pozyt<span class="_ _7"></span>ywne <span class="_ _23"></span>efekty <span class="_ _23"></span>w <span class="_ _15"> </span>zakresie </div><div class="t m0 x45 h28 y1b0 ff5 fs6 fc0 sc0 ls0 ws0">zrównoważonego rozwoj<span class="_ _7"></span>u. <span class="ff2"> </span></div><div class="t m0 x45 h28 y1b1 ffa fs6 fc0 sc0 ls0 ws0">Obszar <span class="_ _1f"> </span>środow<span class="_ _7"></span>iskowy<span class="ff2"> <span class="_ _1e"> </span>- <span class="_ _1f"> </span><span class="ff5">możliw<span class="_ _7"></span>ość <span class="_ _1f"> </span>zmnie<span class="_ _7"></span>jszenia</span> </span></div><div class="t m0 x45 h28 y1b2 ff5 fs6 fc0 sc0 ls0 ws0">zużyci<span class="ff2">a <span class="_ _c"> </span></span>energii, <span class="_ _c"> </span>wody <span class="_ _c"> </span>i <span class="_ _15"> </span>inny<span class="_ _7"></span>ch  zasobów <span class="_ _15"> </span>naturalnych<span class="_ _7"></span> </div><div class="t m0 x45 h28 y1b3 ff5 fs6 fc0 sc0 ls0 ws0">oraz <span class="_ _2d"> </span>optymalizacja <span class="_ _2d"> </span>procesów <span class="_ _2e"> </span>produkcyjnych,<span class="_ _7"></span> </div><div class="t m0 x45 h28 y1b4 ff2 fs6 fc0 sc0 lsf ws0">co<span class="ls0"> <span class="ff5">pozwala na redukcj<span class="_ _7"></span>ę odpadów i emis<span class="_ _7"></span>ji CO2.<span class="_ _7"></span></span> </span></div><div class="t m0 x45 h28 y1b5 ffa fs6 fc0 sc0 ls0 ws0">Obszar <span class="_ _2b"> </span>społeczny<span class="ff2"> <span class="_ _a"> </span>- <span class="_ _2b"> </span><span class="ff5">poprawa <span class="_ _2b"> </span>warunków <span class="_ _a"> </span>pracy </span> </span></div><div class="t m0 x2 h28 y1b6 ff2 fs6 fc0 sc0 ls0 ws0">i <span class="ff5">bezpieczeństwa <span class="_ _1d"> </span>pracownikó<span class="_ _7"></span>w. <span class="_ _16"> </span>E<span class="_ _7"></span>liminacja <span class="_ _16"> </span>prac <span class="_ _2"> </span></span> <span class="_ _1d"> </span><span class="ff5">o <span class="_ _16"> </span>nisk<span class="_ _7"></span>iej <span class="_ _1d"> </span>wartości <span class="_ _16"> </span>do<span class="_ _7"></span>danej, <span class="_ _1d"> </span>co <span class="_ _16"> </span>p<span class="_ _7"></span>ozwala</span> <span class="_ _1d"> </span>pracown<span class="_ _7"></span>ikom </div><div class="t m0 x2 h28 y1b7 ff2 fs6 fc0 sc0 lsa ws0">na<span class="ls0"> <span class="ff5">koncentrację na zad<span class="_ _7"></span>aniach wymagającyc<span class="_ _7"></span>h wyższych kwali<span class="_ _7"></span>fikacji. <span class="_ _7"></span></span> </span></div><div class="t m0 x2 h28 y1b8 ffa fs6 fc0 sc0 ls0 ws0">Obszar zarządzania<span class="ff2"> - <span class="ff5">p<span class="_ _7"></span>oprawa jakości danych i pro<span class="_ _7"></span>cesów biznesowy<span class="_ _7"></span>ch</span>, <span class="_ _7"></span><span class="ff5">co oznacza lepsze z<span class="_ _7"></span>arządzanie firmą. <span class="_ _7"></span></span> </span></div><div class="t m0 x2 h28 y1b9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y1ba ff5 fs6 fc0 sc1 ls0 ws0">Efektywnoś<span class="_ _7"></span>ć <span class="_ _23"></span>ener<span class="_ _7"></span>getyczna <span class="_ _15"> </span>–<span class="ff2"> <span class="_ _23"></span></span><span class="sc0">coraz <span class="_ _15"> </span>ważniejsze <span class="_ _23"></span>znaczeni<span class="_ _7"></span>e <span class="_ _15"> </span><span class="ff2">ma <span class="_ _23"></span></span>zwiększani<span class="ff2">e <span class="_ _15"> </span></span>wydajności <span class="_ _23"></span>en<span class="_ _7"></span>ergetycznej, <span class="_ _15"> </span>w <span class="_ _23"></span>każdym<span class="_ _7"></span> </span></div><div class="t m0 x2 h28 y1bb ff5 fs6 fc0 sc0 ls0 ws0">sektorze <span class="_ _15"> </span>gospodarki, <span class="_ _15"> </span>a <span class="_ _15"> </span>zwłaszcza <span class="_ _15"> </span>w <span class="_ _15"> </span>branżach <span class="_ _15"> </span>energochłonnych, <span class="_ _15"> </span>do <span class="_ _15"> </span>których <span class="_ _15"> </span>należy <span class="_ _15"> </span>przemysł <span class="_ _15"> </span>metalowy.<span class="_ _7"></span><span class="ff2"> <span class="_ _15"> </span>Presja<span class="_ _7"></span> </span></div><div class="t m0 x2 h28 y1bc ff2 fs6 fc0 sc0 lsa ws0">na<span class="ls0"> <span class="ff5">zmniejszanie  energochłonności  w <span class="_ _15"> </span>rama<span class="_ _7"></span>ch <span class="_ _c"> </span>walki <span class="_ _c"> </span>ze <span class="_ _c"> </span>zmianami  klimatycznym<span class="_ _7"></span>i <span class="_ _c"> </span>i <span class="_ _15"> </span>o<span class="_ _7"></span>graniczeniem  emisji <span class="_ _c"> </span>gazów </span></span></div><div class="t m0 x2 h28 y1bd ff5 fs6 fc0 sc0 ls0 ws0">cieplarnianych, <span class="_ _e"></span>przekłada <span class="_ _e"></span>się <span class="_ _e"></span>na <span class="_ _e"></span>oczekiwania <span class="_ _e"></span>klientów <span class="_ _e"></span>Grupy <span class="_ _e"></span>na <span class="_ _e"></span>zmniejszenie <span class="_ _e"></span>emisji <span class="_ _e"></span>przez <span class="_ _e"></span>ich <span class="_ _7"></span>d<span class="_ _7"></span>ostawców. <span class="_ _e"></span>Wielu </div><div class="t m0 x2 h28 y1be ff5 fs6 fc0 sc0 ls0 ws0">dużych klientów Grupy podjęł<span class="_ _7"></span>o zobowiązania o zna<span class="_ _7"></span>czącej redukcji em<span class="_ _7"></span>isji CO2 a w dłuższy<span class="_ _7"></span>m okresie do osią<span class="_ _7"></span>g<span class="_ _7"></span>nięcia </div><div class="t m0 x2 h28 y1bf ff5 fs6 fc0 sc0 ls0 ws0">zerowego <span class="_ _23"></span>p<span class="_ _7"></span>oziomu <span class="_ _15"> </span>emisji <span class="_ _23"></span>CO2 <span class="_ _15"> </span>(scope <span class="_ _23"></span>1, <span class="_ _15"> </span>2 <span class="_ _23"></span>,3). <span class="_ _15"> </span>Oznacza <span class="_ _23"></span>to <span class="_ _15"> </span>rosnącą <span class="_ _23"></span>presję<span class="_ _7"></span> <span class="_ _23"></span>na <span class="_ _15"> </span>redukcje <span class="_ _15"> </span>emisji <span class="_ _15"> </span>także <span class="_ _15"> </span><span class="ff2 ls10">w <span class="_ _23"></span><span class="ls0">naszych<span class="_ _7"></span> </span></span></div><div class="t m0 x2 h28 y1c0 ff5 fs6 fc0 sc0 ls0 ws0">spółkach<span class="ff2">. <span class="_ _15"> </span></span>W <span class="_ _23"></span>ramach <span class="_ _15"> </span>strategii <span class="_ _15"> </span>zrównoważonego <span class="_ _15"> </span>rozwoju <span class="_ _15"> </span><span class="ff2">Grupa <span class="_ _15"> </span></span>wypracowała <span class="_ _15"> </span>szereg <span class="_ _23"></span>inicjatyw <span class="_ _15"> </span>mających <span class="_ _15"> </span>służyć </div><div class="t m0 x2 h28 y1c1 ff2 fs6 fc0 sc0 ls0 ws0">redukcji <span class="_ _23"></span>emisji <span class="_ _23"></span>G<span class="_ _7"></span>HG <span class="_ _23"></span>w <span class="_ _23"></span>zakres<span class="_ _7"></span>ie <span class="_ _23"></span>1 <span class="_ _23"></span>jak <span class="_ _15"> </span>i <span class="_ _23"></span><span class="ff5">2. <span class="_ _23"></span>P<span class="_ _7"></span>lan <span class="_ _23"></span>inwestycyjny <span class="_ _15"> </span>Grupy <span class="_ _23"></span>na <span class="_ _23"></span>kolejne <span class="_ _23"></span>la<span class="_ _7"></span>ta <span class="_ _23"></span>zakłada <span class="_ _23"></span>modern<span class="_ _7"></span>izację <span class="_ _23"></span>parku<span class="_ _7"></span> </span></div><div class="t m0 x2 h28 y83 ff5 fs6 fc0 sc0 ls0 ws0">maszynowego <span class="_ _7"></span>oraz<span class="_ _7"></span> <span class="_ _7"></span>infrastrukt<span class="_ _7"></span>ury <span class="_ _e"></span>służącą <span class="_ _7"></span>redukcji <span class="_ _7"></span>zap<span class="_ _7"></span>otrzebowania <span class="_ _e"></span>na <span class="_ _7"></span>energię <span class="_ _7"></span>e<span class="_ _7"></span>lektryczną <span class="_ _e"></span>oraz <span class="_ _7"></span>cieplną <span class="_ _e"></span>oraz <span class="_ _7"></span>gaz<span class="_ _7"></span> </div><div class="t m0 x2 h28 y1c2 ff5 fs6 fc0 sc0 ls0 ws0">wykorzystywane <span class="_ _5"></span>główn<span class="_ _7"></span>ie <span class="_ _5"></span>w <span class="_ _5"></span>proces<span class="_ _7"></span>ach <span class="_ _5"></span>produkcyjnyc<span class="_ _7"></span>h. <span class="_ _5"></span>Zakres <span class="_ _5"></span>3 jest<span class="_ _1"></span> <span class="_ _5"></span>również <span class="_ _5"></span>prze<span class="_ _7"></span><span class="ff2">dmiotem analiz <span class="_ _3"></span>oraz<span class="_ _7"></span> <span class="_ _5"></span>poszukiwania </span></div><div class="t m0 x2 h28 y1c3 ff5 fs6 fc0 sc0 ls0 ws0">potencjałów <span class="_ _1c"></span>redukcji<span class="_ _7"></span><span class="ff2">, <span class="_ _1c"></span></span>jakkolwiek <span class="_ _1c"></span>w <span class="_ _1c"></span>głównej <span class="_ _1c"></span>mierz<span class="_ _7"></span>e <span class="_ _1c"></span>dotyczy <span class="_ _1c"></span>on <span class="_ _1c"></span>zakupu <span class="_ _1c"></span>suro<span class="_ _7"></span>wców/materiałów <span class="_ _1c"></span>i <span class="_ _1c"></span>j<span class="_ _7"></span>est <span class="_ _1c"></span>uzależniony </div><div class="t m0 x2 h28 y1c4 ff2 fs6 fc0 sc0 ls11 ws0">od<span class="ls0"> <span class="ff5">postępu techn<span class="_ _7"></span>ologii wytwarz<span class="_ _7"></span>ania materiałów niskoemisyj<span class="_ _7"></span>nych.<span class="_ _7"></span><span class="ff7"> </span></span></span></div><div class="t m0 x2 h28 y1c5 ff2 fs6 fc0 sc1 ls0 ws0"> </div><div class="t m0 x2 h28 y1c6 ff5 fs6 fc0 sc1 ls0 ws0">Ochrona <span class="_ _15"> </span>środowisk<span class="_ _7"></span>a<span class="ff2 sc0"> <span class="_ _15"> </span><span class="ff5">–</span> <span class="_ _15"> </span><span class="ff5">jedno <span class="_ _23"> </span>z<span class="_ _7"></span> <span class="_ _15"> </span>najważniejszych <span class="_ _23"></span>g<span class="_ _7"></span>lobalnych <span class="_ _15"> </span>wyzwań <span class="_ _15"> </span>związanych <span class="_ _15"> </span>z <span class="_ _15"> </span>ograniczeniem <span class="_ _15"> </span>negatywnych </span></span></div><div class="t m0 x2 h28 y1c7 ff5 fs6 fc0 sc0 ls0 ws0">skutków zmian klimatycznyc<span class="_ _7"></span>h. Grupę, w k<span class="_ _7"></span>tórej dominują<span class="_ _7"></span>cą działalnością jest pro<span class="_ _7"></span>dukcja, trend ten <span class="_ _7"></span>jest szczególn<span class="_ _7"></span>ie </div><div class="t m0 x2 h28 y1c8 ff5 fs6 fc0 sc0 ls0 ws0">istotny. <span class="_ _e"></span>Poszczegó<span class="_ _7"></span>lne <span class="_ _e"></span>linie <span class="_ _e"></span>biznesowe <span class="_ _e"></span>r<span class="_ _7"></span>ealizują <span class="_ _e"></span>inwestycje<span class="_ _7"></span> <span class="_ _1c"></span>w <span class="_ _e"></span>technolog<span class="_ _7"></span>ie <span class="_ _e"></span>i <span class="_ _e"></span>praktyki <span class="_ _e"></span>przy<span class="_ _7"></span>jazne <span class="_ _e"></span>środ<span class="_ _7"></span>owisku, <span class="_ _e"></span>w <span class="_ _e"></span>tym </div><div class="t m0 x2 h28 y1c9 ff5 fs6 fc0 sc0 ls0 ws0">oszczędności w zużyciu energi<span class="_ _7"></span>i, wody paliw <span class="_ _7"></span>i surowców.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h28 y1ca ff2 fs6 fc0 sc1 ls0 ws0"> </div><div class="t m0 x2 h28 y1cb ff5 fs6 fc0 sc1 ls0 ws0">Presja <span class="_ _b"> </span>pła<span class="_ _7"></span>cowa<span class="ff2 sc0"> <span class="_ _b"> </span><span class="ff5">–</span> <span class="_ _b"> </span><span class="ff5">ważny <span class="_ _d"> </span>trend <span class="_ _b"> </span>w <span class="_ _b"> </span>globalnej <span class="_ _b"> </span>gospodarce. <span class="_ _d"> </span>Wzrost <span class="_ _b"> </span>wynagrodzeń <span class="_ _b"> </span>może<span class="_ _7"></span> <span class="_ _b"> </span>przynosić <span class="_ _b"> </span>korzyści <span class="_ _b"> </span>dla </span></span></div><div class="t m0 x2 h28 y1cc ff5 fs6 fc0 sc0 ls0 ws0">społeczeństwa, <span class="_ _1"></span>ale <span class="_ _1"></span>może <span class="_ _1"></span>prowadzić do <span class="_ _5"></span>wzrostu kosztów <span class="_ _5"></span>prod<span class="_ _7"></span>ukcji. Przedsi<span class="_ _1"></span>ębiorstwa szukają<span class="_ _7"></span><span class="ff2"> <span class="_ _1"></span><span class="ff5">równowagi <span class="_ _5"></span>p<span class="_ _7"></span>omiędzy </span></span></div><div class="t m0 x2 h28 y1cd ff5 fs6 fc0 sc0 ls0 ws0">potrzebami <span class="_ _5"></span>bardzo <span class="_ _5"></span>w<span class="_ _7"></span>ażnej <span class="_ _5"></span>gru<span class="_ _7"></span>py <span class="_ _5"></span>interesariuszy jaką <span class="_ _3"></span>są <span class="_ _5"></span>pra<span class="_ _7"></span>cownicy, <span class="_ _1"></span>a <span class="_ _5"></span>kosztami <span class="_ _1"></span>produkcji. <span class="_ _5"></span>Grupa <span class="_ _1"></span>prowadzi <span class="_ _5"></span>dzi<span class="_ _7"></span>ałania </div><div class="t m0 x2 h28 y10d ff5 fs6 fc0 sc0 ls0 ws0">związane ze zidentyfikowany<span class="_ _7"></span>m trendem.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h28 y53 ff2 fs6 fc0 sc1 ls0 ws0"> </div><div class="t m0 x2 h28 y1ce ff5 fs6 fc0 sc1 ls0 ws0">Skracanie łańcucha dostaw<span class="ff2 sc0"> <span class="ff5">–</span> <span class="ff5">C<span class="_ _1"></span>OVID 19 <span class="_ _5"></span>przysp<span class="_ _7"></span>ieszył trend <span class="_ _5"></span>skr<span class="_ _7"></span>acania łańcucha <span class="_ _1"></span>wartości. Najwięksi międzynarodowi </span></span></div><div class="t m0 x2 h28 y1cf ff5 fs6 fc0 sc0 ls0 ws0">producenci <span class="_ _e"></span>szuka<span class="_ _7"></span>ją <span class="_ _e"></span>s<span class="_ _7"></span>posobów<span class="_ _7"></span> <span class="_ _e"></span>na <span class="_ _1c"></span>zwiększanie <span class="_ _1c"></span>elastycznoś<span class="_ _7"></span>ci <span class="_ _e"></span>swoich <span class="_ _1c"></span>łańcuch<span class="_ _7"></span>ów <span class="_ _e"></span>dos<span class="_ _7"></span>taw <span class="_ _1c"></span>i <span class="_ _e"></span>minima<span class="_ _7"></span>lizowanie <span class="_ _e"></span>r<span class="_ _7"></span>yzyka </div><div class="t m0 x2 h28 y1d0 ff5 fs6 fc0 sc0 ls0 ws0">związanego <span class="_ _7"></span>z <span class="_ _7"></span>przyszły<span class="_ _7"></span>mi <span class="_ _7"></span>zakłóceniami, <span class="_ _7"></span>w <span class="_ _e"></span>tym <span class="_ _7"></span>przenoszenie <span class="_ _e"></span>produkcj<span class="_ _7"></span><span class="ff2">i <span class="_ _7"></span>do <span class="_ _7"></span>CEE. <span class="_ _7"></span>M<span class="_ _7"></span>angata <span class="_ _7"></span>Holding<span class="_ _7"></span>, <span class="_ _7"></span></span>posiadając <span class="_ _e"></span>wiele </div><div class="t m0 x2 h28 y1d1 ff5 fs6 fc0 sc0 ls0 ws0">referencji współpracy z<span class="_ _7"></span> największy<span class="_ _7"></span>mi globalnymi graczami<span class="_ _7"></span><span class="ff2">, </span>m<span class="_ _7"></span>oże być beneficjentem <span class="_ _7"></span>tego trendu. <span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y1d2 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yef w9 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc5 sc0 ls0 ws0">STRATEGIA </div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x0 yc w6 h2d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">14</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y1d3 ff5 fs0 fc0 sc0 ls0 ws0">Dodatkowo na każdą<span class="_ _5"></span> linię<span class="ff2"> </span>biznesową oddziaływają<span class="_ _1"></span> specyficzne t<span class="_ _1"></span>rendy makro prz<span class="_ _1"></span>edstawione poniż<span class="_ _5"></span>e<span class="_ _7"></span>j.<span class="ff2"> </span></div><div class="t m0 x2 h9 y1d4 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2b h9 y1d ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h19 y1d5 ffa fs1 fc0 sc0 ls0 ws0">Źródło: UMR Market Research, MarketsandMarke<span class="_ _1"></span>ts, PWC, Scheffler <span class="_ _7"></span><span class="ff7"> </span></div><div class="t m0 x2 h9 y1d6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y1d7 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y1d8 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2a"> </span> </div></div><div class="c xd y1d9 w9 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc5 sc0 ls0 ws0">STRATEGIA </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">15</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y1da ff2 fs4 fc2 sc2 ls0 ws0">2.2.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff2 sc2">Priorytety strategiczn<span class="_ _5"></span>e rozwoju Grupy </span></span></div><div class="t m0 x2 h9 y1a4 ff5 fs0 fc0 sc0 ls0 ws0">W  ramach  linii  biznesowej  Podzespoły  dla  motoryzacji<span class="_ _1"></span>  i <span class="_ _b"> </span>komponenty  wyodrębniono  3  priorytety<span class="_ _5"></span>, </div><div class="t m0 x2 h9 y1a5 ff5 fs0 fc0 sc0 ls0 ws0">związane z rozbud<span class="_ _5"></span>ową obecnych mocy produkc<span class="_ _5"></span>y<span class="_ _7"></span>jnych ora<span class="_ _1"></span>z dalszą dyw<span class="_ _1"></span>ersyfikacją s<span class="_ _5"></span>e<span class="_ _7"></span>ktorową. <span class="ff2"> </span></div><div class="t m0 x2 h9 y1db ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y1dc ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y16 w1b h2e"><div class="t m0 x3e h9 y1dd ff2 fs0 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y16 w1c h2e"><div class="t m0 x47 h9 y1dd ff2 fs0 fc1 sc4 ls0 ws0">Strategia biznesowa<span class="_ _1"></span> </div></div><div class="c x48 y16 w1d h2e"><div class="t m0 x33 h9 y1dd ff2 fs0 fc1 sc4 ls0 ws0">Implikacje </div></div><div class="c x2 y1de w1b h2f"><div class="t m0 x43 h9 y1df ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 y1de w1c h2f"><div class="t m0 x32 h9 y1e0 ff5 fs0 fc0 sc0 ls0 ws0">Długoterminowy<span class="_ _1"></span> plan dla CAPEX’u </div><div class="t m0 x49 h9 y1e1 ff2 fs0 fc0 sc0 ls0 ws0">rozwojowego<span class="_ _1"></span> </div></div><div class="c x48 y1de w1d h2f"><div class="t m0 x4a h2 y1e2 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Konsekwentne <span class="_ _2f"> </span>zwiększa<span class="_ _1"></span>nie <span class="_ _2f"> </span>mocy<span class="_ _1"></span> </span></span></div><div class="t m0 x29 h9 y1e3 ff5 fs0 fc0 sc0 ls0 ws0">produkcyjnych <span class="_ _1b"> </span>w <span class="_ _1b"> </span>ro<span class="_ _5"></span>s<span class="_ _7"></span>nących <span class="_ _1b"> </span>sektorac<span class="_ _5"></span>h </div><div class="t m0 x29 h9 y1e0 ff5 fs0 fc0 sc0 ls0 ws0">odbiorców końcowych (aut<span class="_ _1"></span>a użytkowe ~ LHCV </div><div class="t m0 x29 h9 y1e1 ff2 fs0 fc0 sc0 ls0 ws0">i Off <span class="ff5">–</span> road) </div><div class="t m0 x4a h2 yee ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Unowocześnienie <span class="_ _1c"></span>parku <span class="_ _1c"></span>maszynowego <span class="_ _e"></span>(nowe </span></span></div><div class="t m0 x29 h9 y1dd ff2 fs0 fc0 sc0 ls0 ws0">technologie)<span class="_ _1"></span> </div></div><div class="c x2 y1e4 w1b h30"><div class="t m0 x43 h9 y0 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 y1e4 w1c h30"><div class="t m0 x19 h9 y1e5 ff5 fs0 fc0 sc0 ls0 ws0">Robotyzacja/ poprawa<span class="_ _1"></span> procesów<span class="ff2"> </span></div></div><div class="c x48 y1e4 w1d h30"><div class="t m0 x4a h2 y1e6 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Dalsza <span class="_ _30"> </span>poprawa<span class="_ _1"></span> <span class="_ _22"> </span>efektywności <span class="_ _22"> </span>produkcji<span class="_ _1"></span> </span></span></div><div class="t m0 x29 h9 y1e5 ff2 fs0 fc0 sc0 ls0 ws0">(continuous im<span class="_ _1"></span>provement) </div><div class="t m0 x4a h2 y140 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Zmn<span class="_ _7"></span>iejszani<span class="_ _1"></span>e kosztów prac<span class="_ _1"></span>y<span class="ff2"> </span></span></span></div></div><div class="c x2 y1e7 w1b h31"><div class="t m0 x4b h9 y1e8 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 y1e7 w1c h31"><div class="t m0 x31 h9 y1e9 ff5 fs0 fc0 sc0 ls0 ws0">Dywersyfikacja b<span class="_ _5"></span>ranżowa / </div><div class="t m0 x4b h9 y1ea ff2 fs0 fc0 sc0 ls0 ws0">geograficzna<span class="_ _1"></span> </div></div><div class="c x48 y1e7 w1d h31"><div class="t m0 x4a h2 y1eb ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff2">Re<span class="_ _7"></span>dukcja ryz<span class="_ _5"></span>y<span class="_ _7"></span>ka koncentrac<span class="_ _5"></span>ji sektorowej </span></span></div><div class="t m0 x4a h2 y1ec ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Mocna <span class="_ _1"></span>specjalizacja<span class="_ _1"></span> <span class="_ _5"></span>w obsza<span class="_ _1"></span>rze <span class="_ _1"></span>obróbki <span class="_ _3"></span>me<span class="_ _7"></span>tali </span></span></div><div class="t m0 x29 h9 y1ed ff5 fs0 fc0 sc0 ls0 ws0">(zaawansowan<span class="_ _1"></span>e <span class="_ _5"></span>technologi<span class="_ _5"></span>e<span class="_ _7"></span>) <span class="_ _3"></span>przekładająca <span class="_ _3"></span>się </div><div class="t m0 x29 h9 yee ff5 fs0 fc0 sc0 ls0 ws0">na wyższą marżow<span class="_ _5"></span>oś<span class="_ _7"></span>ć<span class="ff2"> </span></div><div class="t m0 x4a h2 y1dd ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Obecność na największych <span class="_ _5"></span>ry<span class="_ _7"></span>nkach<span class="ff2"> </span></span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y1ee ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y1ef ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y1f0 ff5 fs0 fc0 sc0 ls0 ws0">W ramac<span class="_ _5"></span>h linii <span class="_ _5"></span>biznesowej <span class="_ _5"></span>Armatura <span class="_ _1"></span>Przemysłowa <span class="_ _5"></span>wyodrębniono <span class="_ _5"></span>4 prio<span class="_ _1"></span>rytety, <span class="_ _5"></span>które mają <span class="_ _5"></span>się <span class="_ _5"></span>pr<span class="_ _7"></span>zyczynić<span class="_ _5"></span> </div><div class="t m0 x2 h9 y1f1 ff5 fs0 fc0 sc0 ls0 ws0">do intensyfikacji<span class="_ _1"></span> sprzedaży <span class="_ _5"></span>or<span class="_ _7"></span>az wzrostu <span class="_ _1"></span>efektywności. <span class="ff2"> </span></div><div class="t m0 x2 h9 y1f2 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y1f3 w1b h32"><div class="t m0 x3e h9 y1dd ff2 fs0 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y1f3 w1e h32"><div class="t m0 x47 h9 y1dd ff2 fs0 fc1 sc4 ls0 ws0">Strategia biznesowa<span class="_ _1"></span> </div></div><div class="c x48 y1f3 w1f h32"><div class="t m0 x33 h9 y1dd ff2 fs0 fc1 sc4 ls0 ws0">Implikacje </div></div><div class="c x2 y1f4 w1b h33"><div class="t m0 x4b h9 y1f5 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 y1f4 w1e h33"><div class="t m0 x39 h9 y1ea ff2 fs0 fc0 sc0 ls0 ws0">Dywersyfikacja r<span class="_ _5"></span>y<span class="_ _7"></span>nkowa i </div><div class="t m0 x17 h9 y1f6 ff2 fs0 fc0 sc0 ls0 ws0">umacnianie poz<span class="_ _1"></span>ycji </div></div><div class="c x48 y1f4 w1f h33"><div class="t m0 x4a h2 y1ed ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Konsekwentne zwiększanie<span class="_ _1"></span> skali sprz<span class="_ _5"></span>e<span class="_ _7"></span>daży </span></span></div><div class="t m0 x29 h9 yee ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> <span class="ff5">obsługiwan<span class="_ _5"></span>y<span class="_ _7"></span>ch rynkach<span class="ff2"> </span></span></span></div><div class="t m0 x4a h2 y1dd ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Wejście na nowe rynki g<span class="_ _1"></span>eograficzne<span class="ff2"> </span></span></span></div></div><div class="c x2 y1f7 w1b h33"><div class="t m0 x43 h9 y1f8 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 y1f7 w1e h33"><div class="t m0 x4c h9 y1f9 ff2 fs0 fc0 sc0 ls0 ws0">Ewolucja modelu<span class="_ _1"></span> biznesow<span class="_ _1"></span>ego </div></div><div class="c x48 y1f7 w1f h33"><div class="t m0 x4a h2 y1ed ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Ewolucja modelu sprzedaży<span class="_ _1"></span> oparta o klienta<span class="_ _1"></span> </span></span></div><div class="t m0 x29 h9 yee ff5 fs0 fc0 sc0 ls0 ws0">końcowego<span class="ff2"> </span></div><div class="t m0 x4a h2 y1dd ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Rozwój usług serwisowych<span class="ff2"> </span></span></span></div></div><div class="c x2 y1fa w1b h34"><div class="t m0 x43 h9 y1fb ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 y1fa w1e h34"><div class="t m0 x39 h9 y1fc ff2 fs0 fc0 sc0 ls0 ws0">Synergia technologi<span class="_ _1"></span>czna i </div><div class="t m0 x4d h9 y1f6 ff2 fs0 fc0 sc0 ls0 ws0">integracja po akwiz<span class="_ _5"></span>ycji </div></div><div class="c x48 y1fa w1f h34"><div class="t m0 x4a h2 y1e1 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Uporządkowanie procesów <span class="_ _1"></span>produkcyjnych </span></span></div><div class="t m0 x29 h9 yee ff2 fs0 fc0 sc0 ls0 ws0">i operacyjnych </div><div class="t m0 x4a h2 y1dd ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff2">I<span class="_ _7"></span>ntegracja <span class="ff5">zakła<span class="_ _5"></span>dów produkcyjnych<span class="ff2"> </span></span></span></span></div></div><div class="c x2 y1fd w1b h35"><div class="t m0 x43 h9 y1fe ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 y1fd w1e h35"><div class="t m0 x4e h9 y1ff ff5 fs0 fc0 sc0 ls0 ws0">Rozwój nowych gru<span class="_ _5"></span>p </div><div class="t m0 x4f h9 y200 ff2 fs0 fc0 sc0 ls0 ws0">produktowych oraz R<span class="_ _5"></span>&amp;D </div></div><div class="c x48 y1fd w1f h35"><div class="t m0 x4a h2 y201 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Rozwój zaworów bezpiecz<span class="_ _1"></span>eństwa ASME </span></span></div><div class="t m0 x29 h9 yee ff2 fs0 fc0 sc0 ls0 ws0">i armatury reg<span class="_ _1"></span>ulacyjnej  </div><div class="t m0 x4a h2 y1dd ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff2">Komercjalizacja Laboratori<span class="_ _1"></span>um </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y51 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y202 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y203 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y204 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y8d ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y205 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y206 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y207 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y208 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x3a y209 w9 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc5 sc0 ls0 ws0">STRATEGIA </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">16</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>ramach <span class="_ _5"></span>linii <span class="_ _5"></span>biznesowej <span class="_ _3"></span>elementy <span class="_ _5"></span>z<span class="ff5">łączne <span class="_ _3"></span>wyodrębniono <span class="_ _3"></span>3 <span class="_ _5"></span>priorytety <span class="_ _3"></span>związane <span class="_ _3"></span>z <span class="_ _5"></span>nowymi <span class="_ _5"></span>inicjatywami<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y1d3 ff5 fs0 fc0 sc0 ls0 ws0">sprzedażowymi <span class="_ _1"></span>oraz wzrost<span class="_ _1"></span>em efektywno<span class="_ _1"></span>ści. <span class="ff2"> </span></div><div class="t m0 x2 h9 y1d4 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y20a w1b h32"><div class="t m0 x3e h9 y1dd ff2 fs0 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y20a w1c h32"><div class="t m0 x47 h9 y1dd ff2 fs0 fc1 sc4 ls0 ws0">Strategia biznesowa<span class="_ _1"></span> </div></div><div class="c x48 y20a w1d h32"><div class="t m0 x33 h9 y1dd ff2 fs0 fc1 sc4 ls0 ws0">Implikacje </div></div><div class="c x2 y20b w1b h36"><div class="t m0 x4b h9 y20c ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 y20b w1c h36"><div class="t m0 x50 h9 y20d ff5 fs0 fc0 sc0 ls0 ws0">Dywersyfikacja b<span class="_ _5"></span>ranżowa/ </div><div class="t m0 x4b h9 yee ff2 fs0 fc0 sc0 ls0 ws0">geograficzna<span class="_ _1"></span> </div></div><div class="c x48 y20b w1d h36"><div class="t m0 x4a h2 y1ec ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Rozwój sprzedaży w oparciu o n<span class="_ _1"></span>owe aplikacje </span></span></div><div class="t m0 x29 h9 y1ed ff5 fs0 fc0 sc0 ls0 ws0">branżowe<span class="ff2"> </span></div><div class="t m0 x4a h2 yee ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Wybór nowych kierunków <span class="_ _1"></span>geograficznych </span></span></div><div class="t m0 x29 h9 y1dd ff5 fs0 fc0 sc0 ls0 ws0">rozwoju sprzedaż<span class="_ _5"></span>y<span class="ff2"> </span></div></div><div class="c x2 y20e w1b h2f"><div class="t m0 x43 h9 y117 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 y20e w1c h2f"><div class="t m0 x14 h9 y20f ff5 fs0 fc0 sc0 ls0 ws0">Rozwój oferty pro<span class="_ _1"></span>duktowej<span class="ff2"> </span></div></div><div class="c x48 y20e w1d h2f"><div class="t m0 x4a h2 y1e2 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff2">Dopasowanie i opracowanie n<span class="_ _1"></span>owych </span></span></div><div class="t m0 x29 h9 y1e3 ff5 fs0 fc0 sc0 ls0 ws0">produktów pod b<span class="_ _5"></span>ranże docelowe <span class="ff2"> </span></div><div class="t m0 x4a h2 y210 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff2">Rozbudowa kompetencji w <span class="_ _1"></span>zakresie </span></span></div><div class="t m0 x29 h9 y211 ff2 fs0 fc0 sc0 ls0 ws0">projektowania </div><div class="t m0 x4a h2 y212 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Modyfikacja modelu sprz<span class="_ _5"></span>e<span class="_ _7"></span>dażowego </span></span></div><div class="t m0 x29 h9 y1dd ff5 fs0 fc0 sc0 ls0 ws0">(inżynierowie sp<span class="_ _5"></span>rzedaży)<span class="ff2"> </span></div></div><div class="c x2 y213 w1b h37"><div class="t m0 x43 h9 y214 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 y213 w1c h37"><div class="t m0 x4f h9 y215 ff5 fs0 fc0 sc0 ls0 ws0">Efektywność ope<span class="_ _5"></span>racyjna<span class="ff2"> </span></div></div><div class="c x48 y213 w1d h37"><div class="t m0 x4a h2 y216 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Elastyczność procesu prod<span class="_ _1"></span>ukcyjnego (korz<span class="_ _5"></span>y<span class="_ _7"></span>ści </span></span></div><div class="t m0 x29 h9 y1eb ff5 fs0 fc0 sc0 ls0 ws0">skali z elastycz<span class="_ _5"></span>noś<span class="_ _7"></span>cią)<span class="ff2"> </span></div><div class="t m0 x4a h2 y1ec ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Nowoczesne systemy zarzą<span class="_ _5"></span>dzania </span></span></div><div class="t m0 x29 h9 y1ed ff2 fs0 fc0 sc0 ls0 ws0">i monitoringu <span class="_ _1"></span>produkcyjnego </div><div class="t m0 x4a h2 yee ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5">Dalsza automatyzacja proc<span class="_ _1"></span>esów </span></span></div><div class="t m0 x29 h9 y1dd ff2 fs0 fc0 sc0 ls0 ws0">produkcyjnych </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y217 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y218 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y219 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2a"> </span> </div></div><div class="c x1b y21a w20 h38"><div class="t m0 x4 h5 y175 ff3 fs2 fc5 sc0 ls0 ws0">STRATEGIA </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">17</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y1da ff2 fs4 fc2 sc2 ls0 ws0">2.3.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff5 sc2">Strategia zrównoważ<span class="_ _5"></span>onego rozwoju<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y1a4 ff5 fs0 fc0 sc0 ls0 ws0">Współczesny <span class="_ _f"> </span>świat <span class="_ _f"> </span>niezmi<span class="_ _1"></span>ennie <span class="_ _f"> </span>stawia <span class="_ _f"> </span>nam <span class="_ _f"> </span>wielkie <span class="_ _f"> </span>wyzwania <span class="_ _f"> </span>w <span class="_ _f"> </span>zakresie <span class="_ _20"> </span>ochrony <span class="_ _f"> </span>środowiska, </div><div class="t m0 x2 h9 y1a5 ff5 fs0 fc0 sc0 ls0 ws0">efektywnego wyko<span class="_ _1"></span>rzystania<span class="_ _1"></span> zasobów naturalnyc<span class="_ _1"></span>h czy wpływu na klimat. W<span class="_ _1"></span>yzwania dotyczą wszy<span class="_ _5"></span>stkich, </div><div class="t m0 x2 h9 y1db ff5 fs0 fc0 sc0 ls0 ws0">ale to biznes, <span class="_ _1"></span>firmy produkc<span class="_ _5"></span>y<span class="_ _7"></span>jne mają w t<span class="_ _1"></span>ej kwestii naj<span class="_ _5"></span>więce<span class="_ _7"></span>j do powie<span class="_ _1"></span>dzenia.<span class="ff2"> </span></div><div class="t m0 x2 h2 y1dc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y21b ff5 fs0 fc0 sc0 ls0 ws0">Wpracowana <span class="_ _5"></span>przez Grupę <span class="_ _5"></span>strategia <span class="_ _5"></span>ma za <span class="_ _5"></span>zadanie budowę <span class="_ _5"></span>organizacji <span class="_ _5"></span>odpornej na <span class="_ _5"></span>wyzwania otocz<span class="_ _1"></span>enia </div><div class="t m0 x2 h9 y21c ff5 fs0 fc0 sc0 ls0 ws0">zarówno <span class="_ _f"> </span>w <span class="_ _16"> </span>zakresie <span class="_ _f"> </span>środowiska <span class="_ _f"> </span>jak <span class="_ _16"> </span>i <span class="_ _16"> </span>kwestii <span class="_ _f"> </span>pracowniczych<span class="_ _1"></span> <span class="_ _16"> </span>oraz <span class="_ _f"> </span>odpowiadać <span class="_ _f"> </span>na <span class="_ _16"> </span>oczekiwania<span class="_ _1"></span> </div><div class="t m0 x2 h9 y21d ff5 fs0 fc0 sc0 ls0 ws0">interesariusz<span class="_ _1"></span>y zewnętrznyc<span class="_ _5"></span>h.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x38 h9 y21e ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y21f ff2 fs0 fc0 sc0 ls0 ws0">Strategia <span class="_ _15"></span><span class="ff5">Zrównoważon<span class="_ _5"></span>e<span class="_ _7"></span>go <span class="_ _15"> </span>Rozwoju <span class="_ _15"> </span>jest <span class="_ _15"></span>jednym<span class="_ _1"></span> <span class="_ _15"> </span>z <span class="_ _15"> </span>elementów <span class="_ _15"> </span>realizacji<span class="_ _1"></span> <span class="_ _15"> </span>Strategii <span class="_ _15"> </span>Grupy <span class="_ _15"> </span>i <span class="_ _15"> </span>skupia <span class="_ _15"></span>się </span></div><div class="t m0 x2 h9 y220 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">obszarach <span class="_ _f"> </span>ESG <span class="_ _f"> </span>(ang. <span class="_ _f"> </span>Environmental, <span class="_ _f"> </span>Social <span class="_ _f"> </span>and <span class="_ _f"> </span>Governance). <span class="_ _f"> </span>W <span class="_ _16"> </span>ramach<span class="_ _5"></span> <span class="_ _16"> </span>prac <span class="_ _f"> </span>nad <span class="_ _16"> </span>strategią<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y221 ff5 fs0 fc0 sc0 ls0 ws0">wypracowane zosta<span class="_ _1"></span>ły kluczowe kie<span class="_ _5"></span>ru<span class="_ _7"></span>nki oraz cel<span class="_ _1"></span>e: <span class="ff2"> </span></div><div class="t m0 x2 h9 y222 ff2 fs0 fc6 sc0 ls0 ws0"> </div><div class="t m0 x2b h9 y223 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y224 ff2 fs0 fc6 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y225 ff5 fs0 fc0 sc0 ls0 ws0">Realizację <span class="_ _5"></span>celów <span class="_ _5"></span>wspierać <span class="_ _3"></span>będą <span class="_ _5"></span>wypracowane <span class="_ _5"></span>w <span class="_ _5"></span>spółkach <span class="_ _3"></span>Grupy <span class="_ _5"></span>zaplanowane <span class="_ _5"></span>inicjatywy, <span class="_ _5"></span>wśród <span class="_ _5"></span>których<span class="_ _1"></span> </div><div class="t m0 x2 h9 y226 ff5 fs0 fc0 sc0 ls0 ws0">wymienić  należy <span class="_ _b"> </span>m.in. <span class="_ _b"> </span>modernizację  linii <span class="_ _b"> </span>produkcyjnych  służące <span class="_ _b"> </span>redukcji <span class="_ _b"> </span>zużycia<span class="_ _1"></span> <span class="_ _b"> </span>gazu <span class="_ _b"> </span>oraz <span class="_ _b"> </span>ciągłą </div><div class="t m0 x2 h9 y106 ff5 fs0 fc0 sc0 ls0 ws0">poprawę <span class="_ _c"> </span>ergonomii <span class="_ _c"> </span>prac<span class="_ _1"></span>y<span class="ff2 ls12">,  </span>wdrażanie <span class="_ _c"> </span>na <span class="_ _c"> </span>bazie <span class="_ _c"> </span>benc<span class="_ _1"></span>hmarków <span class="_ _c"> </span><span class="ff2">najlepszych <span class="_ _c"> </span>praktyk <span class="_ _c"> </span>w <span class="_ _c"> </span>obszarze <span class="_ _c"> </span></span>ładu </div><div class="t m0 x2 h9 y227 ff2 fs0 fc0 sc0 ls0 ws0">korporacyjnego. <span class="_ _5"></span> </div><div class="t m0 x2 h9 y228 ff2 fs0 fc6 sc0 ls0 ws0"> <span class="_ _2a"> </span> </div></div><div class="c xd y176 w1a h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc5 sc0 ls0 ws0">STRATEGIA </div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">18</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x51 hc y38 ff2 fs2 fc2 sc2 ls3 ws0">3.<span class="ff6 sc0 ls0"> <span class="_ _b"> </span><span class="ff5 sc2">Środowisko <span class="ff2"> </span></span></span></div><div class="t m0 x52 h39 y144 ffd fs4 fc2 sc0 ls0 ws0">Zrównoważona prod<span class="_ _5"></span>ukcja<span class="ffc"> </span></div><div class="t m0 x1c h9 y229 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h9 y22a ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h9 y22b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h9 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y22d ff5 fs0 fc0 sc0 ls0 ws0">Mangata <span class="_ _23"></span>Holding <span class="_ _15"></span>S.A. <span class="_ _23"></span>i <span class="_ _15"></span>Spółki <span class="_ _23"></span>zależne <span class="_ _15"></span>w <span class="_ _23"></span>pełni <span class="_ _23"></span>ro<span class="_ _7"></span>zumi<span class="_ _1"></span>eją <span class="_ _15"></span>potrzeb<span class="_ _1"></span>ę <span class="_ _23"></span>dbałości <span class="_ _15"></span>o <span class="_ _23"></span>środowisko <span class="_ _15"></span>natu<span class="_ _5"></span>ralne. </div><div class="t m0 x2 h9 y22e ff2 fs0 fc0 sc0 ls0 ws0">Z uwagi <span class="_ _10"> </span>na <span class="_ _20"> </span>prowadzenie <span class="_ _20"> </span><span class="ff5">działalności</span> <span class="_ _20"> </span>w <span class="_ _20"> </span>obszarze <span class="_ _10"> </span><span class="ff5">przemysłowym, <span class="_ _10"> </span>świadomość</span> <span class="_ _20"> </span>potrzeby <span class="_ _20"> </span>ochrony </div><div class="t m0 x2 h9 y22f ff5 fs0 fc0 sc0 ls0 ws0">środowiska<span class="ff2"> <span class="_ _23"></span>jest <span class="_ _15"></span>bardzo <span class="_ _15"></span>w<span class="_ _5"></span>ysoka. <span class="_ _15"> </span><span class="ff5">Spółki</span> <span class="_ _23"></span><span class="ff5">przestrzegają</span> <span class="_ _23"></span><span class="ff5">pr<span class="_ _7"></span>zepisów</span> <span class="_ _23"></span>prawa <span class="_ _15"></span>w <span class="_ _23"></span>tej <span class="_ _15"> </span>materii <span class="_ _23"></span>or<span class="_ _7"></span>az <span class="_ _23"></span><span class="ff5">podejmują</span> </span></div><div class="t m0 x2 h9 y230 ff5 fs0 fc0 sc0 ls0 ws0">działania<span class="ff2"> <span class="_ _2"> </span>w <span class="_ _13"> </span>celu <span class="_ _13"> </span></span>wdraża<span class="_ _5"></span>nia <span class="_ _13"> </span>niezbędnych<span class="ff2"> <span class="_ _13"> </span>procedur <span class="_ _2"> </span>celem <span class="_ _13"> </span>zapewnienia<span class="_ _1"></span> <span class="_ _13"> </span>odpowiedniej <span class="_ _2"> </span><span class="ff5">dbałości</span> </span></div><div class="t m0 x2 h9 y231 ff2 fs0 fc0 sc0 ls0 ws0">o <span class="ff5">środowisko</span> naturalne. <span class="_ _7"></span>Wszystkie <span class="ff5">Spółki</span> <span class="_ _7"></span><span class="ff5">z <span class="_ _7"></span>Grupy, w <span class="_ _7"></span>których re<span class="_ _7"></span>alizowana jest działalność <span class="_ _7"></span>produkcyjna,<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y232 ff5 fs0 fc0 sc0 ls0 ws0">stosują system ISO 14001.<span class="ff2"> </span>We wszystkich Spółkach<span class="_ _5"></span>,<span class="_ _7"></span> podejmowan<span class="_ _1"></span>e<span class="ff2"> <span class="_ _7"></span></span><span class="ls8">są</span><span class="ff2"> </span>działania<span class="ff2"> i </span>wdrażane<span class="ff2"> </span><span class="ls8">są<span class="_ _1"></span><span class="ff2 ls0"> elementy </span></span></div><div class="t m0 x2 h9 y233 ff2 fs0 fc0 sc0 ls0 ws0">polityk <span class="_ _1d"> </span><span class="ff5">środowiskowych</span> <span class="_ _1d"> </span><span class="ff5">zawierające</span> <span class="_ _1d"> </span><span class="ff5">zobowiązanie</span> <span class="_ _1d"> </span>do <span class="_ _2"> </span>przestrzegania <span class="_ _1d"> </span><span class="ff5">wymagań</span> <span class="_ _1d"> </span>prawnych <span class="_ _2"> </span>oraz<span class="_ _5"></span> </div><div class="t m0 x2 h9 y234 ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> systematyczn<span class="_ _5"></span>e<span class="_ _7"></span>go <span class="_ _b"> </span><span class="ff5">obniżania</span>  negatywnego  <span class="ff5">odd<span class="_ _7"></span>ziaływa<span class="_ _1"></span>nia<span class="ff2"> <span class="_ _b"> </span></span>na <span class="_ _b"> </span>środowisko.<span class="ff2">  Zadania <span class="_ _b"> </span><span class="ls13">te<span class="_ _7"></span></span> <span class="_ _b"> </span></span><span class="ls8">są</span><span class="ff2"> <span class="_ _b"> </span></span>głównie<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y235 ff2 fs0 fc0 sc0 ls0 ws0">realizowane  poprzez: <span class="_ _b"> </span>projektowanie  <span class="ff5">wyrobów,</span> <span class="_ _b"> </span><span class="ff5">które</span> <span class="_ _b"> </span><span class="ff5">mają</span> <span class="_ _b"> </span>jak <span class="_ _b"> </span><span class="ff5">najmniejszy  wpływ</span> <span class="_ _d"> </span><span class="ls9">na</span>  <span class="ff5">środowisko; </span></div><div class="t m0 x2 h9 y236 ff2 fs0 fc0 sc0 ls0 ws0">zapobieganie <span class="_ _1d"> </span>zanieczyszczeniom <span class="_ _2"> </span>u <span class="_ _2"> </span><span class="ff5">źródła;</span> <span class="_ _1d"> </span>racjonalne <span class="_ _2"> </span><span class="ff5">zużycie</span> <span class="_ _2"> </span><span class="ff5">surowców</span> <span class="_ _2"> </span>oraz <span class="_ _1d"> </span>minimalizowanie </div><div class="t m0 x2 h9 y237 ff5 fs0 fc0 sc0 ls0 ws0">wystąpienia sz<span class="_ _1"></span>kody w środow<span class="_ _1"></span>isku.<span class="ff2">  </span></div><div class="t m0 x2 h9 y238 ff5 fs0 fc0 sc0 ls0 ws0">Spółki<span class="ff2"> <span class="_ _15"></span>Grupy <span class="_ _15"></span>ni<span class="_ _1"></span>e <span class="_ _15"> </span><span class="ff5">prowadzą</span> <span class="_ _23"></span><span class="ff5">wspólnej</span> <span class="_ _15"> </span>polityki <span class="_ _15"> </span><span class="ff5">zarządza<span class="_ _5"></span>nia<span class="ff2"> <span class="_ _15"> </span>obs<span class="_ _7"></span>zarem <span class="_ _23"></span></span>środowiska.<span class="ff2"> <span class="_ _15"></span></span>Poszczególn<span class="_ _1"></span>e<span class="ff2"> <span class="_ _15"> </span></span>spółki<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y239 ff5 fs0 fc0 sc0 ls0 ws0">wdrożyły <span class="_ _7"></span>indywidualne <span class="_ _7"></span>polityki <span class="_ _7"></span>środowiskowe <span class="_ _7"></span>lub <span class="_ _e"></span>odrę<span class="_ _1"></span>bnie <span class="_ _7"></span>określiły <span class="_ _7"></span>s<span class="_ _7"></span>woje <span class="_ _7"></span>cele <span class="_ _7"></span>środowiskowe. <span class="_ _7"></span>Są <span class="_ _e"></span>one </div><div class="t m0 x2 h9 y23a ff5 fs0 fc0 sc0 ls0 ws0">jednak zbieżn<span class="_ _1"></span>e i koncentruj<span class="_ _1"></span>ą się na: <span class="ff2"> </span></div><div class="t m0 x33 h2 y23b ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">ograniczeniu emi<span class="_ _5"></span>s<span class="_ _7"></span>ji w środowisku prac<span class="_ _5"></span>y na terenie firm<span class="_ _1"></span>y<span class="_ _7"></span><span class="ff2">,  </span></span></span></div><div class="t m0 x33 h2 y23c ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">ograniczeniu wolu<span class="_ _1"></span>menu odpadów,<span class="_ _1"></span> w tym odpadów<span class="_ _5"></span> n<span class="_ _7"></span>iebezpieczn<span class="_ _1"></span>ych<span class="ff2">,  </span></span></span></div><div class="t m0 x33 h2 y23d ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">racjonalnym użytk<span class="_ _1"></span>owaniu materiałów<span class="_ _5"></span>, energii, gazu i wody. <span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y23e ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y23f ff5 fs0 fc0 sc0 ls0 ws0">Ze wzglę<span class="_ _5"></span>du<span class="_ _7"></span> <span class="_ _5"></span>na<span class="ff2"> charakter <span class="_ _5"></span><span class="ff5">działalności<span class="ff2"> </span>poszcz<span class="_ _1"></span>ególnych<span class="ff2"> <span class="_ _5"></span><span class="ff5">s<span class="_ _7"></span>półek, <span class="_ _1"></span>ich<span class="ff2"> </span>o<span class="_ _5"></span>dd<span class="_ _7"></span>ziaływani<span class="_ _1"></span>e<span class="ff2"> <span class="ls9">na</span> <span class="_ _5"></span><span class="ff5">środowisko<span class="ff2"> <span class="_ _1"></span><span class="ls14">ma<span class="ls0"> <span class="_ _1"></span><span class="ff5">różny<span class="ff2"> </span></span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x2 h9 y240 ff5 fs0 fc0 sc0 ls0 ws0">stopień.<span class="ff2"> </span></div><div class="t m0 x2 h9 y1c5 ff5 fs0 fc0 sc0 ls0 ws0">Przeprowadzona <span class="_ _23"></span>analiza <span class="_ _15"> </span>oddziaływa<span class="_ _1"></span>nia <span class="_ _15"></span>Grupy <span class="_ _23"></span>Mangata <span class="_ _15"></span>Holding <span class="_ _15"></span>na <span class="_ _23"></span>środowisko <span class="_ _15"></span>naturaln<span class="_ _5"></span>e <span class="_ _15"> </span>odnosi <span class="_ _15"> </span>się </div><div class="t m0 x2 h9 y241 ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">wszystkich<span class="_ _5"></span> <span class="_ _23"></span>istotnych <span class="_ _1c"></span>elementów <span class="_ _1c"></span>funkcjonowania<span class="_ _1"></span> <span class="_ _1c"></span>spółek <span class="_ _1c"></span>Grupy. <span class="_ _1c"></span>Zakłady <span class="_ _1c"></span>produkcyjne <span class="_ _1c"></span>wykorzystują<span class="_ _1"></span> </span></span></div><div class="t m0 x2 h9 y242 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">swojej <span class="_ _20"> </span>działalności <span class="_ _f"> </span>różne <span class="_ _20"> </span>surowce, <span class="_ _f"> </span>opakowania, <span class="_ _20"> </span>energię <span class="_ _f"> </span>elektryczną, <span class="_ _20"> </span>gaz <span class="_ _f"> </span>ziemny, <span class="_ _20"> </span>wodę <span class="_ _f"> </span>oraz </span></div><div class="t m0 x2 h9 y243 ff5 fs0 fc0 sc0 ls0 ws0">wytwarzają odpa<span class="_ _1"></span>dy i emituj<span class="_ _1"></span>ą gazy cieplarnian<span class="_ _5"></span>e<span class="_ _7"></span> do atmosfer<span class="_ _1"></span>y.<span class="ff2"> </span></div><div class="t m0 x2 h9 y244 ff5 fs0 fc0 sc0 ls0 ws0">Zrównoważona <span class="_ _2"> </span>pr<span class="_ _7"></span>odukcja<span class="_ _5"></span> <span class="_ _24"> </span>i <span class="_ _13"> </span>redukcja <span class="_ _24"> </span>wpływu<span class="_ _1"></span> <span class="_ _13"> </span>na <span class="_ _24"> </span>środowisko<span class="_ _1"></span> <span class="_ _13"> </span>jest <span class="_ _13"> </span>jednym <span class="_ _13"> </span>z <span class="_ _24"> </span>filarów <span class="_ _13"> </span>Strategii<span class="_ _5"></span> </div><div class="t m0 x2 h9 y245 ff5 fs0 fc0 sc0 ls0 ws0">Zrównoważon<span class="_ _1"></span>e <span class="_ _d"> </span>rozwoju <span class="_ _d"> </span>Grupy. <span class="_ _d"> </span>W <span class="_ _d"> </span>ramach <span class="_ _d"> </span>tego <span class="_ _d"> </span>obszaru <span class="_ _d"> </span>strategii <span class="_ _d"> </span>wypracowa<span class="_ _1"></span>nych <span class="_ _d"> </span>zostało <span class="_ _b"> </span>s<span class="_ _7"></span>zereg </div><div class="t m0 x2 h9 y246 ff5 fs0 fc0 sc0 ls0 ws0">inicjatyw  służących  m.in.  ograniczeniu  e<span class="_ _7"></span>misji  gazów  cieplarnianych  po <span class="_ _b"> </span>przez <span class="_ _b"> </span>zmia<span class="ff2">ny<span class="_ _7"></span> <span class="_ _b"> </span>w  obszarach </span></div><div class="t m0 x2 h9 y247 ff5 fs0 fc0 sc0 ls0 ws0">produkcji <span class="_ _d"> </span>redukujące <span class="_ _d"> </span>zapotrzebowanie <span class="_ _b"> </span>na <span class="_ _10"> </span>gaz <span class="_ _d"> </span>ziemny <span class="_ _d"> </span>i <span class="_ _d"> </span>e<span class="_ _7"></span>nergię <span class="_ _b"> </span>elektryczną. <span class="_ _d"> </span>Działania <span class="_ _d"> </span>są <span class="_ _d"> </span>i <span class="_ _10"> </span>będą </div><div class="t m0 x2 h9 y248 ff5 fs0 fc0 sc0 ls0 ws0">sukcesywnie w<span class="_ _1"></span>drażane zgodnie z<span class="_ _5"></span>e<span class="_ _7"></span> strategią<span class="_ _1"></span> biznesowa oraz zrów<span class="_ _5"></span>noważonego rozwoju. <span class="ff2"> </span></div><div class="t m0 x2 h9 y249 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y24a ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y24b ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yb3 w9 h18"><div class="t m0 x4 h5 y92 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x0 yc w6 h2d" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">19</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y24c ff2 fs4 fc2 sc2 ls0 ws0">3.1.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff5 sc2">Zarządzanie energią i efekt<span class="_ _1"></span>ywność paliwowa <span class="ff2"> </span></span></span></div><div class="t m0 x2 hd y24d ff7 fs0 fc0 sc0 ls0 ws0">GRI: 302-1; 302-3<span class="_ _5"></span> </div><div class="t m0 x2 hd y24e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h9 y24f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h9 y250 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h9 y251 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h9 y252 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y253 ff5 fs0 fc0 sc0 ls0 ws0">Zarządzanie <span class="_ _3"></span>energią <span class="_ _5"></span>jest <span class="_ _5"></span>dla <span class="_ _3"></span>Holdingu <span class="_ _5"></span>jednym <span class="_ _3"></span>z <span class="_ _5"></span>pięciu <span class="_ _5"></span>najbardziej <span class="_ _5"></span>priorytetow<span class="_ _5"></span>y<span class="_ _7"></span>ch <span class="_ _5"></span>tematów <span class="_ _3"></span>materialnych </div><div class="t m0 x2 h9 y254 ff5 fs0 fc0 sc0 ls0 ws0">zrównoważonego<span class="_ _1"></span> rozwoju<span class="ff2">.  </span></div><div class="t m0 x2 h9 y255 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1d"> </span>działalności <span class="_ _16"> </span>operacyjnej <span class="_ _16"> </span>Grupy <span class="_ _1d"> </span>energia <span class="_ _1d"> </span>wykorzystywa<span class="_ _1"></span>na <span class="_ _1d"> </span>jest <span class="_ _16"> </span>przede <span class="_ _1d"> </span>wszystkim <span class="_ _1d"> </span>w <span class="_ _1d"> </span>spółkac<span class="_ _1"></span>h </div><div class="t m0 x2 h9 y256 ff5 fs0 fc0 sc0 ls0 ws0">produkcyjnych <span class="_ _1c"></span>oraz <span class="_ _23"></span>w <span class="_ _23"></span>mniejszym <span class="_ _1c"></span>stopniu <span class="_ _23"></span>w <span class="_ _1c"></span>s<span class="_ _7"></span>półkach <span class="_ _1c"></span>usługowych. <span class="_ _23"></span>Spółki <span class="_ _23"></span>nieprowadzące <span class="_ _1c"></span>działalności </div><div class="t m0 x2 h9 y257 ff5 fs0 fc0 sc0 ls0 ws0">produkcyjnej, w ramach<span class="_ _1"></span> czynszu za najem powierzchni biurow<span class="_ _1"></span>ej, regulują należności za zużytą energię<span class="_ _5"></span>, </div><div class="t m0 x2 h9 y258 ff5 fs0 fc0 sc0 ls0 ws0">stąd też dla tych spółek nie uwzględnio<span class="_ _5"></span>no <span class="_ _7"></span>danych o zużyciu energi<span class="_ _1"></span>i. Ze względu na nieistotną<span class="_ _1"></span> wysokość </div><div class="t m0 x2 h9 y259 ff5 fs0 fc0 sc0 ls0 ws0">zużycia <span class="_ _e"></span>energii <span class="_ _e"></span>przez <span class="_ _e"></span>Spół<span class="_ _7"></span>ki <span class="_ _e"></span>nieprodukcyjne, <span class="_ _e"></span>brak <span class="_ _e"></span>tych <span class="_ _e"></span>informacji <span class="_ _1c"></span>nie <span class="_ _e"></span>zniekształca<span class="_ _1"></span> <span class="_ _e"></span>w <span class="_ _1c"></span>istotnym <span class="_ _e"></span>zakresie </div><div class="t m0 x2 h9 y25a ff2 fs0 fc0 sc0 ls0 ws0">obrazu Grup<span class="_ _1"></span>y. </div><div class="t m0 x2 h9 y25b ff5 fs0 fc0 sc0 ls0 ws0">Gaz <span class="_ _15"></span>ziemn<span class="_ _1"></span>y <span class="_ _15"> </span>wykorzystywa<span class="_ _5"></span>ny<span class="_ _7"></span> <span class="_ _15"> </span>jest <span class="_ _23"></span>głównie <span class="_ _15"></span>dla <span class="_ _15"></span>c<span class="_ _1"></span>elów <span class="_ _15"></span>produkcji <span class="_ _23"></span>ciepła <span class="_ _15"></span>w <span class="_ _23"></span>procesach <span class="_ _15"> </span>technologiczn<span class="_ _1"></span>ych.<span class="_ _1"></span> </div><div class="t m0 x2 h9 y25c ff5 fs0 fc0 sc0 ls0 ws0">Energia elektryczna wykorzystywa<span class="_ _1"></span>na <span class="_ _7"></span>jest w urządzeniach produkcyjnych<span class="_ _1"></span>, oś<span class="_ _7"></span>wietle<span class="_ _1"></span>niu hal <span class="_ _7"></span>i magazynów, </div><div class="t m0 x2 h9 y25d ff5 fs0 fc0 sc0 ls0 ws0">przy remontach <span class="_ _5"></span>mas<span class="_ _7"></span>zyn i ur<span class="_ _1"></span>ządzeń oraz na potrz<span class="_ _5"></span>e<span class="_ _7"></span>by administrac<span class="ff2">ji biurow<span class="_ _5"></span>e<span class="_ _7"></span>j.  </span></div><div class="t m0 x2 h9 y25e ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>celu <span class="_ _e"></span>optymaliza<span class="_ _5"></span>cji <span class="_ _e"></span>zużycia <span class="_ _e"></span>energii <span class="_ _e"></span>w <span class="_ _7"></span>Grupie, <span class="_ _e"></span>Spółki <span class="_ _7"></span>dok<span class="_ _7"></span>onują <span class="_ _e"></span>wspóln<span class="_ _5"></span>y<span class="_ _7"></span>ch <span class="_ _e"></span>zakupów <span class="_ _7"></span>energii <span class="_ _e"></span>u <span class="_ _e"></span>jednego </div><div class="t m0 x2 h9 y25f ff5 fs0 fc0 sc0 ls0 ws0">dostawcy. Spółki <span class="_ _5"></span>Grupy nie wytwarzają en<span class="_ _1"></span>ergii elektryc<span class="_ _1"></span>znej (ani innej<span class="_ _1"></span>) we własnym<span class="_ _1"></span> zakresie.<span class="ff2"> </span></div><div class="t m0 x2 h9 y260 ff2 fs0 fc0 sc0 ls0 ws0">W 2023 <span class="_ _1"></span>roku <span class="ff5">cało<span class="_ _1"></span>ściowe zu<span class="_ _5"></span>życie<span class="_ _7"></span> en<span class="_ _1"></span>ergii (wsz<span class="_ _5"></span>y<span class="_ _7"></span>stkie źr<span class="_ _1"></span>ódła i <span class="_ _5"></span>rodzaje) zmniejsz<span class="_ _5"></span>y<span class="_ _7"></span>ło się<span class="ff2 sc1"> <span class="sc0">w stosunku <span class="_ _5"></span>do 2022 </span></span></span></div><div class="t m0 x2 h9 y261 ff2 fs0 fc0 sc0 ls0 ws0">roku <span class="lsb">o </span>8,9% do pozi<span class="_ _1"></span>omu <span class="ls15">418</span> 742 GJ.  </div><div class="t m0 x2 h9 y262 ff2 fs0 fc0 sc0 ls0 ws0">Grup<span class="ff5">a <span class="_ _13"> </span>angażuje <span class="_ _13"> </span>się</span> <span class="_ _13"> </span><span class="ff5">w <span class="_ _13"> </span>trwałe <span class="_ _13"> </span>obniżanie <span class="_ _2"> </span>energochłonności <span class="_ _13"> </span>produkcji <span class="_ _13"> </span></span>co <span class="_ _2"> </span><span class="ff5">uwidacznia <span class="_ _13"> </span>wskaźnik </span></div><div class="t m0 x2 h9 y263 ff5 fs0 fc0 sc0 ls0 ws0">całościowego <span class="_ _e"></span>zużycia <span class="_ _7"></span>e<span class="_ _7"></span>nergii <span class="_ _e"></span>na <span class="_ _e"></span>jednostkę <span class="_ _e"></span>przychodu, <span class="_ _e"></span>który <span class="_ _e"></span>zmniejsz<span class="_ _1"></span>ył <span class="_ _e"></span>s<span class="_ _7"></span>ię <span class="_ _e"></span>w <span class="_ _e"></span>Grupie <span class="_ _e"></span>o <span class="_ _23"></span><span class="ff2 ls15">20<span class="ls0">,7 <span class="_ _1c"></span>% <span class="_ _e"></span>w <span class="_ _1c"></span>2023 </span></span></div><div class="t m0 x2 h9 y264 ff2 fs0 fc0 sc0 ls0 ws0">roku<span class="ff5">. P<span class="_ _1"></span>rodukcja <span class="_ _1"></span>i sp<span class="_ _5"></span>rzedaż produktów<span class="_ _1"></span> o <span class="_ _1"></span>wartości <span class="_ _5"></span>1 tys. <span class="_ _5"></span>zł. wymagała<span class="_ _1"></span> przeci<span class="_ _1"></span>ętnie w<span class="_ _5"></span> skali cał<span class="_ _5"></span>e<span class="_ _7"></span>go Holdi<span class="_ _5"></span>ngu </span></div><div class="t m0 x2 h9 y265 ff5 fs0 fc0 sc0 ls0 ws0">zużycia 0,<span class="ff2">447 GJ e<span class="_ _1"></span>nergii.  </span></div><div class="t m0 x2 h9 y266 ff2 fs0 fc0 sc0 ls0 ws0">Aby <span class="_ _10"> </span><span class="ff5">zmniejsz<span class="_ _5"></span>y<span class="_ _7"></span>ć <span class="_ _d"> </span>oddziaływanie <span class="_ _d"> </span>na <span class="_ _10"> </span>środowi<span class="_ _5"></span>s<span class="_ _7"></span>ko <span class="_ _d"> </span>naturalne <span class="_ _10"> </span>i <span class="_ _d"> </span>systematycznie<span class="_ _5"></span> <span class="_ _10"> </span>poprawiać <span class="_ _d"> </span>efektywność </span></div><div class="t m0 x2 h9 y267 ff5 fs0 fc0 sc0 ls0 ws0">energetyczną, <span class="_ _1d"> </span>w <span class="_ _2"> </span>spółkach <span class="_ _2"> </span>Grupy <span class="_ _2"> </span>przeprowadza<span class="_ _1"></span>ne <span class="_ _1d"> </span>są <span class="_ _2"> </span>zróżnicowane <span class="_ _2"> </span>działania <span class="_ _2"> </span>mające <span class="_ _2"> </span>na <span class="_ _2"> </span>celu </div><div class="t m0 x2 h9 y268 ff5 fs0 fc0 sc0 ls0 ws0">zmniejszenie zarówno zużycia energii e<span class="_ _7"></span>lektryczn<span class="_ _1"></span>ej, <span class="_ _7"></span>jak i <span class="_ _7"></span>energii <span class="_ _7"></span>cieplnej.<span class="_ _1"></span> <span class="_ _7"></span>Spółki<span class="_ _7"></span><span class="ff2"> </span>re<span class="_ _7"></span>alizują wiele <span class="_ _7"></span>inicjatyw<span class="_ _5"></span> </div><div class="t m0 x2 h9 y269 ff5 fs0 fc0 sc0 ls0 ws0">takich <span class="_ _1f"> </span>jak <span class="_ _1f"> </span>np. <span class="_ _1f"> </span>wymiana<span class="_ _5"></span> <span class="_ _1e"> </span>oświetlenia <span class="_ _1f"> </span>na <span class="_ _1f"> </span>energo<span class="_ _5"></span>os<span class="_ _7"></span>zczędne, <span class="_ _26"> </span>budowa <span class="_ _1f"> </span>instalacji <span class="_ _1f"> </span>odciągających </div><div class="t m0 x2 h9 y26a ff5 fs0 fc0 sc0 ls0 ws0">zanieczyszczenia<span class="_ _5"></span> <span class="_ _23"></span>(redukujących <span class="_ _e"></span>emisję <span class="_ _1c"></span>zanieczyszcz<span class="_ _1"></span>eń <span class="_ _1c"></span>do <span class="_ _1c"></span>atmosfery) <span class="_ _1c"></span>i <span class="_ _1c"></span>montaż <span class="_ _1c"></span>instalacji<span class="_ _5"></span> <span class="_ _23"></span>redukujących </div><div class="t m0 x2 h9 y26b ff5 fs0 fc0 sc0 ls0 ws0">emisję hałasu, te<span class="_ _1"></span>rmomoderniza<span class="_ _1"></span>cje hal produkcyjnych. Największe za<span class="_ _5"></span>kłady produkcyjne Grupy wdrażają<span class="_ _5"></span> </div><div class="t m0 x2 h9 y26c ff5 fs0 fc0 sc0 ls0 ws0">zarządzanie <span class="_ _15"> </span>energią <span class="_ _c"> </span>wg <span class="_ _15"> </span>ISO <span class="_ _c"> </span>50 <span class="_ _c"> </span>001<span class="_ _1"></span>. <span class="_ _c"> </span>Spółki <span class="_ _15"> </span>Grupy <span class="_ _c"> </span>nieu<span class="_ _1"></span>stannie <span class="_ _15"> </span>podnoszą <span class="_ _c"> </span>efekty<span class="_ _1"></span>wność <span class="_ _c"> </span>energet<span class="_ _5"></span>y<span class="_ _7"></span>czną </div><div class="t m0 x2 h9 y26d ff5 fs0 fc0 sc0 ls0 ws0">poprzez <span class="_ _3"></span>sukcesywną <span class="_ _3"></span>modernizację <span class="_ _3"></span>swojego <span class="_ _3"></span>parku <span class="_ _3"></span>maszynowego. <span class="_ _3"></span>W <span class="_ _5"></span>efekcie <span class="_ _3"></span>swoich <span class="_ _3"></span>działań, <span class="_ _5"></span>część <span class="_ _3"></span>Spółek </div><div class="t m0 x2 h9 y26e ff2 fs0 fc0 sc0 ls0 ws0">Grupy uz<span class="ff5">yskuje bia<span class="_ _1"></span>łe certyfi<span class="_ _5"></span>k<span class="_ _7"></span>aty za uzyskan<span class="_ _1"></span>e efekty energet<span class="_ _5"></span>y<span class="_ _7"></span>czne.<span class="ff2"> </span></span></div></div><div class="c xd y1d9 w9 h18"><div class="t m0 x4 h5 y92 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">20</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">Zużycie <span class="_ _e"></span>energii <span class="_ _7"></span>elektrycznej <span class="_ _e"></span>oraz <span class="_ _e"></span>gazu <span class="_ _e"></span>są <span class="_ _e"></span>objęte <span class="_ _7"></span>szczególnym <span class="_ _e"></span>nadzorem <span class="_ _e"></span>w <span class="_ _e"></span>spółkach <span class="_ _7"></span>Grupy. <span class="_ _e"></span>W <span class="_ _e"></span>ramach </div><div class="t m0 x2 h9 yf0 ff5 fs0 fc0 sc0 ls0 ws0">strategii <span class="_ _e"></span>zrównowa<span class="_ _1"></span>żonego <span class="_ _7"></span>rozwoju <span class="_ _e"></span>wypracowan<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _e"></span>zosta<span class="_ _1"></span>ły <span class="_ _e"></span>inicjatywy <span class="_ _7"></span>mające <span class="_ _e"></span>wspierać <span class="_ _7"></span>redukcję <span class="_ _e"></span>zużycia<span class="_ _5"></span> </div><div class="t m0 x2 h9 yf1 ff5 fs0 fc0 sc0 ls0 ws0">tych czynników co<span class="_ _5"></span> p<span class="_ _7"></span>rzełoży si<span class="_ _1"></span>ę również na redu<span class="_ _5"></span>k<span class="_ _7"></span>cję śladu w<span class="_ _5"></span>ę<span class="_ _7"></span>glo<span class="ff2">wego grupy. </span></div><div class="t m0 x2 h9 y11a ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _23"></span>nie <span class="_ _1c"></span>posiada <span class="_ _23"></span>własnych <span class="_ _1c"></span>źródeł <span class="_ _23"></span>wytwarzania<span class="_ _1"></span> <span class="_ _1c"></span>e<span class="_ _7"></span>nergii <span class="_ _1c"></span>elektrycznej. <span class="_ _1c"></span>W <span class="_ _23"></span>2023 <span class="_ _23"></span>roku <span class="_ _1c"></span>dostawcą <span class="_ _23"></span>energii<span class="_ _1"></span> </div><div class="t m0 x2 h2 y1db ff5 fs0 fc0 sc0 ls0 ws0">elektrycznej <span class="_ _15"> </span>był <span class="_ _c"> </span>duży, <span class="_ _c"> </span>stabil<span class="_ _1"></span>ny <span class="_ _c"> </span>krajowy <span class="_ _c"> </span>wytwórca<span class="_ _5"></span>,<span class="_ _7"></span> <span class="_ _c"> </span>spółka<span class="ff1">  <span class="ls16">z <span class="_ _c"> </span></span></span>wysokim <span class="_ _15"> </span>ud<span class="_ _7"></span>ziałem<span class="_ _1"></span> <span class="_ _c"> </span>źródeł <span class="_ _c"> </span>odnawial<span class="_ _1"></span>nych </div><div class="t m0 x2 h9 y177 ff2 fs0 fc0 sc0 ls0 ws0">w miksie paliw<span class="_ _1"></span>owym (na pozi<span class="_ _1"></span>omie 40,22% w ro<span class="_ _1"></span>ku 2022). </div><div class="t m0 x2 h9 y26f ff5 fs0 fc0 sc0 ls0 ws0">Na  każd<span class="_ _5"></span>e  tysiąc <span class="_ _c"> </span>złotych <span class="_ _31"> </span>przychodu <span class="_ _c"> </span>Grupy  za<span class="_ _5"></span>potrzebowanie <span class="_ _c"> </span>na  energię <span class="_ _c"> </span>elektryczną  zmniejsz<span class="_ _1"></span>yło <span class="_ _c"> </span>s<span class="_ _7"></span>ię </div><div class="t m0 x2 h9 y270 ff2 fs0 fc0 sc0 ls0 ws0">o <span class="ls15">23</span>,3<span class="ff5">%, natomiast zapotrz<span class="_ _5"></span>e<span class="_ _7"></span>bowanie na gaz z<span class="_ _1"></span>mniejszyło się<span class="_ _1"></span> o <span class="ff2">15,4<span class="ls17">%.</span>  </span></span></div><div class="t m0 x2 h28 y271 ff5 fs6 fc0 sc0 ls0 ws0">Całościowe zużycie energi<span class="_ _7"></span>i, według rodzaju źró<span class="_ _7"></span>deł energii<span class="_ _7"></span><span class="ff2">: </span></div></div><div class="c x53 y272 w21 h3a"><div class="t m0 x54 h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2 sc0"> </span></div></div><div class="c x55 y272 w22 h3a"><div class="t m0 x32 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Jednostka<span class="sc0"> </span></div></div><div class="c x56 y272 w23 h3a"><div class="t m0 x57 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023<span class="sc0"> </span></div></div><div class="c x58 y272 w22 h3a"><div class="t m0 x57 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022<span class="sc0"> </span></div></div><div class="c x53 y274 w21 h3b"><div class="t m0 x13 h28 y275 ff5 fs6 fc0 sc1 ls0 ws0">Całościowe z<span class="_ _7"></span>użycie energi<span class="_ _7"></span>i (wszystkie źródła <span class="_ _7"></span>i rodzaje)<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x55 y274 w22 h3b"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc1 ls18 ws0">GJ<span class="ls0"> </span></div></div><div class="c x56 y274 w23 h3b"><div class="t m0 x19 h28 y275 ff2 fs6 fc0 sc1 ls0 ws0"> 418 742 </div></div><div class="c x58 y274 w22 h3b"><div class="t m0 x27 h28 y275 ff2 fs6 fc0 sc1 ls0 ws0">459 631 </div></div><div class="c x53 y276 w21 h3c"><div class="t m0 xd h28 y277 ff2 fs6 fc0 sc0 ls0 ws0">Energia elektryczna (zak<span class="_ _7"></span>upiona z KSE<span class="_ _7"></span>) </div></div><div class="c x55 y276 w22 h3c"><div class="t m0 x14 h28 y277 ff2 fs6 fc0 sc0 ls18 ws0">GJ<span class="ls0"> </span></div></div><div class="c x56 y276 w23 h3c"><div class="t m0 x19 h28 y277 ff2 fs6 fc0 sc0 ls0 ws0"> 241 117  </div></div><div class="c x58 y276 w22 h3c"><div class="t m0 x27 h28 y277 ff2 fs6 fc0 sc0 ls0 ws0">273 597 </div></div><div class="c x53 y278 w21 h3c"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls18 ws0">Gaz<span class="ls0"> </span></div></div><div class="c x55 y278 w22 h3c"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls18 ws0">GJ<span class="ls0"> </span></div></div><div class="c x56 y278 w23 h3c"><div class="t m0 x19 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 149 363  </div></div><div class="c x58 y278 w22 h3c"><div class="t m0 x27 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">153 682 </div></div><div class="c x53 y279 w21 h3b"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Pochodne ropy naftowe<span class="_ _7"></span>j (flota samochod<span class="_ _7"></span>owa +olej opałowy)<span class="_ _e"></span><span class="ff2"> </span></div></div><div class="c x55 y279 w22 h3b"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls18 ws0">GJ<span class="ls0"> </span></div></div><div class="c x56 y279 w23 h3b"><div class="t m0 x4c h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 5 920  </div></div><div class="c x58 y279 w22 h3b"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">5 181 </div></div><div class="c x53 y27a w21 h3b"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Węgiel<span class="ff2"> </span></div></div><div class="c x55 y27a w22 h3b"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls18 ws0">GJ<span class="ls0"> </span></div></div><div class="c x56 y27a w23 h3b"><div class="t m0 x29 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 22 342  </div></div><div class="c x58 y27a w22 h3b"><div class="t m0 x59 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">27 171 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y27b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y27c ff5 fs6 fc0 sc0 ls0 ws0">Energochłonność produkc<span class="_ _7"></span>ji<span class="ff2">:  </span></div></div><div class="c x53 y27d w21 h3d"><div class="t m0 x54 h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2 sc0"> </span></div></div><div class="c x55 y27d w22 h3d"><div class="t m0 x32 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Jednostka<span class="sc0"> </span></div></div><div class="c x56 y27d w23 h3d"><div class="t m0 x57 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023<span class="sc0"> </span></div></div><div class="c x58 y27d w22 h3d"><div class="t m0 x57 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022<span class="sc0"> </span></div></div><div class="c x53 y27e w21 h3e"><div class="t m0 x13 h28 y27f ff5 fs6 fc0 sc1 ls0 ws0">Całościowe z<span class="_ _7"></span>użycie energi<span class="_ _7"></span>i (wszystkie źródła <span class="_ _7"></span>i rodzaje) na </div><div class="t m0 x13 h28 y280 ff5 fs6 fc0 sc1 ls0 ws0">jednostkę <span class="_ _7"></span>przychodu<span class="ff2"> </span></div></div><div class="c x55 y27e w22 h3e"><div class="t m0 x13 h28 y281 ff2 fs6 fc0 sc1 ls0 ws0">GJ/tys. PLN<span class="_ _7"></span> </div></div><div class="c x56 y27e w23 h3e"><div class="t m0 x4c h28 y281 ff2 fs6 fc0 sc1 ls0 ws0"> 0,447  </div></div><div class="c x58 y27e w22 h3e"><div class="t m0 x21 h28 y281 ff2 fs6 fc0 sc1 ls0 ws0">0,563 </div></div><div class="c x53 y282 w21 h3f"><div class="t m0 x13 h28 y27f ff5 fs6 fc0 sc0 ls0 ws0">Źródła nieodnawialne <span class="_ _7"></span><span class="ff2">- </span>Całościowe zużycie <span class="_ _7"></span>paliw na jednostk<span class="_ _7"></span>ę </div><div class="t m0 x13 h28 y280 ff2 fs6 fc0 sc0 ls0 ws0">przychodu, w tym:<span class="_ _7"></span> </div></div><div class="c x55 y282 w22 h3f"><div class="t m0 x13 h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">GJ/tys. PLN<span class="_ _7"></span> </div></div><div class="c x56 y282 w23 h3f"><div class="t m0 x4c h28 y281 ff2 fs6 fc0 sc0 ls0 ws0"> 0,447  </div></div><div class="c x58 y282 w22 h3f"><div class="t m0 x21 h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">0,563 </div></div><div class="c x53 y283 w21 h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Nieodnawialne - Energi<span class="_ _7"></span>a elektryczna </div></div><div class="c x55 y283 w22 h3b"><div class="t m0 x13 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">GJ/tys. PLN<span class="_ _7"></span> </div></div><div class="c x56 y283 w23 h3b"><div class="t m0 x4c h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 0,257  </div></div><div class="c x58 y283 w22 h3b"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">0,335 </div></div><div class="c x53 y284 w21 h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Nieodnawialne - <span class="ls18">Gaz<span class="_ _7"></span></span> </div></div><div class="c x55 y284 w22 h3b"><div class="t m0 x13 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">GJ/tys. PLN<span class="_ _7"></span> </div></div><div class="c x56 y284 w23 h3b"><div class="t m0 x4c h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 0,159  </div></div><div class="c x58 y284 w22 h3b"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">0,188 </div></div><div class="c x53 y260 w21 h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Nieodnawialne - Poch<span class="_ _7"></span>odne ropy naftow<span class="_ _7"></span>ej (flota samochod<span class="_ _7"></span>owa)<span class="_ _7"></span> </div></div><div class="c x55 y260 w22 h3b"><div class="t m0 x13 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">GJ/tys. PLN<span class="_ _7"></span> </div></div><div class="c x56 y260 w23 h3b"><div class="t m0 x4c h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 0,006  </div></div><div class="c x58 y260 w22 h3b"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">0,006 </div></div><div class="c x53 y285 w21 h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Nieodnawialne <span class="ff5">–</span> <span class="ff5">Węgie<span class="_ _7"></span>l</span> </div></div><div class="c x55 y285 w22 h3b"><div class="t m0 x13 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">GJ/tys. PLN<span class="_ _7"></span> </div></div><div class="c x56 y285 w23 h3b"><div class="t m0 x4c h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 0,024  </div></div><div class="c x58 y285 w22 h3b"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">0,033 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 ydc ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y106 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y286 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y287 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y288 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y289 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y28a ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y28b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y28c ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y176 w9 h18"><div class="t m0 x4 h5 y92 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">21</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y10 ff2 fs4 fc2 sc2 ls0 ws0">3.2.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff5 sc2">Polityka klimatyczna <span class="_ _1"></span>i emisja gazów cieplarniany<span class="_ _1"></span>ch <span class="ff2"> </span></span></span></div><div class="t m0 x2 hd y28d ff7 fs0 fc0 sc0 ls0 ws0">GRI: 305-1; 305-2; <span class="_ _5"></span>3<span class="_ _7"></span>05-3; 305-4 <span class="_ _1"></span> </div><div class="t m0 x2 hd y24d ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y24e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y24f ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y250 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y251 ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _1c"></span>opracowała <span class="_ _1c"></span><span class="ff2">R</span>aport <span class="_ _1c"></span>śladu <span class="_ _23"></span>węglowego <span class="_ _1c"></span>w <span class="_ _1c"></span>oparciu <span class="_ _1c"></span>o <span class="_ _23"></span>dane <span class="_ _1c"></span>za <span class="_ _23"></span>rok <span class="_ _1c"></span>2022.<span class="_ _7"></span> <span class="_ _1c"></span>Raport <span class="_ _1c"></span>śladu <span class="_ _23"></span>węglowego<span class="_ _1"></span> </div><div class="t m0 x2 h9 y28e ff5 fs0 fc0 sc0 ls0 ws0">Grupy uwzględni<span class="_ _1"></span>ał 3 zakresy <span class="_ _1"></span>emisji gazów cieplar<span class="_ _5"></span>nianych<span class="ff2">: </span></div><div class="t m0 x5a h9 y28f ff2 fs0 fc0 sc0 ls0 ws0">Zakres 1 <span class="ff5">–</span> <span class="ff5">emisje<span class="_ _1"></span> bezpośredni<span class="_ _1"></span>e<span class="ff2">, </span></span></div><div class="t m0 x5a h9 y290 ff2 fs0 fc0 sc0 ls0 ws0">Zakres 2 <span class="ff5">–</span> <span class="ff5">emisje<span class="_ _1"></span> pośrednie<span class="ff2"> </span>wynikają<span class="_ _5"></span>ce<span class="_ _7"></span> z<span class="ff2"> zakupu en<span class="_ _1"></span>ergii elektryczn<span class="_ _5"></span>e<span class="_ _7"></span>j i cieplnej, </span></span></div><div class="t m0 x5a h9 y291 ff2 fs0 fc0 sc0 ls0 ws0">Zakres 3 <span class="ff5">–</span> <span class="ff5">emisje<span class="_ _1"></span> pośrednie wyni<span class="_ _5"></span>kające z łańcucha dost<span class="_ _1"></span>aw<span class="ff2">. </span></span></div><div class="t m0 x2 h9 y292 ff2 fs0 fc0 sc0 ls0 ws0">Do  bilansowania  emisji  GHG  w  zakresie  3 <span class="_ _b"> </span><span class="ff5">w  Mangata  Holding  wybrano  ze  względu  na  istotność<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y293 ff2 fs0 fc0 sc0 ls0 ws0">kategorie: </div><div class="t m0 x5a h9 y294 ff2 fs0 fc0 sc0 ls0 ws0">Kat. 1. <span class="ff5">Zakupione<span class="_ _1"></span> towary i usługi<span class="ff2">, </span></span></div><div class="t m0 x5a h9 y295 ff2 fs0 fc0 sc0 ls0 ws0">Kat. 4. Transpo<span class="_ _1"></span>rt i dystrybu<span class="_ _1"></span>cja <span class="ff5">–</span> upstream, </div><div class="t m0 x5a h9 y296 ff2 fs0 fc0 sc0 ls0 ws0">Kat. 5. Odpady <span class="ff5">ge<span class="_ _1"></span>nerowane podcza<span class="_ _5"></span>s działalności<span class="ff2">, </span></span></div><div class="t m0 x5a h9 y1b8 ff2 fs0 fc0 sc0 ls0 ws0">Kat. 6. <span class="ff5">Podróże służ<span class="_ _5"></span>bowe<span class="ff2">, </span></span></div><div class="t m0 x5a h9 y297 ff2 fs0 fc0 sc0 ls0 ws0">Kat. 7<span class="ls12">. </span>Transport <span class="ff5">pracownik<span class="_ _5"></span>ów<span class="ff2">, </span></span></div><div class="t m0 x5a h9 y298 ff2 fs0 fc0 sc0 ls0 ws0">Kat. 9<span class="ls12">. </span>Transport i dystr<span class="_ _1"></span>ybucja <span class="ff5">–</span> downstr<span class="_ _1"></span>eam. </div><div class="t m0 x2 h9 y299 ff2 fs0 fc0 sc0 ls0 ws0">Po<span class="ff5">niższy gra</span>f pr<span class="_ _5"></span>e<span class="_ _7"></span>zentuje <span class="ff5">emisję gazów cie<span class="_ _1"></span>plarnianych<span class="_ _1"></span>:<span class="ff2"> </span></span></div><div class="t m0 x5b h9 y29a ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y29b ff2 fs0 fc0 sc0 ls0 ws0">W przypadku za<span class="_ _1"></span>kresu <span class="ff5">3 kluczow<span class="_ _1"></span>ym składnikie<span class="_ _1"></span>m emisji <span class="ff2">w Grupie </span>są za<span class="_ _5"></span>k<span class="_ _7"></span>upione mat<span class="_ _1"></span>eriały (kategoria<span class="_ _1"></span> 1)<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y29c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y29d ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _32"> </span> <span class="_ _33"> </span> </div></div><div class="c xd y29e w9 h27"><div class="t m0 x4 h5 y141 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x0 yc w24 hb" alt="" 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class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">22</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y61 ff5 fs0 fc0 sc0 ls0 ws0">Poniżej <span class="_ _d"> </span>przedstawione <span class="_ _b"> </span>wielkości <span class="_ _d"> </span>emisji <span class="_ _d"> </span>za <span class="_ _10"> </span>2023 <span class="_ _d"> </span>rok <span class="_ _d"> </span>zostały <span class="_ _d"> </span>obliczone <span class="_ _d"> </span>i <span class="_ _d"> </span>zaprezentowan<span class="_ _1"></span>e <span class="_ _d"> </span>zgodnie </div><div class="t m0 x2 h9 y119 ff2 fs0 fc0 sc0 ls19 ws0">ze<span class="ls0"> standardem Th<span class="_ _1"></span>e Greenhouse <span class="_ _1"></span>Gas Protocol. A Cor<span class="_ _5"></span>porate and Reporting Standa<span class="_ _1"></span>rd (Revised Edit<span class="_ _5"></span>ion). <span class="_ _7"></span> </span></div><div class="t m0 x2 h9 y29f ff5 fs0 fc0 sc0 ls0 ws0">Raportowanie <span class="_ _27"> </span>obejmuje <span class="_ _27"> </span>100% <span class="_ _27"> </span>emisji <span class="_ _26"> </span>ze <span class="_ _27"> </span>spółek <span class="_ _27"> </span>Grupy <span class="_ _1f"> </span><span class="ff2">w <span class="_ _27"> </span>zakresie <span class="_ _27"> </span>1 <span class="_ _26"> </span>i <span class="_ _27"> </span>2 <span class="_ _1f"> </span></span>uwzglę<span class="_ _5"></span>dn<span class="_ _7"></span>ionych<span class="_ _5"></span> </div><div class="t m0 x2 h9 y2a0 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">skonsolidowan<span class="_ _5"></span>y<span class="_ _7"></span>m <span class="_ _23"></span>sprawozdaniu <span class="_ _23"></span>finansowym, <span class="_ _23"></span>z <span class="_ _15"></span>w<span class="_ _1"></span>yjątkiem <span class="_ _23"></span>ZETKAMA <span class="_ _23"></span>R&amp;D <span class="_ _23"></span>Sp. <span class="_ _15"> </span><span class="ff2 ls19">z <span class="_ _15"> </span><span class="lsb">o.<span class="ls0">o. <span class="_ _23"></span>oraz <span class="_ _23"></span>Z<span class="_ _7"></span>etkama </span></span></span></span></div><div class="t m0 x2 h9 y2a1 ff5 fs0 fc0 sc0 ls0 ws0">Nieruchomości<span class="_ _1"></span>,<span class="ff2"> </span>w przypadku któ<span class="_ _1"></span>rych emisje zo<span class="_ _1"></span>stały oszacow<span class="_ _1"></span>ane jako niemat<span class="_ _5"></span>e<span class="_ _7"></span>rialne.<span class="ff2"> </span></div><div class="t m0 x2 h9 y2a2 ff5 fs0 fc0 sc0 ls0 ws0">Raportowane <span class="_ _20"> </span>e<span class="_ _7"></span>misje <span class="_ _f"> </span>zakresu <span class="_ _f"> </span>pierwsz<span class="_ _1"></span>ego <span class="_ _f"> </span>obejmują <span class="_ _f"> </span>gazy <span class="_ _f"> </span>cieplarniane <span class="_ _f"> </span>wyemi<span class="_ _1"></span>towane <span class="_ _f"> </span>z <span class="_ _f"> </span>urządzeń </div><div class="t m0 x2 h9 y2a3 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">aktywów <span class="_ _c"> </span>będąc<span class="_ _5"></span>y<span class="_ _7"></span>ch <span class="_ _c"> </span>własn<span class="_ _1"></span>ością <span class="_ _c"> </span>lub <span class="_ _15"> </span>w <span class="_ _c"> </span>używaniu <span class="_ _c"> </span>spółek <span class="_ _15"> </span>grupy. <span class="_ _c"> </span>Składają <span class="_ _15"> </span>się <span class="_ _c"> </span>na <span class="_ _15"> </span>nie <span class="_ _c"> </span>emisje <span class="_ _c"> </span>związane </span></div><div class="t m0 x2 h9 y2a4 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">podstawowy<span class="_ _1"></span>mi <span class="_ _e"></span>procesami <span class="_ _e"></span>produkcyjnymi, <span class="_ _e"></span>w <span class="_ _e"></span>tym <span class="_ _e"></span>z <span class="_ _1c"></span>produkcją <span class="_ _e"></span>ciepła <span class="_ _e"></span>technologic<span class="_ _1"></span>znego. <span class="_ _e"></span>Ich <span class="_ _e"></span>głównym </span></div><div class="t m0 x2 h9 y2a5 ff5 fs0 fc0 sc0 ls0 ws0">źródłem <span class="_ _5"></span>jest <span class="_ _3"></span>s<span class="_ _7"></span>palanie <span class="_ _3"></span>gazu <span class="_ _5"></span>ziemnego, <span class="_ _5"></span>ale <span class="_ _5"></span>w <span class="_ _5"></span>niewielkiej <span class="_ _5"></span>ilości <span class="_ _3"></span>Grupa <span class="_ _5"></span>zużywa <span class="_ _5"></span>także <span class="_ _5"></span>koks <span class="_ _5"></span>i <span class="_ _5"></span>węgiel <span class="_ _5"></span>kamienny. </div><div class="t m0 x2 h9 y2a6 ff5 fs0 fc0 sc0 ls0 ws0">Emisje zakresu <span class="_ _7"></span>1 <span class="_ _7"></span>obejmują także <span class="_ _7"></span>emisje <span class="_ _7"></span>związane z <span class="_ _7"></span>użytkowa<span class="_ _7"></span>niem silników <span class="_ _7"></span>spalinowych (benzyna, ON, </div><div class="t m0 x2 h9 y2a7 ff5 fs0 fc0 sc0 ls0 ws0">LPG) oraz związa<span class="_ _5"></span>ne z eksploatacją urządzeń klimat<span class="_ _5"></span>y<span class="_ _7"></span>zacyjnych (emi<span class="_ _5"></span>s<span class="_ _7"></span>je HFC)<span class="ff2">. </span></div><div class="t m0 x2 h9 y2a8 ff5 fs0 fc0 sc0 ls0 ws0">Ze <span class="_ _1c"></span>spalaniem <span class="_ _1c"></span>paliw <span class="_ _1c"></span>kopalnych <span class="_ _1c"></span>oprócz <span class="_ _23"></span>wykazanych <span class="_ _1c"></span>w <span class="_ _1c"></span>poniższej <span class="_ _1c"></span>tabeli <span class="_ _e"></span>e<span class="_ _7"></span>misji <span class="_ _1c"></span>związane <span class="_ _1c"></span>są <span class="_ _23"></span>także<span class="_ _1"></span> <span class="_ _1c"></span>emisje </div><div class="t m0 x2 h9 y2a9 ff5 fs0 fc0 sc0 ls0 ws0">innych gazów ci<span class="_ _5"></span>e<span class="_ _7"></span>plarnianyc<span class="_ _1"></span>h: metanu (CH4<span class="_ _5"></span>)<span class="_ _7"></span> oraz podtlen<span class="_ _1"></span>ku azotu (N2O)<span class="_ _1"></span>. Obecnie <span class="_ _5"></span>G<span class="_ _7"></span>rupa nie dy<span class="_ _1"></span>sponuje </div><div class="t m0 x2 h9 y2aa ff5 fs0 fc0 sc0 ls0 ws0">wiarygodnymi <span class="_ _c"> </span>wielkościam<span class="_ _5"></span>i  tych <span class="_ _c"> </span>emisji <span class="_ _c"> </span>w  swoich <span class="_ _c"> </span>insta<span class="_ _1"></span>lacjach,<span class="ff2">  a<span class="_ _1"></span>le <span class="_ _c"> </span>s<span class="_ _7"></span>zacuje <span class="_ _c"> </span>na <span class="_ _c"> </span>podstawie  p<span class="_ _5"></span>ub<span class="_ _7"></span>liczni<span class="_ _1"></span>e </span></div><div class="t m0 x2 h9 y2ab ff5 fs0 fc0 sc0 ls0 ws0">dostępnych  wskaźników, <span class="_ _b"> </span>że <span class="_ _b"> </span>są <span class="_ _b"> </span>one <span class="_ _b"> </span>niematerialne <span class="_ _b"> </span>w <span class="_ _b"> </span>skali <span class="_ _b"> </span>Grupy. <span class="_ _d"> </span><span class="ff2">W <span class="_ _b"> </span>roku <span class="_ _d"> </span>2023 <span class="_ _b"> </span></span>nie <span class="_ _d"> </span>występowa<span class="_ _5"></span>ły </div><div class="t m0 x2 h9 yd5 ff2 fs0 fc0 sc0 ls0 ws0">w przypadku Gr<span class="_ _1"></span>upy emisje biogenicz<span class="_ _5"></span>ne. </div><div class="t m0 x2 h9 yd6 ff5 fs0 fc0 sc0 ls0 ws0">Emisje <span class="_ _3"></span>pochodzące <span class="_ _5"></span>z <span class="_ _5"></span>procesów <span class="_ _3"></span>produkcyjnych <span class="_ _3"></span>(w <span class="_ _3"></span>tym<span class="_ _7"></span> <span class="_ _5"></span>z <span class="_ _3"></span>produkcji <span class="_ _5"></span>ciepła <span class="_ _3"></span>oraz <span class="_ _5"></span>urządz<span class="_ _1"></span>eń <span class="_ _5"></span>klimatyzacyjnych<span class="_ _5"></span>) </div><div class="t m0 x2 h9 y2ac ff5 fs0 fc0 sc0 ls0 ws0">są <span class="_ _f"> </span>zgodne <span class="_ _16"> </span>z <span class="_ _f"> </span>danymi <span class="_ _16"> </span>obliczonymi <span class="_ _f"> </span>i <span class="_ _f"> </span>raportowanymi <span class="_ _f"> </span>przez <span class="_ _16"> </span>spółki <span class="_ _f"> </span>Grupy <span class="_ _16"> </span>do <span class="_ _f"> </span>Krajowego <span class="_ _f"> </span>Ośrodka </div><div class="t m0 x2 h9 y2ad ff5 fs0 fc0 sc0 ls0 ws0">Bilansowania <span class="_ _7"></span>i <span class="_ _7"></span>Z<span class="_ _7"></span>arządzania<span class="_ _5"></span> <span class="_ _e"></span>Emisjami <span class="_ _7"></span>(<span class="_ _7"></span>KOBiZE). <span class="_ _7"></span>Emisje <span class="_ _7"></span>pochodzące <span class="_ _7"></span>z <span class="_ _e"></span>uży<span class="_ _7"></span>tkowania silników <span class="_ _7"></span>s<span class="_ _7"></span>palinowyc<span class="_ _5"></span>h </div><div class="t m0 x2 h9 y2ae ff5 fs0 fc0 sc0 ls0 ws0">zostały <span class="_ _1c"></span>obliczone <span class="_ _1c"></span>na <span class="_ _1c"></span>podstawie <span class="_ _1c"></span>zużycia <span class="_ _1c"></span>paliw <span class="_ _1c"></span>i <span class="_ _23"></span>wskaźników <span class="_ _e"></span>emisyjności <span class="_ _1c"></span>publikowanych <span class="_ _1c"></span>przez <span class="_ _1c"></span>KOBiZE. </div><div class="t m0 x2 h9 y2af ff2 fs0 fc0 sc0 ls0 ws0">W przypadku <span class="_ _3"></span>obliczania <span class="_ _3"></span>ekwiwalentu <span class="_ _5"></span>CO2 <span class="_ _5"></span>dla <span class="_ _5"></span>HFC <span class="_ _5"></span>(tzw. <span class="_ _5"></span>GWP <span class="_ _5"></span><span class="ff5">–<span class="ff2"> <span class="_ _5"></span>Global <span class="_ _5"></span>Warming<span class="_ _1"></span> <span class="_ _5"></span>Potential) <span class="_ _5"></span>wykorzystano<span class="_ _5"></span> </span></span></div><div class="t m0 x2 h9 y2b0 ff5 fs0 fc0 sc0 ls0 ws0">wskaźniki  op<span class="_ _5"></span>ublikowane  przez <span class="_ _c"> </span>Międzyrządowy  Zesp<span class="_ _5"></span>ół  ds.  Zmian  K<span class="_ _1"></span>limatu <span class="_ _c"> </span>(Intergovernmental <span class="_ _c"> </span>Panel </div><div class="t m0 x2 h9 y2b1 ff2 fs0 fc0 sc0 lsb ws0">on<span class="ls0"> Climate Chang<span class="_ _5"></span>e<span class="_ _7"></span> - IPCC). </span></div><div class="t m0 x2 h9 y2b2 ff5 fs0 fc0 sc0 ls0 ws0">Emisje <span class="_ _23"></span>zakresu <span class="_ _1c"></span>2 <span class="_ _15"> </span>w <span class="_ _23"></span>przypadku <span class="_ _1c"></span>energii <span class="_ _23"></span>elektrycznej <span class="_ _23"></span>i <span class="_ _23"></span>ciepła <span class="_ _23"></span>zostały <span class="_ _23"></span>obliczone <span class="_ _1c"></span>metodą <span class="_ _23"></span>location<span class="_ _7"></span><span class="ff2">-based, </span></div><div class="t m0 x2 h9 y2b3 ff2 fs0 fc0 sc0 ls0 ws0">tj. <span class="ff5">na <span class="_ _34"> </span>podstawie<span class="_ _1"></span> <span class="_ _34"> </span>średnich <span class="_ _34"> </span>wskaźników <span class="_ _34"> </span>emisji<span class="_ _5"></span> <span class="_ _1b"> </span>dla <span class="_ _34"> </span>odpowi<span class="_ _5"></span>ednio <span class="_ _34"> </span>Krajowego <span class="_ _34"> </span>Systemu<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y2b4 ff5 fs0 fc0 sc0 ls0 ws0">Elektroenerg<span class="_ _1"></span>etycznego <span class="_ _7"></span>oraz elektrociepłow<span class="_ _1"></span>ni <span class="_ _7"></span>w Po<span class="_ _7"></span>lsce. Źródłem <span class="_ _7"></span>tych wskaźników <span class="_ _7"></span>był <span class="_ _7"></span>KOBIZE. <span class="_ _7"></span>Obecnie </div><div class="t m0 x2 h9 y2b5 ff5 fs0 fc0 sc0 ls0 ws0">spółki  Grupy  nie  kupują  energii  w  sposób  uzasadni<span class="_ _5"></span>ający <span class="_ _b"> </span>użycie  metody  market<span class="ff2">-based,  tj.  opartej </span></div><div class="t m0 x2 h9 y2b6 ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> <span class="ff5">wskaźnikach<span class="_ _5"></span> k<span class="_ _7"></span>onkretnyc<span class="_ _1"></span>h dostawców.<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y2b7 ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"></span>ma <span class="_ _e"></span>podpisaną <span class="_ _7"></span>umowę <span class="_ _7"></span>na <span class="_ _e"></span>dostarczani<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _7"></span>energii <span class="_ _7"></span>e<span class="_ _7"></span>lektrycznej <span class="_ _7"></span>od <span class="_ _e"></span><span class="ff2">dostawcy, <span class="_ _7"></span></span>który <span class="_ _e"></span>może <span class="_ _7"></span>pochwalić </div><div class="t m0 x2 h9 y2b8 ff5 fs0 fc0 sc0 ls0 ws0">się <span class="_ _5"></span><span class="ff2">za 2<span class="_ _5"></span>023 ro<span class="_ _5"></span>k<span class="_ _7"></span> <span class="_ _5"></span>prawie <span class="_ _5"></span>50% <span class="_ _5"></span><span class="ff5">udziałem <span class="_ _5"></span>energii <span class="_ _5"></span>odnawialnej <span class="_ _5"></span>w <span class="_ _5"></span>swoim <span class="_ _5"></span>miksie <span class="ff2">pali<span class="_ _1"></span>w, <span class="_ _5"></span><span class="ff5">choć <span class="_ _5"></span>Grupa <span class="_ _5"></span>nie za<span class="_ _5"></span>kupiła </span></span></span></span></div><div class="t m0 x2 h9 y287 ff5 fs0 fc0 sc0 ls0 ws0">za 2023 rok c<span class="_ _1"></span>ertyfikatów zielon<span class="_ _1"></span>ej energii.<span class="ff2"> </span></div><div class="t m0 x2 h9 y2b9 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y2ba ff5 fs0 fc0 sc0 ls0 ws0">W ramach <span class="_ _5"></span>wypracowanej <span class="_ _1"></span>strategii zrówn<span class="_ _1"></span>oważonego r<span class="_ _5"></span>ozwoju Grupa o<span class="_ _5"></span>kreśliła cele r<span class="_ _5"></span>e<span class="_ _7"></span>dukcji <span class="_ _5"></span>e<span class="_ _7"></span>misji gazów<span class="_ _5"></span> </div><div class="t m0 x2 h9 y2bb ff2 fs0 fc0 sc0 ls0 ws0">cieplarnianych dla<span class="_ _5"></span> zakresu 1 i 2 do roku 2030.  </div><div class="t m0 x33 h9 y2bc ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Redukcja <span class="_ _e"></span>intensywności <span class="_ _e"></span>emisji <span class="_ _e"></span>GHG <span class="_ _e"></span>Grupy <span class="_ _e"></span>w <span class="_ _e"></span>Zakresie <span class="_ _e"></span>1 <span class="_ _e"></span>o <span class="_ _e"></span>8% <span class="_ _1c"></span>do <span class="_ _e"></span>2030 <span class="_ _e"></span>roku <span class="_ _e"></span>oraz <span class="_ _e"></span>maksymalna </span></span></div><div class="t m0 x38 h9 y2bd ff2 fs0 fc0 sc0 ls0 ws0">redukcja emisji Za<span class="_ _5"></span>k<span class="_ _7"></span>resu 1 do 205<span class="_ _1"></span>0 roku </div><div class="t m0 x33 h9 y2be ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Redukcja intensywno<span class="_ _1"></span>ści emisji GHG G<span class="_ _1"></span>rupy w Zakresi<span class="_ _5"></span>e<span class="_ _7"></span> 2 o 50% do 2030<span class="_ _1"></span> roku <span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y2bf ff5 fs0 fc0 sc0 ls0 ws0">Wsparciem <span class="_ _c"> </span>w <span class="_ _c"> </span>realiza<span class="_ _1"></span>cji <span class="_ _c"> </span>celów <span class="_ _c"> </span>redukcji <span class="_ _c"> </span>emisji <span class="_ _c"> </span>gazów <span class="_ _15"> </span>cieplarnianych <span class="_ _c"> </span>są <span class="_ _c"> </span>m.in. <span class="_ _c"> </span>prowa<span class="_ _1"></span>dzone <span class="_ _c"> </span>w <span class="_ _c"> </span>Grupie </div><div class="t m0 x2 h9 y2c0 ff2 fs0 fc0 sc0 ls0 ws0">procesy inwest<span class="_ _1"></span>ycyjne oraz zmia<span class="_ _1"></span>ny w miksie pr<span class="_ _1"></span>odukcji energii w<span class="_ _5"></span> Polsce. </div><div class="t m0 x2 h9 y2c1 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y2c2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y2c3 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x3a yef w1a h18"><div class="t m0 x4 h5 y92 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">23</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc8 sc0 ls0 ws0"> </div></div><div class="c x2 y2c4 w25 h3c"><div class="t m0 x5c h28 y2c5 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2"> </span></div></div><div class="c x5d y2c4 w26 h3c"><div class="t m0 x4f h28 y2c5 ff2 fs6 fc0 sc1 ls0 ws0">Jednostka </div></div><div class="c x5e y2c4 w27 h3c"><div class="t m0 x57 h28 y2c5 ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c x5f y2c4 w28 h3c"><div class="t m0 x57 h28 y2c5 ff2 fs6 fc0 sc1 ls0 ws0">2022 </div></div><div class="c x2 y2c6 w25 h3c"><div class="t m0 x60 h28 y2c5 ff2 fs6 fc0 sc1 ls0 ws0">Emisje Zakr<span class="_ _7"></span>esu 1 </div></div><div class="c x5d y2c6 w26 h3c"><div class="t m0 x3e h28 y2c5 ff2 fs6 fc0 sc1 ls0 ws0">Mg CO2e </div></div><div class="c x5e y2c6 w27 h3c"><div class="t m0 x19 h28 y2c5 ff2 fs6 fc0 sc1 ls1a ws0">12<span class="ls0"> 290,3 </span></div></div><div class="c x5f y2c6 w28 h3c"><div class="t m0 x19 h28 y2c5 ff2 fs6 fc0 sc1 ls1a ws0">14<span class="ls0"> 407,8 </span></div></div><div class="c x2 y2c7 w25 h40"><div class="t m0 x60 h28 y2c8 ff5 fs6 fc0 sc0 ls0 ws0">Emisje CO2 bezpośrednio zw<span class="_ _7"></span>iązane z proces<span class="_ _7"></span>em </div><div class="t m0 x60 h28 y2c9 ff5 fs6 fc0 sc0 ls0 ws0">produkcyjnym, w tym wy<span class="_ _7"></span>twarzanie ciepła <span class="_ _7"></span>na własne </div><div class="t m0 x60 h28 y2ca ff2 fs6 fc0 sc0 ls0 ws0">potrzeby </div></div><div class="c x5d y2c7 w26 h40"><div class="t m0 x3e h28 y2c9 ff2 fs6 fc0 sc0 ls0 ws0">Mg CO2e </div></div><div class="c x5e y2c7 w27 h40"><div class="t m0 x19 h28 y2c9 ff2 fs6 fc0 sc0 ls1b ws0">12<span class="ls0"> </span>085,<span class="ls0">2 </span></div></div><div class="c x5f y2c7 w28 h40"><div class="t m0 x19 h28 y2c9 ff2 fs6 fc0 sc0 ls1b ws0">14<span class="ls0"> 115,9 </span></div></div><div class="c x2 y2cb w25 h3b"><div class="t m0 x60 h28 y2c5 ff5 fs6 fc0 sc0 ls0 ws0">Emisje CO2 wynikające z ek<span class="_ _7"></span>sploatacji siln<span class="_ _7"></span>ików spalinowych<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x5d y2cb w26 h3b"><div class="t m0 x3e h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">Mg CO2e </div></div><div class="c x5e y2cb w27 h3b"><div class="t m0 x21 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">201,6 </div></div><div class="c x5f y2cb w28 h3b"><div class="t m0 x21 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">288,4 </div></div><div class="c x2 y2cc w25 h3c"><div class="t m0 x60 h28 y2cd ff2 fs6 fc0 sc0 ls0 ws0">Emisje HFC, w tym:<span class="_ _7"></span> </div></div><div class="c x5d y2cc w26 h3c"><div class="t m0 x3e h28 y2cd ff2 fs6 fc0 sc0 ls0 ws0">Mg CO2e </div></div><div class="c x5e y2cc w27 h3c"><div class="t m0 xd h28 y2cd ff2 fs6 fc0 sc0 ls0 ws0">3,5 </div></div><div class="c x5f y2cc w28 h3c"><div class="t m0 xd h28 y2cd ff2 fs6 fc0 sc0 ls0 ws0">3,5 </div></div><div class="c x2 y2ce w25 h3c"><div class="t m0 x29 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">HFC-<span class="ls1a">32</span> </div></div><div class="c x5d y2ce w26 h3c"><div class="t m0 x3e h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">Mg CO2e </div></div><div class="c x5e y2ce w27 h3c"><div class="t m0 xd h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">0,0 </div></div><div class="c x5f y2ce w28 h3c"><div class="t m0 xd h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">0,7 </div></div><div class="c x2 y2cf w25 h3b"><div class="t m0 x29 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">HFC-125 </div></div><div class="c x5d y2cf w26 h3b"><div class="t m0 x3e h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">Mg CO2e </div></div><div class="c x5e y2cf w27 h3b"><div class="t m0 xd h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">0,0 </div></div><div class="c x5f y2cf w28 h3b"><div class="t m0 xd h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">2,8 </div></div><div class="c x2 y2d0 w25 h41"><div class="t m0 x60 h28 y2c5 ff2 fs6 fc0 sc1 ls0 ws0">Emisje Zakr<span class="_ _7"></span>esu 2 (location<span class="_ _7"></span>-based)<span class="_ _7"></span> </div></div><div class="c x5d y2d0 w26 h41"><div class="t m0 x3e h28 y2c5 ff2 fs6 fc0 sc1 ls0 ws0">Mg CO2e </div></div><div class="c x5e y2d0 w27 h41"><div class="t m0 x19 h28 y2c5 ff2 fs6 fc0 sc1 ls1a ws0">49<span class="ls0"> 453,9 </span></div></div><div class="c x5f y2d0 w28 h41"><div class="t m0 x19 h28 y2c5 ff2 fs6 fc0 sc1 ls1a ws0">53<span class="ls0"> 861,8 </span></div></div><div class="c x2 y2d1 w25 h3b"><div class="t m0 x60 h28 y2c5 ff5 fs6 fc0 sc0 ls0 ws0">Emisje związane z zak<span class="_ _7"></span>upem energii elektrycz<span class="_ _7"></span>nej z KSE<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x5d y2d1 w26 h3b"><div class="t m0 x3e h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">Mg CO2e </div></div><div class="c x5e y2d1 w27 h3b"><div class="t m0 x19 h28 y2c5 ff2 fs6 fc0 sc0 ls1b ws0">47<span class="ls0"> </span>424,<span class="ls0">1 </span></div></div><div class="c x5f y2d1 w28 h3b"><div class="t m0 x19 h28 y2c5 ff2 fs6 fc0 sc0 ls1b ws0">53<span class="ls0"> 807,4 </span></div></div><div class="c x2 y2d2 w25 h3b"><div class="t m0 x60 h28 y2c5 ff5 fs6 fc0 sc0 ls0 ws0">Emisje związane z zak<span class="_ _7"></span>upem ciepła sieciowego<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x5d y2d2 w26 h3b"><div class="t m0 x3e h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">Mg CO2e </div></div><div class="c x5e y2d2 w27 h3b"><div class="t m0 x29 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">2 <span class="ls1b">029<span class="ls1c">,8</span></span> </div></div><div class="c x5f y2d2 w28 h3b"><div class="t m0 x23 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">54,5 </div></div><div class="c x2 y2d3 w25 h3b"><div class="t m0 x60 h28 y2c5 ff5 fs6 fc0 sc1 ls0 ws0">Łącznie em<span class="_ _7"></span>isje Zakresu 1 i 2<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x5d y2d3 w26 h3b"><div class="t m0 x3e h28 y2c5 ff2 fs6 fc0 sc1 ls0 ws0">Mg CO2e </div></div><div class="c x5e y2d3 w27 h3b"><div class="t m0 x19 h28 y2c5 ff2 fs6 fc0 sc1 ls1a ws0">61<span class="ls0"> 744,2 </span></div></div><div class="c x5f y2d3 w28 h3b"><div class="t m0 x19 h28 y2c5 ff2 fs6 fc0 sc1 ls1a ws0">68<span class="ls0"> 269,6 </span></div></div><div class="c x2 y2d4 w25 h3b"><div class="t m0 x60 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">Emisje Zakresu 1 / Przy<span class="_ _7"></span>chody </div></div><div class="c x5d y2d4 w26 h3b"><div class="t m0 x29 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">Mg CO2e/tys. PLN<span class="_ _7"></span> </div></div><div class="c x5e y2d4 w27 h3b"><div class="t m0 x21 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">0,013 </div></div><div class="c x5f y2d4 w28 h3b"><div class="t m0 x21 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">0,014 </div></div><div class="c x2 y2d5 w25 h3b"><div class="t m0 x60 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">Emisje Zakresu 1 i 2 / Przy<span class="_ _7"></span>chody<span class="_ _7"></span> </div></div><div class="c x5d y2d5 w26 h3b"><div class="t m0 x29 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">Mg CO2e/tys. PLN<span class="_ _7"></span> </div></div><div class="c x5e y2d5 w27 h3b"><div class="t m0 x21 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">0,066 </div></div><div class="c x5f y2d5 w28 h3b"><div class="t m0 x21 h28 y2c5 ff2 fs6 fc0 sc0 ls0 ws0">0,065 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y295 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d6 w25 h3c"><div class="t m0 x60 h28 y2cd ff2 fs6 fc0 sc1 ls0 ws0">Emisje Zakr<span class="_ _7"></span>esu 3  </div></div><div class="c x5d y2d6 w26 h3c"><div class="t m0 x3e h28 y2cd ff2 fs6 fc0 sc1 ls0 ws0">Mg CO2e </div></div><div class="c x5e y2d6 w27 h3c"><div class="t m0 x19 h28 y2cd ff2 fs6 fc0 sc1 ls1a ws0">76<span class="ls0"> <span class="ls1b">775<span class="ls1c">,0</span></span> </span></div></div><div class="c x5f y2d6 w28 h3c"><div class="t m0 x19 h28 y2cd ff2 fs6 fc0 sc1 ls1a ws0">90<span class="ls0"> <span class="ls1b">662<span class="ls1c">,2</span></span> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y2d7 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 ya2 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2a"> </span> </div></div><div class="c xd yef w9 h27"><div class="t m0 x4 h5 y141 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">24</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y24c ff2 fs4 fc2 sc2 ls0 ws0">3.3.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff5 sc2">Materiały i surowce <span class="ff2"> </span></span></span></div><div class="t m0 x2 hd y24d ff7 fs0 fc0 sc0 ls0 ws0">GRI: 301-1; 301-2<span class="_ _5"></span> </div><div class="t m0 x2 hd y24e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y24f ff5 fs0 fc0 sc0 ls0 ws0">Materiały <span class="_ _13"> </span>i <span class="_ _2"> </span>surowce <span class="_ _13"> </span>znajdują <span class="_ _2"> </span>się <span class="_ _13"> </span>na <span class="_ _13"> </span>liście <span class="_ _13"> </span>tematów </div><div class="t m0 x2 h9 y2d8 ff2 fs0 fc0 sc0 ls0 ws0">materialnych w<span class="_ _1"></span> obszarze ESG.  </div><div class="t m0 x2 h9 y2d9 ff5 fs0 fc0 sc0 ls0 ws0">Specyfika <span class="_ _2"> </span>segmentów <span class="_ _1d"> </span>operacyjnych <span class="_ _1d"> </span>sprawia, <span class="_ _2"> </span>iż <span class="_ _2"> </span>liczba </div><div class="t m0 x2 h9 y1ac ff5 fs0 fc0 sc0 ls0 ws0">wykorzystanych <span class="_ _10"> </span>surowców <span class="_ _10"> </span>jest <span class="_ _20"> </span>silnie <span class="_ _20"> </span>zróżnicowana.<span class="ff2"> <span class="_ _20"> </span><span class="ls1d">W </span></span></div><div class="t m0 x2 h9 y2da ff5 fs0 fc0 sc0 ls0 ws0">analizie <span class="_ _2b"> </span>uwzględniono <span class="_ _2b"> </span>wszystkie <span class="_ _2b"> </span>Spółki <span class="_ _2b"> </span>produkcyjne </div><div class="t m0 x2 h9 y2db ff5 fs0 fc0 sc0 ls0 ws0">Holdingu. <span class="_ _15"></span>Spółki <span class="_ _23"></span>zużywają <span class="_ _15"> </span>przede <span class="_ _15"> </span>wszystkim <span class="_ _23"></span>różne <span class="_ _15"> </span>rodzaje <span class="_ _15"></span>i <span class="_ _15"></span>gatunki <span class="_ _23"></span>stali. <span class="_ _15"> </span>Do <span class="_ _15"> </span>pozostałych <span class="_ _23"></span>głównych </div><div class="t m0 x2 h9 y2dc ff5 fs0 fc0 sc0 ls0 ws0">surowców <span class="_ _c"> </span>wykorzystywan<span class="_ _1"></span>ych <span class="_ _c"> </span>do <span class="_ _31"> </span>produkcji <span class="_ _c"> </span>można <span class="_ _c"> </span>zaliczyć <span class="_ _c"> </span>złom, <span class="_ _c"> </span>koks,  żel<span class="_ _1"></span>iwo, <span class="_ _c"> </span>surówkę <span class="_ _c"> </span>odlewniczą<span class="_ _1"></span> </div><div class="t m0 x2 h9 y2dd ff5 fs0 fc0 sc0 ls0 ws0">wykorzystywane <span class="_ _16"> </span>głównie <span class="_ _1d"> </span>w <span class="_ _1d"> </span>odlewni <span class="_ _1d"> </span>żeliwa, <span class="_ _1d"> </span>produkującej <span class="_ _16"> </span>komponenty <span class="_ _2"> </span><span class="ff2">dla <span class="_ _1d"> </span>armatury. <span class="_ _1d"> </span>Kontrola<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y2de ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">wykorzystanie<span class="_ _1"></span> <span class="_ _15"></span>surowc<span class="_ _5"></span>ów <span class="_ _15"></span>odbywają <span class="_ _23"></span>się <span class="_ _15"></span>z<span class="_ _1"></span> <span class="_ _15"></span>uwzglę<span class="_ _5"></span>dn<span class="_ _7"></span>ieniem<span class="_ _1"></span> <span class="_ _15"></span>sta<span class="_ _1"></span>ndardów <span class="_ _23"></span>ISO <span class="_ _15"></span>9001 <span class="_ _23"></span>oraz <span class="_ _23"></span>14001 <span class="_ _15"></span>w <span class="_ _23"></span>celu </span></div><div class="t m0 x2 h9 y2df ff2 fs0 fc0 sc0 ls0 ws0">zapewnienia <span class="ff5">bezpi<span class="_ _5"></span>e<span class="_ _7"></span>czeństwa<span class="_ _1"></span> wytwarzania oraz <span class="_ _1"></span>minimaliza<span class="_ _5"></span>cji e<span class="_ _7"></span>misji.<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y2e0 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _c"> </span>procesach <span class="_ _c"> </span>produkcyjny<span class="_ _1"></span>ch <span class="_ _c"> </span>wykorzystywane <span class="_ _c"> </span>są <span class="_ _c"> </span>materiały <span class="_ _c"> </span>pocho<span class="_ _5"></span>dzące  z <span class="_ _15"> </span>recyklingu, <span class="_ _c"> </span>jeżeli <span class="_ _c"> </span>możliwe </div><div class="t m0 x2 h9 y2e1 ff2 fs0 fc0 sc0 ls13 ws0">to<span class="ls0"> <span class="ff5">jest <span class="_ _15"> </span>pod <span class="_ _15"> </span>względ<span class="_ _1"></span>em <span class="_ _15"> </span>technologicz<span class="_ _1"></span>nym. <span class="_ _15"> </span>Odlewnia <span class="_ _23"></span>że<span class="_ _7"></span>liwa<span class="_ _1"></span> <span class="_ _15"> </span>prowadzi <span class="_ _15"></span>proces <span class="_ _23"></span>odzysku <span class="_ _15"> </span>metali <span class="_ _15"></span>żelaznyc<span class="_ _1"></span>h </span></span></div><div class="t m0 x2 h9 y2e2 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">odpadów <span class="_ _e"></span>pozysk<span class="_ _7"></span>iwanych<span class="_ _1"></span> <span class="_ _1c"></span>z <span class="_ _23"></span>rynku. <span class="_ _e"></span>Po<span class="_ _7"></span>nadto <span class="_ _e"></span>S<span class="_ _7"></span>półki <span class="_ _1c"></span>produkcyjne <span class="_ _1c"></span>stosują <span class="_ _1c"></span>opakowa<span class="_ _1"></span>nia, <span class="_ _1c"></span>które <span class="_ _1c"></span>podlegają </span></div><div class="t m0 x2 h9 y2e3 ff5 fs0 fc0 sc0 ls0 ws0">odzyskowi lub <span class="_ _1"></span>recyklingowi: głów<span class="_ _1"></span>nie opakowania d<span class="_ _5"></span>re<span class="_ _7"></span>wniane, kartonow<span class="_ _5"></span>e oraz tworzywa sztuczne.<span class="ff2"> </span></div><div class="t m0 x2 h9 y298 ff2 fs0 fc0 sc0 ls0 ws0">W 2023 roku <span class="ff5">zuż<span class="_ _5"></span>y<span class="_ _7"></span>cie surow<span class="_ _1"></span>ców wyniosło <span class="ff2">60,3<span class="ls12">,8</span> tys. ton - spad<span class="_ _5"></span>ek o 18,4% w stosunku do 2022 roku<span class="_ _1"></span><span class="ls2">. <span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h9 y299 ff5 fs0 fc0 sc0 ls0 ws0">Uwzględniając, <span class="_ _e"></span>iż <span class="_ _e"></span>przychody <span class="_ _e"></span>Grupy <span class="_ _e"></span>w <span class="_ _1c"></span>cenach <span class="_ _e"></span>stałych <span class="_ _1c"></span>spadły <span class="_ _e"></span>o <span class="_ _1c"></span><span class="ff2">12,2%, <span class="_ _e"></span>Grupa <span class="_ _1c"></span></span>zanotow<span class="_ _1"></span>ała <span class="_ _e"></span>w <span class="_ _1c"></span>202<span class="ff2">3 <span class="_ _1c"></span>roku </span></div><div class="t m0 x2 h9 yd8 ff5 fs0 fc0 sc0 ls0 ws0">zmniejszenie mat<span class="_ _1"></span>eriałochłonności<span class="_ _1"></span> produkcji na j<span class="_ _1"></span>ednostkę przycho<span class="_ _1"></span>du o <span class="ff2">7,1<span class="ls17">%.</span><span class="fc8"> </span></span></div><div class="t m0 x2 h9 y2e4 ff2 fs0 fc0 sc0 ls0 ws0">U<span class="ff5">dział <span class="_ _1"></span>materiałów w<span class="_ _1"></span>ejściowych <span class="_ _5"></span>pochodzących z <span class="_ _5"></span>recyklingu zwiększył <span class="_ _5"></span>się <span class="ff2">o 2,2 pun<span class="_ _1"></span>ktu procentow<span class="_ _5"></span>e<span class="_ _7"></span><span class="ls1e">go</span> do </span></span></div><div class="t m0 x2 h9 yda ff5 fs0 fc0 sc0 ls0 ws0">około <span class="_ _7"></span>68%. <span class="_ _e"></span>Szacunek <span class="_ _7"></span>ten <span class="_ _e"></span><span class="ff2">- <span class="_ _7"></span></span>chociaż <span class="_ _e"></span>najlepszy <span class="_ _7"></span>z <span class="_ _7"></span>możliwych <span class="_ _e"></span><span class="ff2">- <span class="_ _7"></span></span>jest <span class="_ _e"></span>zaniżony, <span class="_ _7"></span>gdyż <span class="_ _7"></span>Grupa <span class="_ _e"></span>nie <span class="_ _7"></span>dysponowała </div><div class="t m0 x2 h9 ydb ff5 fs0 fc0 sc0 ls0 ws0">informacjami <span class="_ _7"></span>od <span class="_ _e"></span>producentów <span class="_ _7"></span>żeliwa<span class="ff2"> <span class="_ _e"></span></span>na <span class="_ _e"></span>temat <span class="_ _7"></span>udziału <span class="_ _e"></span>materiałów <span class="_ _7"></span>z<span class="ff2"> </span>recyklingu <span class="_ _7"></span>(złom) <span class="_ _e"></span>w <span class="_ _e"></span>wytwarzaniu<span class="_ _5"></span> </div><div class="t m0 x2 h9 y2e5 ff2 fs0 fc0 sc0 ls0 ws0">tego surowca.  </div><div class="t m0 x2 h9 y2e6 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>s<span class="_ _7"></span>trukturz<span class="_ _5"></span>e <span class="_ _e"></span>zużycia <span class="_ _7"></span>surowców <span class="_ _7"></span>i <span class="_ _7"></span>materiałów <span class="_ _7"></span>nabywanych <span class="_ _7"></span>bezpośrednio, <span class="_ _7"></span>zaszły <span class="_ _7"></span>w <span class="_ _7"></span>Grupie <span class="_ _e"></span>w 202<span class="_ _e"></span><span class="ff2">3 <span class="_ _7"></span>roku </span></div><div class="t m0 x2 h9 y2e7 ff5 fs0 fc0 sc0 ls0 ws0">zmiany <span class="_ _e"></span>wspi<span class="_ _1"></span>erające <span class="_ _e"></span>zrówno<span class="_ _1"></span>ważony <span class="_ _7"></span>rozwój<span class="_ _7"></span><span class="ff2"> <span class="_ _e"></span></span>Spółki <span class="_ _e"></span>Grupy <span class="_ _7"></span>pozyskiwały <span class="_ _e"></span>coraz <span class="_ _7"></span>więcej <span class="_ _e"></span>surowców <span class="_ _7"></span>ze<span class="_ _7"></span><span class="ff2"> <span class="_ _e"></span></span>złomu </div><div class="t m0 x2 h9 y2e8 ff5 fs0 fc0 sc0 ls0 ws0">oraz materiałów o<span class="_ _1"></span>dnawialn<span class="_ _1"></span>ych.<span class="ff2">  </span></div><div class="t m0 x2 h9 y2e9 ff5 fs0 fc0 sc0 ls0 ws0">Dostawcami <span class="_ _13"> </span>surowców <span class="_ _24"> </span>do <span class="_ _13"> </span>pr<span class="_ _7"></span>odukcji <span class="_ _13"> </span>dla <span class="_ _24"> </span>Grupy <span class="_ _13"> </span>s<span class="_ _7"></span>ą <span class="_ _24"> </span>przede <span class="_ _13"> </span>wszystkim <span class="_ _13"> </span>huty, <span class="_ _24"> </span>koksownie <span class="_ _13"> </span>oraz </div><div class="t m0 x2 h9 y2ea ff5 fs0 fc0 sc0 ls0 ws0">przedsiębiorstwa<span class="_ _1"></span> <span class="_ _1c"></span>zajmujące <span class="_ _e"></span>się <span class="_ _1c"></span>handlem <span class="_ _1c"></span>i <span class="_ _1c"></span>recyklingiem <span class="_ _1c"></span>złomu, <span class="_ _1c"></span>prowadzące<span class="_ _1"></span> <span class="_ _1c"></span>działalność <span class="_ _e"></span>na <span class="_ _1c"></span>terytorium </div><div class="t m0 x2 h9 y2eb ff5 fs0 fc0 sc0 ls0 ws0">Polski. <span class="_ _3"></span>Materiały <span class="_ _5"></span>uznawane <span class="_ _3"></span>za <span class="_ _5"></span>niebezpieczne <span class="_ _3"></span>nie <span class="_ _5"></span>są <span class="_ _5"></span>wykorzystywa<span class="_ _1"></span>ne <span class="_ _3"></span>w i<span class="_ _5"></span>stotn<span class="ff2">ym <span class="_ _5"></span>s<span class="_ _7"></span>topniu<span class="_ _1"></span> <span class="_ _5"></span>w <span class="_ _5"></span>podstawowej<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 ye3 ff5 fs0 fc0 sc0 ls0 ws0">działalności operac<span class="_ _5"></span>y<span class="_ _7"></span>jnej.<span class="ff2"> </span></div><div class="t m0 x2 h9 y2ec ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _20"> </span>dokonuje <span class="_ _f"> </span>optymal<span class="_ _5"></span>izacji <span class="_ _f"> </span>zużycia <span class="_ _20"> </span>surowców <span class="_ _20"> </span>przede <span class="_ _f"> </span>wszy<span class="_ _1"></span>stkim <span class="_ _20"> </span>dzięki <span class="_ _f"> </span>moderniza<span class="_ _1"></span>cji <span class="_ _20"> </span>majątku </div><div class="t m0 x2 h9 y2ed ff5 fs0 fc0 sc0 ls0 ws0">produkcyjnego<span class="_ _1"></span>. <span class="_ _e"></span>Dzięki <span class="_ _e"></span>temu <span class="_ _7"></span>nie <span class="_ _e"></span>tylko <span class="_ _e"></span>zmniejszają<span class="_ _1"></span> <span class="_ _e"></span>się <span class="_ _7"></span>kos<span class="_ _7"></span>zty <span class="_ _e"></span>prowadz<span class="_ _5"></span>e<span class="_ _7"></span>nia <span class="_ _e"></span>działal<span class="_ _5"></span>noś<span class="_ _7"></span>ci <span class="_ _7"></span>pr<span class="_ _7"></span>zez <span class="_ _e"></span>Spółki, <span class="_ _7"></span>ale </div><div class="t m0 x2 h9 y2ee ff5 fs0 fc0 sc0 ls0 ws0">również <span class="_ _5"></span>obniża <span class="_ _5"></span>się <span class="_ _5"></span>negatywny <span class="_ _5"></span>wpływ <span class="_ _5"></span><span class="ff2">S<span class="ff5">półek <span class="_ _5"></span>na ś<span class="_ _5"></span>ro<span class="_ _7"></span>dowisko. <span class="_ _5"></span><span class="ff2">Zagadnienie <span class="_ _5"></span>to <span class="_ _5"></span>jest <span class="_ _5"></span>szerzej <span class="_ _5"></span>opis<span class="_ _7"></span>ane <span class="_ _5"></span><span class="ls1f">w <span class="_ _5"></span><span class="ls0">sekcji: </span></span></span></span></span></div><div class="t m0 x2 h9 y2ef ff2 fs0 fc0 sc0 ls0 ws0">inwestycje <span class="ff5">w technolog<span class="_ _1"></span>ie wspierają<span class="_ _5"></span>ce<span class="_ _7"></span> zrównoważo<span class="_ _1"></span>ny rozwój.<span class="ff2">  </span></span></div><div class="t m0 x2 h9 y2f0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y2f1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2f2 w29 h42"><div class="t m0 x25 h43 y2f3 ff1 fs5 fc0 sc0 ls0 ws0"> <span class="fs0"> </span></div></div><div class="c x3d y2f4 w19 h2c"><div class="t m0 x61 h22 y116 ff3 fs4 fc9 sc0 ls0 ws0">Zmniejszenie </div><div class="t m0 x3e h22 y173 ff4 fs4 fc9 sc0 ls0 ws0">materiałochło<span class="_ _1"></span>nności </div><div class="t m0 x17 h22 y118 ff3 fs4 fc9 sc0 ls0 ws0">produkcji o 7,1%<span class="_ _1"></span> </div></div><div class="c xd y2f5 w9 h18"><div class="t m0 x4 h5 y92 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </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 x0 yc w24 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">25</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y2f6 ff5 fs6 fc0 sc0 ls0 ws0">Zużycie materiałów i surowc<span class="_ _7"></span>ów do produkcj<span class="_ _7"></span>i i pakowania podstaw<span class="_ _7"></span>owych produkt<span class="_ _7"></span>ów 2<span class="_ _7"></span>02<span class="ff2">2-<span class="ls1b">202</span>3, <span class="_ _7"></span>tony </span></div></div><div class="c x53 y2f7 w21 h44"><div class="t m0 x62 h9 y2f8 ff5 fs0 fc0 sc1 ls0 ws0">Wyszczególnienie<span class="ff2 sc0"> </span></div></div><div class="c x55 y2f7 w22 h44"><div class="t m0 xe h9 y2f8 ff2 fs0 fc0 sc1 ls0 ws0">Jednostka<span class="sc0"> </span></div></div><div class="c x56 y2f7 w23 h44"><div class="t m0 x21 h9 y2f8 ff2 fs0 fc0 sc1 ls1 ws0">202<span class="ls0">3<span class="sc0"> </span></span></div></div><div class="c x58 y2f7 w22 h44"><div class="t m0 x21 h9 y2f8 ff2 fs0 fc0 sc1 ls1 ws0">202<span class="ls0">2<span class="sc0"> </span></span></div></div><div class="c x53 y2f9 w21 h3f"><div class="t m0 x13 h28 y141 ff5 fs6 fc0 sc1 ls0 ws0">Całkowite z<span class="_ _7"></span>użycie materi<span class="_ _7"></span>ałów i surowców do <span class="_ _7"></span>produkcj<span class="_ _7"></span>i i pakowania </div><div class="t m0 x13 h28 y280 ff5 fs6 fc0 sc1 ls0 ws0">podstawowyc<span class="_ _7"></span>h produktów<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x55 y2f9 w22 h3f"><div class="t m0 xf h28 y2fa ff2 fs6 fc0 sc1 ls0 ws0">tony </div></div><div class="c x56 y2f9 w23 h3f"><div class="t m0 x59 h28 y2fa ff2 fs6 fc0 sc1 ls0 ws0">60 258 </div></div><div class="c x58 y2f9 w22 h3f"><div class="t m0 x59 h28 y2fa ff2 fs6 fc0 sc1 ls0 ws0">73 845 </div></div><div class="c x53 y2fb w21 h3c"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Materiały nieodnawialne<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x55 y2fb w22 h3c"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y2fb w23 h3c"><div class="t m0 x59 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">57 772 </div></div><div class="c x58 y2fb w22 h3c"><div class="t m0 x59 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">70 325 </div></div><div class="c x53 y2fc w21 h3b"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Materiały odnawialne<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x55 y2fc w22 h3b"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y2fc w23 h3b"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">2 486 </div></div><div class="c x58 y2fc w22 h3b"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">3 520 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y2fd ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y2fe ff5 fs6 fc0 sc0 ls0 ws0">Całkowite zużycie materiałów <span class="_ _7"></span>nieodnawialnych 2<span class="_ _7"></span>02<span class="ff2">2<span class="_ _7"></span>-<span class="ls1b">202</span>3, tony  </span></div></div><div class="c x53 y11f w21 h3d"><div class="t m0 x62 h9 y2f8 ff5 fs0 fc0 sc1 ls0 ws0">Wyszczególnienie<span class="ff2 sc0"> </span></div></div><div class="c x55 y11f w22 h3d"><div class="t m0 xe h9 y2f8 ff2 fs0 fc0 sc1 ls0 ws0">Jednostka<span class="sc0"> </span></div></div><div class="c x56 y11f w23 h3d"><div class="t m0 x21 h9 y2f8 ff2 fs0 fc0 sc1 ls1 ws0">202<span class="ls0">3<span class="sc0"> </span></span></div></div><div class="c x58 y11f w22 h3d"><div class="t m0 x21 h9 y2f8 ff2 fs0 fc0 sc1 ls1 ws0">202<span class="ls0">2<span class="sc0"> </span></span></div></div><div class="c x53 y2ff w21 h41"><div class="t m0 x13 h9 y300 ff5 fs6 fc0 sc1 ls0 ws0">Całkowite z<span class="_ _7"></span>użycie materiałów n<span class="_ _7"></span>ieodnawialnyc<span class="_ _7"></span>h<span class="ff2 fs0"> </span></div></div><div class="c x55 y2ff w22 h41"><div class="t m0 xf h9 y300 ff2 fs6 fc0 sc1 ls0 ws0">tony<span class="fs0"> </span></div></div><div class="c x56 y2ff w23 h41"><div class="t m0 x59 h28 y300 ff2 fs6 fc0 sc1 ls0 ws0">57 772 </div></div><div class="c x58 y2ff w22 h41"><div class="t m0 x59 h9 y300 ff2 fs6 fc0 sc1 ls0 ws0">70 325<span class="fs0"> </span></div></div><div class="c x53 y301 w21 h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">surowce (stal) </div></div><div class="c x55 y301 w22 h3b"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y301 w23 h3b"><div class="t m0 x59 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">47 246 </div></div><div class="c x58 y301 w22 h3b"><div class="t m0 x59 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">53 068 </div></div><div class="c x53 y302 w21 h3b"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">surowce (złom)<span class="ff2"> </span></div></div><div class="c x55 y302 w22 h3b"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y302 w23 h3b"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">4 574 </div></div><div class="c x58 y302 w22 h3b"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">6 509 </div></div><div class="c x53 y303 w21 h3c"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">surowce (koks) </div></div><div class="c x55 y303 w22 h3c"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y303 w23 h3c"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">1 437 </div></div><div class="c x58 y303 w22 h3c"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">2 077 </div></div><div class="c x53 y304 w21 h3c"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">surowce (aluminium)<span class="_ _7"></span> </div></div><div class="c x55 y304 w22 h3c"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y304 w23 h3c"><div class="t m0 x1b h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">297<span class="ls0"> </span></div></div><div class="c x58 y304 w22 h3c"><div class="t m0 x1b h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">308<span class="ls0"> </span></div></div><div class="c x53 y305 w21 h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">surowce <span class="ff5">(żeliwo)<span class="_ _7"></span></span> </div></div><div class="c x55 y305 w22 h3b"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y305 w23 h3b"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">2 328 </div></div><div class="c x58 y305 w22 h3b"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">5 936 </div></div><div class="c x53 y306 w21 h45"><div class="t m0 xd h28 y27f ff5 fs6 fc0 sc0 ls0 ws0">powiązane materiały proc<span class="_ _7"></span>esowe (np. smary do ma<span class="_ _7"></span>szyn </div><div class="t m0 xd h28 y280 ff2 fs6 fc0 sc0 ls0 ws0">produkcyjnych) </div></div><div class="c x55 y306 w22 h45"><div class="t m0 xf h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y306 w23 h45"><div class="t m0 x1b h28 y281 ff2 fs6 fc0 sc0 ls1b ws0">908<span class="ls0"> </span></div></div><div class="c x58 y306 w22 h45"><div class="t m0 x1b h28 y281 ff2 fs6 fc0 sc0 ls1b ws0">261<span class="ls0"> </span></div></div><div class="c x53 y307 w21 h3f"><div class="t m0 xd h28 y141 ff5 fs6 fc0 sc0 ls0 ws0">półprodukty (inne niż surowce<span class="_ _7"></span>, a będące częścią <span class="_ _7"></span>produktu </div><div class="t m0 xd h28 y280 ff5 fs6 fc0 sc0 ls0 ws0">końcowego)<span class="ff2"> </span></div></div><div class="c x55 y307 w22 h3f"><div class="t m0 xf h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y307 w23 h3f"><div class="t m0 x63 h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x58 y307 w22 h3f"><div class="t m0 x63 h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x53 y308 w21 h3b"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">surówka odlewnicza<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x55 y308 w22 h3b"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y308 w23 h3b"><div class="t m0 x1b h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">747<span class="ls0"> </span></div></div><div class="c x58 y308 w22 h3b"><div class="t m0 x21 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">1 905 </div></div><div class="c x53 yff w21 h41"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">farby </div></div><div class="c x55 yff w22 h41"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 yff w23 h41"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">66<span class="ls0"> </span></div></div><div class="c x58 yff w22 h41"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">88<span class="ls0"> </span></div></div><div class="c x53 y309 w21 h3b"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">materiały do <span class="ff2">pakowania (t<span class="_ _7"></span>worzywa sz<span class="_ _7"></span>tuczne) </span></div></div><div class="c x55 y309 w22 h3b"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y309 w23 h3b"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">41<span class="ls0"> </span></div></div><div class="c x58 y309 w22 h3b"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">32<span class="ls0"> </span></div></div><div class="c x53 y30a w21 h3b"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">materiały do pakowania (s<span class="_ _7"></span>tal)<span class="ff2"> </span></div></div><div class="c x55 y30a w22 h3b"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y30a w23 h3b"><div class="t m0 x1b h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">119<span class="ls0"> </span></div></div><div class="c x58 y30a w22 h3b"><div class="t m0 x1b h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">141<span class="ls0"> </span></div></div><div class="c x53 y30b w21 h3c"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">inne </div></div><div class="c x55 y30b w22 h3c"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y30b w23 h3c"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">11<span class="ls0"> </span></div></div><div class="c x58 y30b w22 h3c"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y30c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y30d ff5 fs6 fc0 sc0 ls0 ws0">Zużycie materiałów odnaw<span class="_ _7"></span>ialnych 202<span class="_ _7"></span><span class="ff2">2-2023, tony<span class="_ _7"></span> </span></div></div><div class="c x53 y30e w21 h3d"><div class="t m0 x62 h9 y30f ff5 fs0 fc0 sc1 ls0 ws0">Wyszczególnienie<span class="ff2 sc0"> </span></div></div><div class="c x55 y30e w22 h3d"><div class="t m0 xe h9 y30f ff2 fs0 fc0 sc1 ls0 ws0">Jednostka<span class="sc0"> </span></div></div><div class="c x56 y30e w23 h3d"><div class="t m0 x21 h9 y30f ff2 fs0 fc0 sc1 ls1 ws0">202<span class="ls0">3<span class="sc0"> </span></span></div></div><div class="c x58 y30e w22 h3d"><div class="t m0 x21 h9 y30f ff2 fs0 fc0 sc1 ls1 ws0">202<span class="ls0">2<span class="sc0"> </span></span></div></div><div class="c x53 y310 w21 h3d"><div class="t m0 x13 h9 y273 ff5 fs6 fc0 sc1 ls0 ws0">Całkowite z<span class="_ _7"></span>użycie materiałów o<span class="_ _7"></span>dnawialnyc<span class="_ _7"></span>h <span class="ff2 fs0"> </span></div></div><div class="c x55 y310 w22 h3d"><div class="t m0 xf h9 y273 ff2 fs6 fc0 sc1 ls0 ws0">tony<span class="fs0"> </span></div></div><div class="c x56 y310 w23 h3d"><div class="t m0 x4c h28 y273 ff2 fs6 fc0 sc1 ls0 ws0"> 2 486  </div></div><div class="c x58 y310 w22 h3d"><div class="t m0 x21 h9 y273 ff2 fs6 fc0 sc1 ls0 ws0">3 520<span class="fs0"> </span></div></div><div class="c x53 y311 w21 h41"><div class="t m0 xd h28 y300 ff2 fs6 fc0 sc0 ls0 ws0">surowce (drewno)<span class="_ _7"></span> </div></div><div class="c x55 y311 w22 h41"><div class="t m0 xf h28 y300 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y311 w23 h41"><div class="t m0 x4c h28 y300 ff2 fs6 fc0 sc0 ls0 ws0"> 1 988  </div></div><div class="c x58 y311 w22 h41"><div class="t m0 x21 h28 y300 ff2 fs6 fc0 sc0 ls0 ws0">3 086 </div></div><div class="c x53 y312 w21 h3f"><div class="t m0 xd h28 y141 ff5 fs6 fc0 sc0 ls0 ws0">półprodukty (inne niż surowce<span class="_ _7"></span>, a będące częścią <span class="_ _7"></span>produktu </div><div class="t m0 xd h28 y280 ff5 fs6 fc0 sc0 ls0 ws0">końcowego)<span class="ff2"> </span></div></div><div class="c x55 y312 w22 h3f"><div class="t m0 xf h28 y2fa ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y312 w23 h3f"><div class="t m0 x50 h28 y2fa ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x58 y312 w22 h3f"><div class="t m0 x63 h28 y2fa ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x53 y313 w21 h3c"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">materiały do pakowania (p<span class="_ _7"></span>apier, tektura)<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x55 y313 w22 h3c"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y313 w23 h3c"><div class="t m0 x23 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">219 </span> </div></div><div class="c x58 y313 w22 h3c"><div class="t m0 x1b h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">298<span class="ls0"> </span></div></div><div class="c x53 y1fd w21 h3b"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">materiały do pakowania (drew<span class="_ _7"></span>no)<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x55 y1fd w22 h3b"><div class="t m0 xf h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony </div></div><div class="c x56 y1fd w23 h3b"><div class="t m0 x23 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">279 </span> </div></div><div class="c x58 y1fd w22 h3b"><div class="t m0 x1b h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">136<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y314 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y315 ff5 fs6 fc0 sc0 ls0 ws0">Zużycie materiałów wejściowych z <span class="_ _5"></span>recy<span class="_ _7"></span>clingu w <span class="_ _1"></span>produkcji podstawowych produktów i usług, <span class="_ _5"></span>202<span class="_ _e"></span><span class="ff2">2-2023, w t<span class="_ _1"></span>onach <span class="_ _7"></span> </span></div></div><div class="c x53 y53 w21 h3d"><div class="t m0 x62 h9 y2f8 ff5 fs0 fc0 sc1 ls0 ws0">Wyszczególnienie<span class="ff2 sc0"> </span></div></div><div class="c x55 y53 w22 h3d"><div class="t m0 xe h9 y2f8 ff2 fs0 fc0 sc1 ls0 ws0">Jednostka<span class="sc0"> </span></div></div><div class="c x56 y53 w23 h3d"><div class="t m0 x21 h9 y2f8 ff2 fs0 fc0 sc1 ls1 ws0">202<span class="ls0">3<span class="sc0"> </span></span></div></div><div class="c x58 y53 w22 h3d"><div class="t m0 x21 h9 y2f8 ff2 fs0 fc0 sc1 ls1 ws0">202<span class="ls0">2<span class="sc0"> </span></span></div></div><div class="c x53 y316 w21 h3b"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Materiały wejściowe z<span class="_ _7"></span> recyklingu<span class="ff2"> </span></div></div><div class="c x55 y316 w22 h3b"><div class="t m0 xf h9 y275 ff2 fs6 fc0 sc0 ls0 ws0">tony<span class="fs0"> </span></div></div><div class="c x56 y316 w23 h3b"><div class="t m0 x29 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 40 972  </div></div><div class="c x58 y316 w22 h3b"><div class="t m0 x59 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">48 567 </div></div><div class="c x53 y317 w21 h3e"><div class="t m0 xd h28 y318 ff5 fs6 fc0 sc0 ls0 ws0">Udział materiałów z recyc<span class="_ _7"></span>lingu użytych do pro<span class="_ _7"></span>dukcji produktów </div><div class="t m0 xd h28 y280 ff5 fs6 fc0 sc0 ls0 ws0">i usług<span class="ff2"> </span></div></div><div class="c x55 y317 w22 h3e"><div class="t m0 x64 h28 y319 ff2 fs6 fc0 sc0 ls0 ws0">% </div></div><div class="c x56 y317 w23 h3e"><div class="t m0 x21 h28 y319 ff2 fs6 fc0 sc0 ls0 ws0">67,99 </div></div><div class="c x58 y317 w22 h3e"><div class="t m0 x21 h28 y319 ff2 fs6 fc0 sc0 ls0 ws0">65,77 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y31a ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y2c3 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x3a y176 w1a h18"><div class="t m0 x4 h5 y92 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x0 yc w6 h2d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">26</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y10 ff2 fs4 fc2 sc2 ls0 ws0">3.4.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff2 sc2">Odpady </span></span></div><div class="t m0 x2 hd y28d ff7 fs0 fc0 sc0 ls0 ws0">GRI: 306;306-3;<span class="_ _1"></span>306-4;306-<span class="ls1">5 <span class="_ _5"></span><span class="ls0"> </span></span></div><div class="t m0 x2 hd y24d ff7 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x1c h9 y24e ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h9 y24f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h9 y250 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y251 ff5 fs0 fc0 sc0 ls0 ws0">Skutkiem <span class="_ _15"> </span>ubocznym <span class="_ _15"> </span>działalności <span class="_ _15"></span>prowadzon<span class="_ _5"></span>e<span class="_ _7"></span>j <span class="_ _15"> </span>w <span class="_ _c"> </span>Grupie <span class="_ _c"> </span>jest<span class="_ _5"></span> <span class="_ _c"> </span>powstawanie <span class="_ _15"></span>odpadów <span class="_ _15"> </span>produkcyjnych.<span class="_ _5"></span> </div><div class="t m0 x2 h9 y28e ff2 fs0 fc0 sc0 ls0 ws0">W 2023 roku wytwo<span class="_ _5"></span>rzono ponad 21,1 <span class="ff5">tys. ton odpadó<span class="_ _5"></span>w tj. około <span class="ff2 ls1">16<span class="ls0">,4<span class="ls17">% </span>mniej </span></span>niż w<span class="_ _1"></span> 202<span class="ff2">2 roku.  </span></span></div><div class="t m0 x2 h9 y31b ff5 fs0 fc0 sc0 ls0 ws0">Około <span class="_ _23"></span>3% <span class="_ _1c"></span>odpadów <span class="_ _23"></span>stano<span class="_ _1"></span>wiły <span class="_ _23"></span>odpady <span class="_ _1c"></span>klasyfikowane<span class="_ _1"></span> <span class="_ _23"></span>jako <span class="_ _23"></span>niebezpiecz<span class="_ _5"></span>ne. <span class="_ _23"></span>Ich <span class="_ _23"></span>wolumen <span class="_ _23"></span>zmni<span class="_ _1"></span>ejszył <span class="_ _1c"></span>się </div><div class="t m0 x2 h9 y31c ff2 fs0 fc0 sc0 ls0 ws0">o ponad <span class="_ _1"></span>2<span class="ff5">% w <span class="_ _5"></span>s<span class="_ _7"></span>tosunku <span class="_ _5"></span>do roku p<span class="_ _1"></span>oprzedzając<span class="_ _5"></span>e<span class="_ _7"></span>go. Do <span class="_ _5"></span>odpadów nieb<span class="_ _5"></span>e<span class="_ _7"></span>zpiecznych <span class="_ _5"></span>zaliczyć moż<span class="_ _1"></span>na prze<span class="_ _1"></span>de </span></div><div class="t m0 x2 h9 y31d ff5 fs0 fc0 sc0 ls0 ws0">wszystkim <span class="_ _13"> </span>oleje <span class="_ _24"> </span>i <span class="_ _24"> </span>chemikal<span class="_ _1"></span>ia <span class="_ _13"> </span>uży<span class="_ _7"></span>wane <span class="_ _13"> </span>w <span class="_ _24"> </span>procesach<span class="_ _1"></span> </div><div class="t m0 x2 h9 y292 ff5 fs0 fc0 sc0 ls0 ws0">produkcyjnych<span class="_ _1"></span>.  Spółki <span class="_ _c"> </span>przekazują <span class="_ _c"> </span>odp<span class="_ _7"></span>ady <span class="_ _c"> </span>niebezpieczne </div><div class="t m0 x2 h9 y293 ff5 fs0 fc0 sc0 ls0 ws0">podmiotom <span class="_ _a"> </span>posiadającym<span class="_ _1"></span> <span class="_ _a"> </span>s<span class="_ _7"></span>tosowne <span class="_ _a"> </span>zezwolenia <span class="_ _a"> </span>na </div><div class="t m0 x2 h9 y294 ff5 fs0 fc0 sc0 ls0 ws0">utylizację  odpad<span class="_ _5"></span>ów,  na  podstawie  zawartych<span class="_ _5"></span> <span class="_ _b"> </span>umów  na </div><div class="t m0 x2 h9 y295 ff2 fs0 fc0 sc0 ls0 ws0">przekazywanie t<span class="_ _5"></span>e<span class="_ _7"></span>go typu su<span class="_ _1"></span>bstancji.  </div><div class="t m0 x2 h9 y31e ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _f"> </span>20<span class="ls1">23</span> <span class="_ _f"> </span>roku <span class="_ _f"> </span>do <span class="_ _16"> </span>odzysk<span class="_ _1"></span>u <span class="_ _f"> </span>skierowano <span class="_ _f"> </span>21,1 <span class="_ _16"> </span><span class="ff5">tys. <span class="_ _f"> </span>ton <span class="_ _f"> </span>odpadów, <span class="_ _f"> </span>w <span class="_ _f"> </span>tym <span class="_ _f"> </span>0,</span>7 <span class="_ _f"> </span><span class="ff5">tys. <span class="_ _16"> </span>ton <span class="_ _f"> </span>odpadów<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y31f ff2 fs0 fc0 sc0 ls0 ws0">niebezpieczn<span class="_ _1"></span>ych.  </div><div class="t m0 x2 h9 y320 ff5 fs0 fc0 sc0 ls0 ws0">Najistotniejszy<span class="_ _1"></span>mi odpadami<span class="_ _5"></span> produkowanym w <span class="_ _5"></span>Grupie jest <span class="_ _5"></span>s<span class="_ _7"></span>tal i <span class="_ _5"></span>żeliwo. Stanowią <span class="_ _1"></span>one łączni<span class="_ _5"></span>e <span class="_ _7"></span><span class="ff2 ls1">93</span>% ogółu<span class="_ _5"></span> </div><div class="t m0 x2 h9 y321 ff5 fs0 fc0 sc0 ls0 ws0">wytwarzanych <span class="_ _7"></span>odpadów. <span class="_ _e"></span>W <span class="_ _e"></span>202<span class="ff2">3 <span class="_ _e"></span>roku <span class="_ _e"></span></span>całość<span class="ff2"> <span class="_ _e"></span></span>odpadów <span class="_ _7"></span>z <span class="_ _e"></span>tych <span class="_ _e"></span>materiałów <span class="_ _7"></span>k<span class="_ _7"></span>ierowa<span class="_ _1"></span>na <span class="_ _e"></span>była <span class="_ _e"></span>do <span class="_ _e"></span>odzysku </div><div class="t m0 x2 h9 y322 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">odsprzedawana <span class="_ _15"> </span>podmiotom <span class="_ _15"> </span>ze<span class="_ _7"></span>wnętrzny<span class="_ _1"></span>m. <span class="_ _c"> </span>Niemal <span class="_ _15"> </span>cały <span class="_ _c"> </span>odpad <span class="_ _c"> </span>„inny <span class="_ _15"> </span>niż <span class="_ _c"> </span>niebezpieczn<span class="_ _5"></span>y<span class="_ _7"></span>” <span class="_ _c"> </span>kierowany<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y323 ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">odzysku podlegał recyklingowi. W <span class="_ _7"></span>przypadku grupy „<span class="_ _7"></span>odpady niebezpieczne” odzysk realizowany był </span></span></div><div class="t m0 x2 h9 y2e4 ff5 fs0 fc0 sc0 ls0 ws0">wyłącznie przez <span class="_ _5"></span>s<span class="_ _7"></span>trony trzeci<span class="_ _1"></span>e za pomocą innyc<span class="_ _1"></span>h operacji.<span class="ff2">  </span></div><div class="t m0 x2 h9 y324 ff5 fs0 fc0 sc0 ls0 ws0">W ramach <span class="_ _5"></span>działań służących <span class="_ _5"></span>redukcji odpadów p<span class="_ _5"></span>oprodukcyjnych spół<span class="_ _1"></span>ki Grupy <span class="_ _5"></span>w sposób ciągły <span class="_ _1"></span>wdrażają<span class="_ _5"></span> </div><div class="t m0 x2 h9 y325 ff2 fs0 fc0 sc0 ls0 ws0">optymalizacje <span class="_ _10"> </span>w <span class="_ _10"> </span>procesie<span class="_ _1"></span> <span class="_ _20"> </span>produkcji<span class="ff5">. <span class="_ _10"> </span>Działania<span class="_ _1"></span> <span class="_ _10"> </span>ukierunkowan<span class="_ _1"></span>e <span class="_ _10"> </span>są <span class="_ _10"> </span>między <span class="_ _10"> </span>innymi <span class="_ _10"> </span>na <span class="_ _20"> </span>zakup<span class="_ _1"></span> <span class="_ _10"> </span>partii </span></div><div class="t m0 x2 h9 y326 ff5 fs0 fc0 sc0 ls0 ws0">materiałów <span class="_ _16"> </span><span class="ff2">z <span class="_ _16"> </span></span>długością <span class="_ _f"> </span>umożliwiają <span class="_ _16"> </span>cięcie <span class="_ _16"> </span>na <span class="_ _16"> </span>element<span class="_ _1"></span>y <span class="_ _16"> </span>pozostawiają<span class="_ _1"></span>c <span class="_ _16"> </span>jak <span class="_ _16"> </span>najmniejsze <span class="_ _16"> </span>odcinki<span class="_ _5"></span> </div><div class="t m0 x2 h9 y2e6 ff5 fs0 fc0 sc0 ls0 ws0">odpadowe. <span class="_ _13"> </span>Jednocześnie <span class="_ _13"> </span>w <span class="_ _24"> </span>ramach <span class="_ _13"> </span>działań <span class="_ _24"> </span>optymalizują<span class="_ _1"></span>cych <span class="_ _13"> </span>zużycie <span class="_ _13"> </span>materiałów <span class="_ _13"> </span>wsadowych </div><div class="t m0 x2 h9 y2e7 ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">produkcji odlewów w roku <span class="_ _7"></span>2023 <span class="_ _7"></span></span>dokonano jest <span class="_ _7"></span>zakupu <span class="ff5">urządzeni</span>a <span class="ff5">pozwalają</span>cego na <span class="_ _7"></span>brykietowani<span class="_ _5"></span>e </span></div><div class="t m0 x2 h9 y2e8 ff5 fs0 fc0 sc0 ls0 ws0">wiórów żeliw<span class="_ _1"></span>nych stanowiących<span class="_ _5"></span> odpady po procesach obró<span class="_ _1"></span>bki mechaniczn<span class="_ _5"></span>e<span class="_ _7"></span>j <span class="ff2">i ponowne<span class="_ _1"></span> wprowadzenie<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y327 ff2 fs0 fc0 sc0 ls0 ws0">ich <span class="ff5">jak materiał w<span class="_ _1"></span>sadowy do produ<span class="_ _1"></span>kcji odlewów.<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y2ea ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y328 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y329 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x65 y32a w19 h2c"><div class="t m0 x3a h22 y32b ff3 fs4 fc9 sc0 ls0 ws0">Skierowano do <span class="_ _1"></span>odzysku </div><div class="t m0 x64 h22 y32c ff3 fs4 fc9 sc0 ls0 ws0">21,<span class="ls21">1 </span><span class="ff4">tys. ton odpadó<span class="_ _5"></span>w<span class="_ _7"></span><span class="ff3"> </span></span></div></div><div class="c xd y1d9 w1a h18"><div class="t m0 x4 h5 y92 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w2a h46" ><div class="pc pc1b w2a h46"><img 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"/><div class="c x0 y0 w2c h46"><div class="t m0 x2 h2 y32d ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 y32e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x66 h9 y32f ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">27</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y330 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y331 ff2 fs6 fc0 sc0 ls0 ws0">Gospodarka odpadami w <span class="_ _7"></span>latac<span class="_ _7"></span>h 2022-<span class="ls1b">202</span>3, w t<span class="_ _7"></span>onach  </div></div><div class="c x67 y332 w2d h48"><div class="t m0 x68 h28 y333 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2 sc0"> </span></div></div><div class="c x69 y334 w2e h44"><div class="t m0 x6a h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c x6b y334 w2f h44"><div class="t m0 x6a h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022<span class="sc0"> </span></div></div><div class="c x69 y332 w30 h49"><div class="t m0 x50 h28 y335 ff2 fs6 fc0 sc1 ls0 ws0">Odpady  </div><div class="t m0 x6c h28 y281 ff2 fs6 fc0 sc1 ls0 ws0">wytworzone <span class="_ _7"></span><span class="sc0"> </span></div></div><div class="c x6d y332 w31 h49"><div class="t m0 x50 h28 y336 ff2 fs6 fc0 sc1 ls0 ws0">Odpady </div><div class="t m0 x27 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">skierowane d<span class="_ _7"></span>o </div><div class="t m0 x64 h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">odzysku<span class="sc0"> </span></div></div><div class="c x6e y332 w32 h49"><div class="t m0 x50 h28 y336 ff2 fs6 fc0 sc1 ls0 ws0">Odpady </div><div class="t m0 x27 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">skierowane d<span class="_ _7"></span>o </div><div class="t m0 x14 h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">utylizacji<span class="sc0"> </span></div></div><div class="c x6b y332 w33 h49"><div class="t m0 x64 h28 y335 ff2 fs6 fc0 sc1 ls0 ws0">Odpady  </div><div class="t m0 x4c h28 y281 ff2 fs6 fc0 sc1 ls0 ws0">wytworzone <span class="_ _7"></span><span class="sc0"> </span></div></div><div class="c x6f y332 w30 h49"><div class="t m0 x50 h28 y336 ff2 fs6 fc0 sc1 ls0 ws0">Odpady </div><div class="t m0 x27 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">skierowane d<span class="_ _7"></span>o </div><div class="t m0 x64 h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">odzysku<span class="sc0"> </span></div></div><div class="c x70 y332 w31 h49"><div class="t m0 x50 h28 y336 ff2 fs6 fc0 sc1 ls0 ws0">Odpady </div><div class="t m0 x27 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">skierowane d<span class="_ _7"></span>o </div><div class="t m0 x14 h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">utylizacji<span class="sc0"> </span></div></div><div class="c x67 y337 w2d h3b"><div class="t m0 x13 h28 y275 ff5 fs6 fc0 sc1 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c x69 y337 w30 h3b"><div class="t m0 x71 h28 y275 ff2 fs6 fc0 sc1 ls0 ws0"> 21 085  </div></div><div class="c x6d y337 w31 h3b"><div class="t m0 x71 h28 y275 ff2 fs6 fc0 sc1 ls0 ws0"> 20 975  </div></div><div class="c x6e y337 w32 h3b"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc1 ls0 ws0"> <span class="ls1b">37 </span> </div></div><div class="c x6b y337 w33 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc1 ls0 ws0">25 <span class="ls1b">224</span> </div></div><div class="c x6f y337 w30 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc1 ls0 ws0">25 303 </div></div><div class="c x70 y337 w31 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc1 ls1a ws0">18<span class="ls0"> </span></div></div><div class="c x67 y338 w2d h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Odpady niebezpieczne<span class="_ _7"></span> </div></div><div class="c x69 y338 w30 h3b"><div class="t m0 x74 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">708 </span> </div></div><div class="c x6d y338 w31 h3b"><div class="t m0 x74 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">651 </span> </div></div><div class="c x6e y338 w32 h3b"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">37 </span> </div></div><div class="c x6b y338 w33 h3b"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">724<span class="ls0"> </span></div></div><div class="c x6f y338 w30 h3b"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">799<span class="ls0"> </span></div></div><div class="c x70 y338 w31 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y339 w2d h3b"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Odpady inne niż niebezpi<span class="_ _7"></span>eczne<span class="ff2"> </span></div></div><div class="c x69 y339 w30 h3b"><div class="t m0 x71 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 20 377  </div></div><div class="c x6d y339 w31 h3b"><div class="t m0 x71 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 20 324  </div></div><div class="c x6e y339 w32 h3b"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6b y339 w33 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">24 500 </div></div><div class="c x6f y339 w30 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">24 504 </div></div><div class="c x70 y339 w31 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">18<span class="ls0"> </span></div></div><div class="c x0 y0 w2c h46"><div class="t m0 x2 h28 y33a ff2 fs6 fca sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y33b ff5 fs6 fc0 sc0 ls0 ws0">Gospodarka odpadami wedł<span class="_ _7"></span>ug składu i rodzaj<span class="_ _7"></span>u, w latach 202<span class="_ _7"></span><span class="ff2">2-<span class="ls1b">202</span>3, w t<span class="_ _7"></span>onach  </span></div></div><div class="c x67 y33c w2d h48"><div class="t m0 x68 h28 y1ff ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2 sc0"> </span></div></div><div class="c x69 y33d w2e h44"><div class="t m0 x6a h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c x6b y33d w2f h44"><div class="t m0 x6a h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022<span class="sc0"> </span></div></div><div class="c x69 y33c w30 h49"><div class="t m0 x50 h28 y33e ff2 fs6 fc0 sc1 ls0 ws0">Odpady  </div><div class="t m0 x6c h28 y281 ff2 fs6 fc0 sc1 ls0 ws0">wytworzone <span class="_ _7"></span><span class="sc0"> </span></div></div><div class="c x6d y33c w31 h49"><div class="t m0 x50 h28 y33f ff2 fs6 fc0 sc1 ls0 ws0">Odpady </div><div class="t m0 x27 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">skierowane d<span class="_ _7"></span>o </div><div class="t m0 x64 h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">odzysku<span class="sc0"> </span></div></div><div class="c x6e y33c w32 h49"><div class="t m0 x50 h28 y33f ff2 fs6 fc0 sc1 ls0 ws0">Odpady </div><div class="t m0 x27 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">skierowane d<span class="_ _7"></span>o </div><div class="t m0 x14 h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">utylizacji<span class="sc0"> </span></div></div><div class="c x6b y33c w33 h49"><div class="t m0 x64 h28 y33e ff2 fs6 fc0 sc1 ls0 ws0">Odpady  </div><div class="t m0 x4c h28 y281 ff2 fs6 fc0 sc1 ls0 ws0">wytworzone <span class="_ _7"></span><span class="sc0"> </span></div></div><div class="c x6f y33c w30 h49"><div class="t m0 x50 h28 y33f ff2 fs6 fc0 sc1 ls0 ws0">Odpady </div><div class="t m0 x27 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">skierowane d<span class="_ _7"></span>o </div><div class="t m0 x64 h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">odzysku<span class="sc0"> </span></div></div><div class="c x70 y33c w31 h49"><div class="t m0 x50 h28 y33f ff2 fs6 fc0 sc1 ls0 ws0">Odpady </div><div class="t m0 x27 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">skierowane d<span class="_ _7"></span>o </div><div class="t m0 x14 h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">utylizacji<span class="sc0"> </span></div></div><div class="c x67 y340 w2d h3b"><div class="t m0 x13 h28 y275 ff5 fs6 fc0 sc1 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c x69 y340 w30 h3b"><div class="t m0 x71 h28 y275 ff2 fs6 fc0 sc1 ls0 ws0"> 21 086  </div></div><div class="c x6d y340 w31 h3b"><div class="t m0 x71 h28 y275 ff2 fs6 fc0 sc1 ls0 ws0"> 20 975  </div></div><div class="c x6e y340 w32 h3b"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc1 ls0 ws0"> <span class="ls1b">37 </span> </div></div><div class="c x6b y340 w33 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc1 ls0 ws0">25 224 </div></div><div class="c x6f y340 w30 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc1 ls0 ws0">25 303 </div></div><div class="c x70 y340 w31 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc1 ls1a ws0">18<span class="ls0"> </span></div></div><div class="c x67 y341 w2d h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Stal </div></div><div class="c x69 y341 w30 h3b"><div class="t m0 x71 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 11 944  </div></div><div class="c x6d y341 w31 h3b"><div class="t m0 x71 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 11 912  </div></div><div class="c x6e y341 w32 h3b"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6b y341 w33 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">12 635 </div></div><div class="c x6f y341 w30 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">12 657 </div></div><div class="c x70 y341 w31 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y342 w2d h4a"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Aluminium </div></div><div class="c x69 y342 w30 h4a"><div class="t m0 x74 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">390 </span> </div></div><div class="c x6d y342 w31 h4a"><div class="t m0 x74 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">390 </span> </div></div><div class="c x6e y342 w32 h4a"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6b y342 w33 h4a"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">487<span class="ls0"> </span></div></div><div class="c x6f y342 w30 h4a"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">487<span class="ls0"> </span></div></div><div class="c x70 y342 w31 h4a"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y343 w2d h3c"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Żeliwo<span class="ff2"> </span></div></div><div class="c x69 y343 w30 h3c"><div class="t m0 x77 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 7 770  </div></div><div class="c x6d y343 w31 h3c"><div class="t m0 x77 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> 7 770  </div></div><div class="c x6e y343 w32 h3c"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6b y343 w33 h3c"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">11 032 </div></div><div class="c x6f y343 w30 h3c"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">11 032 </div></div><div class="c x70 y343 w31 h3c"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y344 w2d h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Smary i Oleje </div></div><div class="c x69 y344 w30 h3b"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">23 </span> </div></div><div class="c x6d y344 w31 h3b"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">23 </span> </div></div><div class="c x6e y344 w32 h3b"><div class="t m0 x17 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6b y344 w33 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">49<span class="ls0"> </span></div></div><div class="c x6f y344 w30 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">52<span class="ls0"> </span></div></div><div class="c x70 y344 w31 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y345 w2d h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Kwasy </div></div><div class="c x69 y345 w30 h3b"><div class="t m0 x74 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">243 </span> </div></div><div class="c x6d y345 w31 h3b"><div class="t m0 x74 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">216 </span> </div></div><div class="c x6e y345 w32 h3b"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6b y345 w33 h3b"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">219<span class="ls0"> </span></div></div><div class="c x6f y345 w30 h3b"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">288<span class="ls0"> </span></div></div><div class="c x70 y345 w31 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y346 w2d h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Drewno </div></div><div class="c x69 y346 w30 h3b"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">90 </span> </div></div><div class="c x6d y346 w31 h3b"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">90 </span> </div></div><div class="c x6e y346 w32 h3b"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6b y346 w33 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">92<span class="ls0"> </span></div></div><div class="c x6f y346 w30 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">91<span class="ls0"> </span></div></div><div class="c x70 y346 w31 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y347 w2d h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Tworzywa sztuczne<span class="_ _7"></span> </div></div><div class="c x69 y347 w30 h3b"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">10 </span> </div></div><div class="c x6d y347 w31 h3b"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">10 </span> </div></div><div class="c x6e y347 w32 h3b"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6b y347 w33 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">15<span class="ls0"> </span></div></div><div class="c x6f y347 w30 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">16<span class="ls0"> </span></div></div><div class="c x70 y347 w31 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y348 w2d h3c"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Folia </div></div><div class="c x69 y348 w30 h3c"><div class="t m0 x4e h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">9 </span> </div></div><div class="c x6d y348 w31 h3c"><div class="t m0 x4e h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">9 </span> </div></div><div class="c x6e y348 w32 h3c"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6b y348 w33 h3c"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">6 </div></div><div class="c x6f y348 w30 h3c"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">6 </div></div><div class="c x70 y348 w31 h3c"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y349 w2d h3c"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Odpady z czyszczenia maszyn<span class="_ _7"></span> </div></div><div class="c x69 y349 w30 h3c"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">82 </span> </div></div><div class="c x6d y349 w31 h3c"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">73 </span> </div></div><div class="c x6e y349 w32 h3c"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6b y349 w33 h3c"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">49<span class="ls0"> </span></div></div><div class="c x6f y349 w30 h3c"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">45<span class="ls0"> </span></div></div><div class="c x70 y349 w31 h3c"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y34a w2d h41"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Czyściwo<span class="ff2"> </span></div></div><div class="c x69 y34a w30 h41"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">99 </span> </div></div><div class="c x6d y34a w31 h41"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">90 </span> </div></div><div class="c x6e y34a w32 h41"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6b y34a w33 h41"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">45<span class="ls0"> </span></div></div><div class="c x6f y34a w30 h41"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">31<span class="ls0"> </span></div></div><div class="c x70 y34a w31 h41"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y34b w2d h3b"><div class="t m0 xd h28 y34c ff2 fs6 fc0 sc0 ls0 ws0">Papier i tektura </div></div><div class="c x69 y34b w30 h3b"><div class="t m0 x72 h28 y34c ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">10 </span> </div></div><div class="c x6d y34b w31 h3b"><div class="t m0 x72 h28 y34c ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">10 </span> </div></div><div class="c x6e y34b w32 h3b"><div class="t m0 x76 h28 y34c ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6b y34b w33 h3b"><div class="t m0 x73 h28 y34c ff2 fs6 fc0 sc0 ls1b ws0">12<span class="ls0"> </span></div></div><div class="c x6f y34b w30 h3b"><div class="t m0 x73 h28 y34c ff2 fs6 fc0 sc0 ls1b ws0">12<span class="ls0"> </span></div></div><div class="c x70 y34b w31 h3b"><div class="t m0 x47 h28 y34c ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3a y34d w1a h18"><div class="t m0 x4 h5 y92 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w2a h46" ><div class="pc pc1c w2a h46"><img class="bi x0 yc w2b h4b" alt="" 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"/><div class="c x0 y0 w2c h46"><div class="t m0 x2 h2 y32d ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 y32e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x66 h9 y32f ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">28</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y330 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x67 y34e w2d h4c"><div class="t m0 x68 h28 y333 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2 sc0"> </span></div></div><div class="c x69 y34f w2e h3d"><div class="t m0 x6a h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c x6b y34f w2f h3d"><div class="t m0 x6a h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022<span class="sc0"> </span></div></div><div class="c x69 y34e w30 h49"><div class="t m0 x50 h28 y335 ff2 fs6 fc0 sc1 ls0 ws0">Odpady  </div><div class="t m0 x6c h28 y281 ff2 fs6 fc0 sc1 ls0 ws0">wytworzone <span class="_ _7"></span><span class="sc0"> </span></div></div><div class="c x6d y34e w31 h49"><div class="t m0 x50 h28 y336 ff2 fs6 fc0 sc1 ls0 ws0">Odpady </div><div class="t m0 x27 h28 y141 ff2 fs6 fc0 sc1 ls0 ws0">skierowane d<span class="_ _7"></span>o </div><div class="t m0 x64 h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">odzysku<span class="sc0"> </span></div></div><div class="c x6e y34e w32 h49"><div class="t m0 x50 h28 y336 ff2 fs6 fc0 sc1 ls0 ws0">Odpady </div><div class="t m0 x27 h28 y141 ff2 fs6 fc0 sc1 ls0 ws0">skierowane d<span class="_ _7"></span>o </div><div class="t m0 x14 h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">utylizacji<span class="sc0"> </span></div></div><div class="c x6b y34e w33 h49"><div class="t m0 x64 h28 y335 ff2 fs6 fc0 sc1 ls0 ws0">Odpady  </div><div class="t m0 x4c h28 y281 ff2 fs6 fc0 sc1 ls0 ws0">wytworzone <span class="_ _7"></span><span class="sc0"> </span></div></div><div class="c x6f y34e w30 h49"><div class="t m0 x50 h28 y336 ff2 fs6 fc0 sc1 ls0 ws0">Odpady </div><div class="t m0 x27 h28 y141 ff2 fs6 fc0 sc1 ls0 ws0">skierowane d<span class="_ _7"></span>o </div><div class="t m0 x64 h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">odzysku<span class="sc0"> </span></div></div><div class="c x70 y34e w31 h49"><div class="t m0 x50 h28 y336 ff2 fs6 fc0 sc1 ls0 ws0">Odpady </div><div class="t m0 x27 h28 y141 ff2 fs6 fc0 sc1 ls0 ws0">skierowane d<span class="_ _7"></span>o </div><div class="t m0 x14 h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">utylizacji<span class="sc0"> </span></div></div><div class="c x67 y350 w2d h3c"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Sorbenty, materiał filtracyj<span class="_ _7"></span>ne itp.<span class="ff2"> </span></div></div><div class="c x69 y350 w30 h3c"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">13 </span> </div></div><div class="c x6d y350 w31 h3c"><div class="t m0 x4e h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">9 </span> </div></div><div class="c x6e y350 w32 h3c"><div class="t m0 x4e h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">4 </span> </div></div><div class="c x6b y350 w33 h3c"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x6f y350 w30 h3c"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x70 y350 w31 h3c"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x67 y351 w2d h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Papier i makulatura<span class="_ _7"></span> </div></div><div class="c x69 y351 w30 h3b"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">62 </span> </div></div><div class="c x6d y351 w31 h3b"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">62 </span> </div></div><div class="c x6e y351 w32 h3b"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6b y351 w33 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">23<span class="ls0"> </span></div></div><div class="c x6f y351 w30 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">23<span class="ls0"> </span></div></div><div class="c x70 y351 w31 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y352 w2d h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Komunalne </div></div><div class="c x69 y352 w30 h3b"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6d y352 w31 h3b"><div class="t m0 x17 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y352 w32 h3b"><div class="t m0 x17 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6b y352 w33 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">14<span class="ls0"> </span></div></div><div class="c x6f y352 w30 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x70 y352 w31 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">14<span class="ls0"> </span></div></div><div class="c x67 y353 w2d h41"><div class="t m0 xd h28 y300 ff2 fs6 fc0 sc0 ls0 ws0">Emulsje </div></div><div class="c x69 y353 w30 h41"><div class="t m0 x74 h28 y300 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">115 </span> </div></div><div class="c x6d y353 w31 h41"><div class="t m0 x74 h28 y300 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">115 </span> </div></div><div class="c x6e y353 w32 h41"><div class="t m0 x76 h28 y300 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c x6b y353 w33 h41"><div class="t m0 x75 h28 y300 ff2 fs6 fc0 sc0 ls1b ws0">296<span class="ls0"> </span></div></div><div class="c x6f y353 w30 h41"><div class="t m0 x75 h28 y300 ff2 fs6 fc0 sc0 ls1b ws0">300<span class="ls0"> </span></div></div><div class="c x70 y353 w31 h41"><div class="t m0 x47 h28 y300 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y354 w2d h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Inne </div></div><div class="c x69 y354 w30 h3b"><div class="t m0 x74 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">227 </span> </div></div><div class="c x6d y354 w31 h3b"><div class="t m0 x74 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">197 </span> </div></div><div class="c x6e y354 w32 h3b"><div class="t m0 x72 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ls1b">33 </span> </div></div><div class="c x6b y354 w33 h3b"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">249<span class="ls0"> </span></div></div><div class="c x6f y354 w30 h3b"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">265<span class="ls0"> </span></div></div><div class="c x70 y354 w31 h3b"><div class="t m0 x76 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x0 y0 w2c h46"><div class="t m0 x2 h28 y355 ff2 fs6 fca sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y356 ff5 fs6 fc0 sc0 ls0 ws0">Odpady skierowane d<span class="_ _7"></span>o odzysku według rodza<span class="_ _7"></span>ju i miejsca odz<span class="_ _7"></span>ysku w latach 202<span class="_ _7"></span><span class="ff2">2 -2<span class="_ _7"></span>023, w tonach <span class="_ _7"></span> </span></div></div><div class="c x67 y357 w2d h35"><div class="t m0 x68 h28 y358 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2 sc0"> </span></div></div><div class="c x69 y359 w2e h3d"><div class="t m0 x6a h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c x6b y359 w2f h3d"><div class="t m0 x6a h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">2022<span class="sc0"> </span></div></div><div class="c x69 y357 w30 h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">On Site <span class="sc0"> </span></div></div><div class="c x6d y357 w31 h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Off-site<span class="sc0"> </span></div></div><div class="c x6e y357 w32 h3d"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Razem<span class="sc0"> </span></div></div><div class="c x6b y357 w33 h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">On Site <span class="sc0"> </span></div></div><div class="c x6f y357 w30 h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Off-site<span class="sc0"> </span></div></div><div class="c x70 y357 w31 h3d"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Razem<span class="sc0"> </span></div></div><div class="c x67 y35b w2d h3b"><div class="t m0 x13 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Odpad niebezpieczny, w tym:<span class="_ _7"></span> </div></div><div class="c x69 y35b w30 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y35b w31 h3b"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">708<span class="ls0"> </span></div></div><div class="c x6e y35b w32 h3b"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">708<span class="ls0"> </span></div></div><div class="c x6b y35b w33 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6f y35b w30 h3b"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">799<span class="ls0"> </span></div></div><div class="c x70 y35b w31 h3b"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">799<span class="ls0"> </span></div></div><div class="c x67 y35c w2d h3b"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Przygotowanie do ponow<span class="_ _7"></span>nego użycia<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x69 y35c w30 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y35c w31 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6e y35c w32 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y35c w33 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6f y35c w30 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x70 y35c w31 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y35d w2d h41"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Recycling </div></div><div class="c x69 y35d w30 h41"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y35d w31 h41"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6e y35d w32 h41"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y35d w33 h41"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6f y35d w30 h41"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x70 y35d w31 h41"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y35e w2d h3c"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Inne operacje odzysku<span class="_ _7"></span> </div></div><div class="c x69 y35e w30 h3c"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y35e w31 h3c"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">708<span class="ls0"> </span></div></div><div class="c x6e y35e w32 h3c"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">708<span class="ls0"> </span></div></div><div class="c x6b y35e w33 h3c"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6f y35e w30 h3c"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">799<span class="ls0"> </span></div></div><div class="c x70 y35e w31 h3c"><div class="t m0 x75 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">799<span class="ls0"> </span></div></div><div class="c x67 y35f w2d h3c"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Odpad inny niż niebezpie<span class="_ _7"></span>czny, w tym:<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x69 y35f w30 h3c"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y35f w31 h3c"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">20 324 </div></div><div class="c x6e y35f w32 h3c"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">20 324 </div></div><div class="c x6b y35f w33 h3c"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6f y35f w30 h3c"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">24 504 </div></div><div class="c x70 y35f w31 h3c"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">24 504 </div></div><div class="c x67 y360 w2d h3b"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Przygotowanie do ponow<span class="_ _7"></span>nego użycia<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x69 y360 w30 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y360 w31 h3b"><div class="t m0 x4f h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">7 281 </div></div><div class="c x6e y360 w32 h3b"><div class="t m0 x4f h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">7 281 </div></div><div class="c x6b y360 w33 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6f y360 w30 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x70 y360 w31 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y361 w2d h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Recycling </div></div><div class="c x69 y361 w30 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y361 w31 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">13 034 </div></div><div class="c x6e y361 w32 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">13 034 </div></div><div class="c x6b y361 w33 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6f y361 w30 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">24 456 </div></div><div class="c x70 y361 w31 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">24 456 </div></div><div class="c x67 y362 w2d h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Inne operacje odzysku<span class="_ _7"></span> </div></div><div class="c x69 y362 w30 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y362 w31 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">10<span class="ls0"> </span></div></div><div class="c x6e y362 w32 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">10<span class="ls0"> </span></div></div><div class="c x6b y362 w33 h3b"><div class="t m0 x47 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6f y362 w30 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">48<span class="ls0"> </span></div></div><div class="c x70 y362 w31 h3b"><div class="t m0 x73 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">48<span class="ls0"> </span></div></div><div class="c x0 y0 w2c h46"><div class="t m0 x2 h9 y363 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x3a y364 w1a h18"><div class="t m0 x4 h5 y92 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x0 yc w24 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">29</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y10 ff2 fs4 fc2 sc2 ls0 ws0">3.5.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff2 sc2"> <span class="ff5">Zużycie wody i gospodarka <span class="_ _1"></span>ściekowa <span class="ff2"> </span></span></span></span></div><div class="t m0 x2 hd y28d ff7 fs0 fc0 sc0 ls0 ws0">GRI: 303-3;303-<span class="_ _1"></span>4;303-5     </div><div class="t m0 x1c h9 y24d ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h9 y24e ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h9 y24f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y250 ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _e"></span>Grupy <span class="_ _e"></span>wykorzystują<span class="_ _1"></span> <span class="_ _e"></span>wodę <span class="_ _e"></span>powierzchniową <span class="_ _e"></span>(rzeki), <span class="_ _e"></span>wody <span class="_ _e"></span>gruntowe<span class="_ _1"></span> <span class="_ _e"></span>(własne <span class="_ _e"></span>studnie) <span class="_ _e"></span>oraz <span class="_ _e"></span>wodę </div><div class="t m0 x2 h9 y2d9 ff5 fs0 fc0 sc0 ls0 ws0">dostarczoną <span class="_ _1c"></span>przez <span class="_ _23"></span>strony <span class="_ _23"></span>trzecie <span class="_ _1c"></span>(wodociągi). <span class="_ _23"></span>Charakter <span class="_ _1c"></span>działalności <span class="_ _23"></span>operacyjn<span class="_ _1"></span>ej <span class="_ _23"></span>Grupy <span class="_ _1c"></span>nie <span class="_ _15"></span>wią<span class="_ _1"></span>że <span class="_ _23"></span>się </div><div class="t m0 x2 h9 y1ac ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">koniecznością</span> <span class="_ _3"></span><span class="ff5">intensywnego <span class="_ _3"></span>pozyskiwania/ <span class="_ _3"></span>zużycia <span class="_ _5"></span>wody. <span class="_ _5"></span>Działania <span class="_ _3"></span>operacyjne <span class="_ _5"></span>Spółek <span class="_ _5"></span>Grupy <span class="_ _5"></span>nie <span class="_ _3"></span>są <span class="_ _1"></span>też<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y2da ff5 fs0 fc0 sc0 ls0 ws0">prowadzone <span class="_ _23"></span>na <span class="_ _15"> </span>terenach, <span class="_ _15"></span>na <span class="_ _15"></span>których <span class="_ _15"></span>w<span class="_ _1"></span>ystępują <span class="_ _23"></span>nie<span class="_ _7"></span>dobory <span class="_ _15"></span>wody <span class="_ _23"></span>tj. <span class="_ _15"> </span>obszarach <span class="_ _15"></span>o <span class="_ _15"></span>wysokim <span class="_ _23"></span>poziomie </div><div class="t m0 x2 h9 y2db ff2 fs0 fc0 sc0 ls0 ws0">stresu wodneg<span class="_ _1"></span>o.  </div><div class="t m0 x2 h9 y291 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _10"> </span>2023 <span class="_ _10"> </span>roku <span class="_ _d"> </span><span class="ff5">Grupa <span class="_ _10"> </span>pobrała <span class="_ _10"> </span>łącznie <span class="_ _d"> </span>1</span>0<span class="ff5">8 <span class="_ _10"> </span>milionów <span class="_ _d"> </span>litrów <span class="_ _10"> </span>wody, <span class="_ _10"> </span>tj. <span class="_ _10"> </span>o <span class="_ _10"> </span>1</span>5,8<span class="ls17">% <span class="_ _10"> </span></span>mniej <span class="_ _d"> </span><span class="ff5">niż <span class="_ _10"> </span>w <span class="_ _10"> </span>roku </span></div><div class="t m0 x2 h9 y365 ff5 fs0 fc0 sc0 ls0 ws0">poprzedzającym<span class="_ _5"></span>.<span class="_ _7"></span> <span class="_ _15"> </span>Woda <span class="_ _c"> </span>dostarczana <span class="_ _15"></span>była <span class="_ _15"> </span>głównie <span class="_ _15"> </span>przez <span class="_ _c"> </span>stron<span class="_ _1"></span>y <span class="_ _c"> </span>trzeci<span class="_ _1"></span>e <span class="_ _c"> </span>(tj. <span class="_ _15"> </span>komunalnych <span class="_ _15"> </span>dostawców<span class="_ _5"></span> </div><div class="t m0 x2 h9 y366 ff5 fs0 fc0 sc0 ls0 ws0">wody,  przedsiębiorstwa<span class="_ _1"></span>  użyteczności  publicznej  lub  inne  organizacje  zajmujące  się  dostarczaniem </div><div class="t m0 x2 h9 y367 ff2 fs0 fc0 sc0 ls0 ws0">i uzdatnianiem <span class="_ _d"> </span>wody). <span class="_ _d"> </span>Zmniejszony <span class="_ _10"> </span><span class="ff5">pobór <span class="_ _d"> </span>i <span class="_ _10"> </span>zużycie <span class="_ _d"> </span>wody <span class="_ _10"> </span>wynikało <span class="_ _d"> </span>ze <span class="_ _10"> </span></span>zmniejszonego <span class="_ _d"> </span>wolumenu </div><div class="t m0 x2 h9 y2e0 ff2 fs0 fc0 sc0 ls0 ws0">produkcji.  </div><div class="t m0 x2 h28 y368 ff5 fs6 fc0 sc0 ls0 ws0">Pobór wody przez Grupę w l<span class="_ _7"></span>atach 202<span class="_ _7"></span><span class="ff2">2-<span class="ls1b">202</span>3</span>, w mil<span class="_ _7"></span>ionach litrów*<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x53 y369 w21 h3d"><div class="t m0 x54 h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2 sc0"> </span></div></div><div class="c x55 y369 w22 h3d"><div class="t m0 x32 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Jednostka<span class="sc0"> </span></div></div><div class="c x56 y369 w23 h3d"><div class="t m0 x57 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023<span class="sc0"> </span></div></div><div class="c x58 y369 w22 h3d"><div class="t m0 x57 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022<span class="sc0"> </span></div></div><div class="c x53 y36a w21 h41"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Wody powierzchniowe<span class="_ _7"></span>, w tym rz<span class="_ _7"></span>eki, jeziora<span class="_ _7"></span> </div></div><div class="c x55 y36a w22 h41"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls22 ws0">ML<span class="ls0"> </span></div></div><div class="c x56 y36a w23 h41"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">31<span class="ls0"> </span></div></div><div class="c x58 y36a w22 h41"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">49<span class="ls0"> </span></div></div><div class="c x53 y36b w21 h3b"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Wody gruntowe, w tym własn<span class="_ _7"></span>e studnie<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x55 y36b w22 h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls22 ws0">ML<span class="ls0"> </span></div></div><div class="c x56 y36b w23 h3b"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">24<span class="ls0"> </span></div></div><div class="c x58 y36b w22 h3b"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">19<span class="ls0"> </span></div></div><div class="c x53 y1bd w21 h3c"><div class="t m0 xd h28 y277 ff2 fs6 fc0 sc0 ls0 ws0">Woda <span class="ff5">dostarczona przez<span class="_ _7"></span> strony trzecie (wodoc<span class="_ _7"></span>iągi)</span> </div></div><div class="c x55 y1bd w22 h3c"><div class="t m0 xd h28 y277 ff2 fs6 fc0 sc0 ls22 ws0">ML<span class="ls0"> </span></div></div><div class="c x56 y1bd w23 h3c"><div class="t m0 x14 h28 y277 ff2 fs6 fc0 sc0 ls1b ws0">53<span class="ls0"> </span></div></div><div class="c x58 y1bd w22 h3c"><div class="t m0 x14 h28 y277 ff2 fs6 fc0 sc0 ls1b ws0">60<span class="ls0"> </span></div></div><div class="c x53 y36c w21 h3c"><div class="t m0 x13 h28 y275 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c x55 y36c w22 h3c"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc1 ls22 ws0">ML<span class="ls0"> </span></div></div><div class="c x56 y36c w23 h3c"><div class="t m0 x1b h28 y275 ff2 fs6 fc0 sc1 ls0 ws0">108 </div></div><div class="c x58 y36c w22 h3c"><div class="t m0 x1b h28 y275 ff2 fs6 fc0 sc1 ls0 ws0">128 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x67 h4d y36d ff5 fs7 fc0 sc0 ls0 ws0">*Podane wielkośc<span class="_ _1"></span>i dotyczą poboru <span class="_ _5"></span>wody słodkiej (≤1,000 mg/L c<span class="_ _1"></span>ałkowita ilo<span class="_ _1"></span>ść substancji stały<span class="_ _5"></span>c<span class="_ _7"></span>h rozpuszczony<span class="_ _1"></span>ch). Grupa nie p<span class="_ _5"></span>ob<span class="_ _e"></span><span class="ff2">iera innej<span class="_ _1"></span> </span></div><div class="t m0 x67 h4d y36e ff5 fs7 fc0 sc0 ls0 ws0">wody (&gt;1,000 mg/L <span class="_ _1"></span>całkowita iloś<span class="_ _1"></span>ć substancji stałych rozpu<span class="_ _5"></span>szczonych)<span class="ff2">. </span></div><div class="t m0 x2 h9 y36f ff5 fs0 fc0 sc0 ls0 ws0">Głównym <span class="_ _5"></span>celem <span class="_ _3"></span><span class="ff2">Grupy <span class="_ _5"></span><span class="ff5">w <span class="_ _1"></span>obszarze <span class="_ _3"></span>gospodarki <span class="_ _5"></span>wodnej <span class="_ _3"></span>i <span class="_ _5"></span>ściekowej <span class="_ _5"></span>jest <span class="_ _5"></span>systematyczne <span class="_ _3"></span>redukowanie <span class="_ _5"></span>ilości<span class="_ _5"></span> </span></span></div><div class="t m0 x2 h9 y370 ff5 fs0 fc0 sc0 ls0 ws0">zużywanej wody <span class="_ _7"></span>i odprowadzanych ścieków poprzez <span class="_ _7"></span>optymalizację procesów (w <span class="_ _7"></span>tym unowocześnianie<span class="_ _5"></span> </div><div class="t m0 x2 h9 y371 ff5 fs0 fc0 sc0 ls0 ws0">parku maszynoweg<span class="_ _5"></span>o) i zmianę technologii wy<span class="_ _5"></span>k<span class="_ _7"></span>orzystyw<span class="_ _1"></span>anych w procesach <span class="_ _5"></span>pr<span class="_ _7"></span>odukc<span class="_ _1"></span>yjnych<span class="ff2 ls12">. <span class="ls0"> </span></span></div><div class="t m0 x2 h9 y372 ff5 fs0 fc0 sc0 ls0 ws0">Wolumen zrzutów wo<span class="_ _5"></span>dy zmniejszył się w <span class="_ _1"></span>202<span class="ff2">3 <span class="lsb">o </span>15,8% w do poziom<span class="_ _1"></span>u <span class="ls1">20</span> mln. <span class="_ _1"></span> </span></div><div class="t m0 x2 h28 y373 ff5 fs6 fc0 sc0 ls0 ws0">Zrzuty wody i całkowite zuży<span class="_ _7"></span>cie w latach 20<span class="_ _7"></span>2<span class="ff2">2-<span class="ls1b">202</span>3<span class="_ _7"></span></span>, w milionach <span class="_ _7"></span>litrów*<span class="ff2">  </span></div></div><div class="c x53 y374 w21 h44"><div class="t m0 x54 h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2 sc0"> </span></div></div><div class="c x55 y374 w22 h44"><div class="t m0 x32 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Jednostka<span class="sc0"> </span></div></div><div class="c x56 y374 w23 h44"><div class="t m0 x57 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023<span class="sc0"> </span></div></div><div class="c x58 y374 w22 h44"><div class="t m0 x57 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022<span class="sc0"> </span></div></div><div class="c x53 y375 w21 h3c"><div class="t m0 x13 h28 y275 ff5 fs6 fc0 sc1 ls0 ws0">Zrzuty wody <span class="_ _7"></span>(ścieki, woda z<span class="_ _7"></span>użyta i niewykorzyst<span class="_ _7"></span>ana) w tym:<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x55 y375 w22 h3c"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc1 ls22 ws0">ML<span class="ls0"> </span></div></div><div class="c x56 y375 w23 h3c"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc1 ls1a ws0">48<span class="ls0"> </span></div></div><div class="c x58 y375 w22 h3c"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc1 ls1a ws0">48<span class="ls0"> </span></div></div><div class="c x53 y376 w21 h3c"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Wody powierzchniowe<span class="_ _7"></span> </div></div><div class="c x55 y376 w22 h3c"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls22 ws0">ML<span class="ls0"> </span></div></div><div class="c x56 y376 w23 h3c"><div class="t m0 x50 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x58 y376 w22 h3c"><div class="t m0 x50 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x53 y377 w21 h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Wody gruntowe </div></div><div class="c x55 y377 w22 h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls22 ws0">ML<span class="ls0"> </span></div></div><div class="c x56 y377 w23 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x58 y377 w22 h3b"><div class="t m0 x63 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x53 yc8 w21 h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">Woda stron trzecich (kanal<span class="_ _7"></span>izacja, oczyszczalnie) w tym<span class="_ _7"></span>:<span class="_ _7"></span> </div></div><div class="c x55 yc8 w22 h3b"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc0 ls22 ws0">ML<span class="ls0"> </span></div></div><div class="c x56 yc8 w23 h3b"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">45<span class="ls0"> </span></div></div><div class="c x58 yc8 w22 h3b"><div class="t m0 x14 h28 y275 ff2 fs6 fc0 sc0 ls1b ws0">45<span class="ls0"> </span></div></div><div class="c x53 y316 w21 h3f"><div class="t m0 x43 h28 y141 ff2 fs6 fc0 sc0 ls0 ws0">Woda odebrana przez stro<span class="_ _7"></span>ny trzecie (do d<span class="_ _7"></span>alszego </div><div class="t m0 x43 h28 y280 ff5 fs6 fc0 sc0 ls0 ws0">użytku)<span class="ff2"> </span></div></div><div class="c x55 y316 w22 h3f"><div class="t m0 xd h28 y2fa ff2 fs6 fc0 sc0 ls22 ws0">ML<span class="ls0"> </span></div></div><div class="c x56 y316 w23 h3f"><div class="t m0 x14 h28 y2fa ff2 fs6 fc0 sc0 ls1b ws0">45<span class="ls0"> </span></div></div><div class="c x58 y316 w22 h3f"><div class="t m0 x14 h28 y2fa ff2 fs6 fc0 sc0 ls1b ws0">45<span class="ls0"> </span></div></div><div class="c x53 y378 w21 h3c"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc1 ls0 ws0">Całkowite z<span class="_ _7"></span>użycie wody<span class="ff2"> </span></div></div><div class="c x55 y378 w22 h3c"><div class="t m0 xd h28 y275 ff2 fs6 fc0 sc1 ls22 ws0">ML<span class="ls0"> </span></div></div><div class="c x56 y378 w23 h3c"><div class="t m0 x1b h28 y275 ff2 fs6 fc0 sc1 ls0 ws0">108 </div></div><div class="c x58 y378 w22 h3c"><div class="t m0 x1b h28 y275 ff2 fs6 fc0 sc1 ls0 ws0">128 </div></div><div class="c x53 y379 w21 h41"><div class="t m0 xd h28 y275 ff5 fs6 fc0 sc0 ls0 ws0">Zużycie wody na jedn<span class="_ _7"></span>ostkę <span class="ff2">produktu<span class="_ _7"></span><span class="sc1"> </span></span></div></div><div class="c x55 y379 w22 h41"><div class="t m0 x19 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">ML/tona<span class="sc1"> </span></div></div><div class="c x56 y379 w23 h41"><div class="t m0 x23 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">0,01 </div></div><div class="c x58 y379 w22 h41"><div class="t m0 x23 h28 y275 ff2 fs6 fc0 sc0 ls0 ws0">0,01<span class="sc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x67 h4d y37a ff5 fs7 fc0 sc0 ls0 ws0">*Podane wielkośc<span class="_ _1"></span>i dotyczą zrzutów <span class="_ _5"></span>i całkowitego zużycia wody sło<span class="_ _5"></span>dkiej (≤1,000 mg/L całkowita il<span class="_ _1"></span>ość substancji s<span class="_ _1"></span>tałych rozpusz<span class="ff2">czonych).<span class="_ _1"></span> </span></div><div class="t m0 x67 h4d y37b ff5 fs7 fc0 sc0 ls0 ws0">Grupa nie dokony<span class="_ _1"></span>wała zrzutów in<span class="_ _5"></span>nej wody (&gt;1,000 mg/L całkowita <span class="_ _5"></span>il<span class="_ _7"></span>ość substancji stałych rozpu<span class="_ _5"></span>szczonych)<span class="ff2"> </span></div></div><div class="c x3a y29e w20 h38"><div class="t m0 x4 h5 y175 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x0 yc w24 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">30</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x67 h4d y37c ff2 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y37d ff2 fs4 fc2 sc2 ls0 ws0">3.6.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff5 sc2">Inwestycje w technol<span class="_ _5"></span>ogie<span class="_ _7"></span> wspierające zrównoważo<span class="_ _5"></span>ny<span class="_ _7"></span> rozwój<span class="ff2"> </span></span></span></div><div class="t m0 x78 h9 y37e ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37f ff5 fs0 fc0 sc0 ls0 ws0">Inwestycje <span class="_ _f"> </span>w <span class="_ _20"> </span>technologie <span class="_ _20"> </span>wspierające <span class="_ _f"> </span>zrównoważony <span class="_ _20"> </span>rozwój <span class="_ _f"> </span>są <span class="_ _f"> </span>dla <span class="_ _f"> </span>Grupy <span class="_ _20"> </span>jednym <span class="_ _f"> </span>z <span class="_ _f"> </span>tematów<span class="_ _1"></span> </div><div class="t m0 x2 h9 y380 ff5 fs0 fc0 sc0 ls0 ws0">materialnych. <span class="_ _23"></span>W <span class="_ _15"> </span>2023 <span class="_ _15"> </span>roku <span class="_ _15"> </span>Grupa <span class="_ _15"></span>przeznaczy<span class="_ _1"></span>ła <span class="_ _15"> </span>około <span class="_ _15"> </span>2 <span class="_ _15"></span>mln <span class="_ _15"></span>zł <span class="_ _15"></span>na <span class="_ _15"></span>inwe<span class="_ _1"></span>stycje <span class="_ _15"></span>i <span class="_ _15"> </span>wydatki <span class="_ _15"></span>na <span class="_ _23"></span>ochronę </div><div class="t m0 x2 h9 y381 ff5 fs0 fc0 sc0 ls0 ws0">środowiska. <span class="ff2"> </span></div><div class="t m0 x2 h9 y27 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y382 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y383 ff2 fs0 fc0 sc0 lse ws0">W <span class="ls0">2023 roku zreal<span class="_ _1"></span>izowano <span class="ff5">9 przedsi<span class="_ _5"></span>ę<span class="_ _7"></span>wzięć, z któr<span class="_ _5"></span>y<span class="_ _7"></span>ch najistotniej<span class="_ _1"></span>sze scharakter<span class="_ _1"></span>yzowano poniż<span class="_ _1"></span>ej. <span class="ff2"> </span></span></span></div><div class="t m0 x2 h28 y384 ff5 fs6 fc0 sc0 ls0 ws0">Największe projekty związa<span class="_ _7"></span>ne z ochron<span class="_ _7"></span>ą środowiska realizow<span class="_ _7"></span>ane w 202<span class="_ _7"></span><span class="ff2">3 roku  </span></div></div><div class="c x2 y385 w34 h2e"><div class="t m0 x79 h9 y1dd ff2 fs0 fc0 sc1 ls0 ws0">Inwestycja /wydate<span class="_ _1"></span>k </div></div><div class="c x1c y385 w34 h2e"><div class="t m0 x67 h9 y1dd ff5 fs0 fc0 sc1 ls0 ws0">Cel środowiskowy <span class="ff2"> </span></div></div><div class="c x2 ydf w34 h4e"><div class="t m0 x13 h9 y386 ff5 fs6 fc0 sc0 ls0 ws0">Zakup brykieciarki do wi<span class="_ _7"></span>órów<span class="ff2 fs0"> </span></div></div><div class="c x1c ydf w34 h4e"><div class="t m0 x4a h2 y387 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5 fs6">recyk<span class="_ _7"></span>ling wiórów powstałych z<span class="_ _7"></span> obróbki żeliwa n<span class="_ _7"></span>a </span></span></div><div class="t m0 x29 h9 y388 ff2 fs6 fc0 sc0 ls0 ws0">wydziale produkcji armat<span class="_ _7"></span>ury<span class="fs0"> </span></div></div><div class="c x2 y89 w34 h4f"><div class="t m0 x13 h28 y389 ff2 fs6 fc0 sc0 ls0 ws0">Modernizacja separatora<span class="_ _7"></span> </div></div><div class="c x1c y89 w34 h4f"><div class="t m0 x4a h50 y389 ff8 fs6 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _c"> </span><span class="ff5">Unikanie zrzutu zanieczyszcze<span class="_ _7"></span>ń do rzeki<span class="_ _7"></span><span class="ff2"> </span></span></span></div></div><div class="c x2 y38a w34 h51"><div class="t m0 x13 h28 y38b ff5 fs6 fc0 sc0 ls0 ws0">Wymiana kotła atmosferow<span class="_ _7"></span>ego na koc<span class="_ _7"></span>ioł </div><div class="t m0 x13 h9 y92 ff2 fs6 fc0 sc0 ls0 ws0">kondensacyjny<span class="fs0"> </span></div></div><div class="c x1c y38a w34 h51"><div class="t m0 x4a h2 y173 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _1c"> </span><span class="ff5 fs6">zmniejszen<span class="_ _7"></span>ie zużycia gazu<span class="_ _7"></span></span><span class="ff2"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y38c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y38d ff5 fs0 fc0 sc0 ls0 ws0">W s<span class="_ _7"></span>wojej polityce inwestycyjnej Grupa uwzględnia głos lokalnych społeczności. Partnerstwo z <span class="_ _7"></span>nimi jest </div><div class="t m0 x2 h9 y38e ff5 fs0 fc0 sc0 ls0 ws0">dla <span class="_ _c"> </span>Holdingu <span class="_ _c"> </span>jednym <span class="_ _c"> </span>z <span class="_ _c"> </span>pięci<span class="_ _1"></span>u <span class="_ _c"> </span>priorytetowych <span class="_ _c"> </span>temató<span class="_ _5"></span>w <span class="_ _31"> </span>w <span class="_ _c"> </span>obszarze <span class="_ _c"> </span>ESG. <span class="_ _c"> </span>Dialog <span class="_ _15"> </span>z <span class="_ _31"> </span>dwoma <span class="_ _c"> </span>ważnymi<span class="_ _1"></span> </div><div class="t m0 x2 h9 y38f ff5 fs0 fc0 sc0 ls0 ws0">grupami <span class="_ _5"></span>interesariuszy <span class="_ _5"></span>tzn. <span class="_ _5"></span>pracownikami o<span class="_ _5"></span>raz społecz<span class="_ _5"></span>noś<span class="_ _7"></span>ciami <span class="_ _5"></span>lok<span class="_ _7"></span>alnymi <span class="_ _5"></span>wskazuje <span class="_ _5"></span>na i<span class="_ _5"></span>s<span class="_ _7"></span>totność <span class="_ _5"></span>działań </div><div class="t m0 x2 h9 y390 ff5 fs0 fc0 sc0 ls0 ws0">związanych z og<span class="_ _1"></span>raniczaniem zaniecz<span class="_ _5"></span>y<span class="_ _7"></span>szczeń hała<span class="_ _1"></span>sem. <span class="ff2"> </span></div><div class="t m0 x2 h9 y391 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x3a yef w1a h18"><div class="t m0 x4 h5 y92 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </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 x0 yc w24 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">31</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y61 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y392 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y393 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y394 ff5 fs0 fc0 sc0 ls0 ws0">Zanieczyszczani<span class="_ _5"></span>e<span class="_ _7"></span> hałasem<span class="ff2">  </span></div><div class="t m0 x2 h9 y395 ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _23"></span>w <span class="_ _23"></span>ramach <span class="_ _23"></span>Grupy <span class="_ _23"></span>posiadają <span class="_ _1c"></span>stosowne <span class="_ _23"></span>decyzje <span class="_ _1c"></span>ok<span class="_ _7"></span>reślając<span class="_ _1"></span>e <span class="_ _23"></span>dopuszczalne <span class="_ _1c"></span>poziomy <span class="_ _23"></span>emisji <span class="_ _23"></span>hałasu </div><div class="t m0 x2 h9 y396 ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">środowiska<span class="_ _1"></span> <span class="_ _15"></span>natu<span class="_ _1"></span>ralnego. <span class="_ _23"></span>Na <span class="_ _15"></span>bi<span class="_ _5"></span>e<span class="_ _7"></span>żąco <span class="_ _23"></span>sprawdzają, <span class="_ _23"></span>czy <span class="_ _15"></span>pozi<span class="_ _1"></span>om <span class="_ _23"></span>emitowanego <span class="_ _23"></span>hałasu <span class="_ _23"></span>nie <span class="_ _15"> </span>przekracza </span></span></div><div class="t m0 x2 h9 y397 ff5 fs0 fc0 sc0 ls0 ws0">poziomu określon<span class="_ _1"></span>ego w decyzja<span class="_ _1"></span>ch środowiskowyc<span class="_ _1"></span>h.<span class="ff2"> </span></div><div class="t m0 x2 h9 y398 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _10"> </span>ramach <span class="_ _10"> </span>działań <span class="_ _10"> </span>na <span class="_ _10"> </span>rzecz <span class="_ _10"> </span>redukcji<span class="_ _5"></span> <span class="_ _20"> </span>wpływu <span class="_ _10"> </span>hałasu <span class="_ _10"> </span>na <span class="_ _10"> </span>pracowników,<span class="_ _1"></span> <span class="_ _10"> </span>co <span class="_ _10"> </span>roku <span class="_ _10"> </span>przeprowadzan<span class="_ _1"></span>e </div><div class="t m0 x2 h9 y399 ff5 fs0 fc0 sc0 ls8 ws0">są<span class="ff2 ls0"> <span class="ff5">pomiary <span class="_ _7"></span>natężenia <span class="_ _e"></span>hałasu <span class="_ _e"></span>na <span class="_ _e"></span>stanowiskach <span class="_ _e"></span>pracy. <span class="_ _e"></span>Pracownicy <span class="_ _7"></span>narażeni <span class="_ _1c"></span>na <span class="_ _e"></span>hałas <span class="_ _e"></span>zostali <span class="_ _e"></span>wyposaże<span class="_ _5"></span>ni </span></span></div><div class="t m0 x2 h9 y39a ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">odpowiednie <span class="_ _5"></span>środki oc<span class="_ _5"></span>hrony indywid<span class="_ _1"></span>ualnej <span class="_ _5"></span>(<span class="_ _7"></span>nauszniki <span class="_ _5"></span>przeciwhałasowe<span class="_ _1"></span>), a <span class="_ _5"></span>w m<span class="_ _1"></span>aszynach <span class="_ _5"></span>emitujących </span></div><div class="t m0 x2 h9 y189 ff5 fs0 fc0 sc0 ls0 ws0">hałas stosowa<span class="_ _1"></span>ne są osłony akust<span class="_ _1"></span>yczne (tam, gdzi<span class="_ _5"></span>e ze względów technicz<span class="_ _1"></span>nych jest to możli<span class="_ _1"></span>we).<span class="ff2"> </span></div><div class="t m0 x2 h9 y39b ff5 fs0 fc0 sc0 ls0 ws0">Drugim  a<span class="_ _5"></span>s<span class="_ _7"></span>pektem <span class="_ _c"> </span>działalności  Gr<span class="_ _5"></span>upy  w  tym <span class="_ _c"> </span>obszarze <span class="_ _c"> </span>jest  wpływ <span class="_ _c"> </span>hałasu  na <span class="_ _c"> </span>lokalną  społecz<span class="_ _5"></span>noś<span class="_ _7"></span>ć  –<span class="ff2"> </span></div><div class="t m0 x2 h9 y39c ff5 fs0 fc0 sc0 ls0 ws0">sąsiedztwo <span class="_ _3"></span>zakładów <span class="_ _5"></span>produkcyjnych. <span class="_ _5"></span>Spółki, <span class="_ _5"></span>w <span class="_ _5"></span>których <span class="_ _5"></span>czynnik <span class="_ _5"></span>ten <span class="_ _5"></span>występuje, <span class="_ _3"></span>systematycznie <span class="_ _5"></span>prowadzą<span class="_ _5"></span> </div><div class="t m0 x2 h9 y18c ff5 fs0 fc0 sc0 ls0 ws0">inwestycje <span class="_ _1e"> </span>redukujące <span class="_ _1e"> </span>wpływ <span class="_ _2b"> </span>hałasu <span class="_ _1e"> </span>na <span class="_ _2b"> </span>bezpośrednie <span class="_ _1e"> </span>otoczenie <span class="_ _2b"> </span>za<span class="_ _7"></span>kładów <span class="_ _1e"> </span>produkcyjnych.<span class="_ _1"></span> </div><div class="t m0 x2 h9 y39d ff2 fs0 fc0 sc0 ls7 ws0">Do<span class="ls0"> <span class="ff5">przykładów  takich  inwestycji  zaliczyć <span class="_ _b"> </span>można <span class="_ _b"> </span>izolację  hal <span class="_ _b"> </span>produkcyjn<span class="_ _1"></span>ych  oraz <span class="_ _b"> </span>montaż <span class="_ _b"> </span>urządzeń </span></span></div><div class="t m0 x2 h9 y39e ff5 fs0 fc0 sc0 ls0 ws0">redukujących  emisję  hałasu  na <span class="_ _b"> </span>zewnątrz.  Dodatkow<span class="_ _1"></span>o,  w <span class="_ _b"> </span>ustalonych  okresach  czasu  dokonuje  się </div><div class="t m0 x2 h9 y39f ff5 fs0 fc0 sc0 ls0 ws0">pomiaru <span class="_ _16"> </span>emisji <span class="_ _1d"> </span>hałasu. <span class="_ _16"> </span>Pomiarem <span class="_ _16"> </span>zajmują <span class="_ _16"> </span>się <span class="_ _1d"> </span>zewnętrzne <span class="_ _1d"> </span>podmioty <span class="_ _16"> </span>posiadające <span class="_ _16"> </span>odpowiednie<span class="_ _1"></span> </div><div class="t m0 x2 h9 y190 ff5 fs0 fc0 sc0 ls0 ws0">kompetencje i c<span class="_ _1"></span>ertyfikaty w tym <span class="_ _1"></span>obszarze działa<span class="_ _1"></span>lności. <span class="ff2"> </span></div></div><div class="c x3a y2f5 w1a h18"><div class="t m0 x4 h5 y92 ff4 fs2 fc7 sc0 ls0 ws0">ŚRODOWISKO<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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FRDyGWzTc3N7StXbtq8OZ2u/Z/e6dOn33jjjc7OznPnzlWr1WQyWV9fv2DBgrVr165du9Y7AgAwWyWq1apVgNratWvXSy+9VJfLjfi/5vP55StWfO5zn0skEjXZXblc/vWvf915/Hg2mx3+v1YqlUq1euONN27ZssVbAwAg6oCx7Nmz58UXXshkMsnkRc5tLhQKt99++9XXXDPJPT7++OOHDx/OjZRzQ8IvnU5/8Utfqq+v9zYBAIg6YARnzpz5p3/8x9woB+hGDK2rOjo+9alPXfIen3766cOHDl00IOMl+adf+5quAwCYTdwoBWqjWq0++uijIxZdpVIZ8V9PUqnUwQMHjh07dml7fHXnzoMHDoxYdKPtMZfL/e53v/NmAQDMJm6UArXx1FNPZTOZeOMVi8X6efPWrFnT1tZWrVROnjp1orPz1KlT8fBLp9O/+c1vvv71r090d0ePHn3llVfiF9GVy+VKpdJ+1VXt7e0N8+b19fcfO3bsxPHj/efPxzc7eOBAX19fQ0ODtwwAQNQBHzl48GD8wrYoir79ne/EN1izdm0Iobe39yc/+Un8HirFQuESKuvlHTuG3BZlwcKFX/jCF+Lf2bBhQwjhzTfffOH551Op1MA3c7ncU08+ef+FWwIAMHM5/XImKJ22BtNcT09PMnYry2KxuO1znxtxy8bGxq9+9auVSmXwO9ls9re//e1E99jV1RV/WC6XPzfKHjds2HDDjTcWi8XB75w8ebKnp8e7BgAg6rhc3vvrcOQ/h/P7rcS0tWf37vjouZbW1mXLlo228fz58x948MEoiga/c+zo0YnuMX7JXLFYfODBB7Oj3wBzy5YtLa2tgw9zudyuXbu8awAAs4PTL2eI/jdC/xshtzK0PBTqDZKeds52dw8OnatWqx0dHWNv39TUNDBjYOBh/MDdeIsudmCwGkJzc/PYT1m1atXO998f+CETiUR3d7d3DQBgdnCkbkYpHAmH/1M4+L87ajft3plCYfDrUqm0YMGCi4fZhQ9LpdL4d5fP5+Njyy86pC6E0NzcXC6XBx/Gz8YEAGBGc6RuxqZdbmVY9Nkw/+aQUOZXXiJ23CyRSMTzafSqq8afP/5ZcyGEwbuefPhKF582OeRgYPwHBgBgRtMDMzntjv9deO8vQ+9LoVqxHldWfEpBMpns7++fUAcO77SxZWKzE0IIpdjleaPp7++Pd+P4J6QDACDqmEpRj7SbDpYtWzZ4uCyVSu3ff5HzY8+cOROvuPhNVsYjkUjEj85VK5X3339/7Kfs379/MOrK5fIY93EBAEDUceXS7vQvQqVgPS6/TZs2xe9meaKzc+x7n/zud7+Lh1x7e/uE/3QvPOz2L//yL2NsXCqVOo8fjz/cuHGjdw0AQNQx/dLu9GNh319Iu8svm83GKy6Xy73wwgujbbxnz56TJ07EE+vGG2+c6B6bL7wXy6lTpzo7O0fcslqt/vSnP42fb7lg4UKnXwIAiDqmMWl3JSxctGjw60QisXfv3hE3O378+I6XXorPlKuGsCj23HG69tpr4w9z2eyTTzwx4pbPPfdcOYoGL+ErRdFnP/tZ7xcAgKhjhqTdyX8IpdMW4zJYtWpV/GFdLvfDH/6wp6dnyGZPPPHEkNucLLjYiLkRrV27Np/Px78TRdHwkzB7e3tff/31+Hcq5XJTU5P3CwBg1kiM52boXGFv/+vJvkLj1rDkgZBZbC2nThRFP/rRjxIX3tayVColksnm5uZqtdrd3V2OolwuF9+gUChs3769ta3tEva4d+/e5557ri52ImW1Wi0Ui81NTdlcrlgo9PT2JkK44KhgtXpVR8edd97p/QIAEHXMqKiTdpfL3/7t39aN+3K1fD5/7+c/v3z58kve3bFjx379q18NOfQ3hlQ6/dBDD3mbAABmE6dfziW9O8J7fx2O/Odwfr/FmCKf/vSnC4XCeP6tpFgs3nf//ZMpuhDC8uXL161fXyhc/OLJarWazmT+5E/+xHsEADDLOFI3E9TqSF1cbmVoeSjUr7W6U+H3v//9m2++mR3lAFopiurq6r70pS/FT4ycjL6+vp//7GeFQmG0Ceb5QmHjtdd+4pOf9NYAAIg6ZkvUSbsptmvXrpdefDGdTg8ZLF4oFm+//farr7665nt8/PHHDx06NOTkzyiK0pnMgw8+2NDQ4E0BABB1zLqoG5BuCku/HObfHBJOx62xkydPHj9+fOAemE1NTYsWLVq2bNmQzKuhfD5/6NChrq6uUqmUyWSWLFmyYMGClpYWbwQAgKhjVkedtAMAAFHHjI86aQcAAKKOGR91gxZvDwvvCcmc5QcAAFHHDIw6aTdp5XL5zJkz7777bnd3dyKRaGxsbGlpWbly5fjHyk3U+fPn9+/f39XVlc/n6+rqFixYsHLlykWLFiWTjrsCAIg65mbUSbsJiqJo9+7dRw4fPnXqVLVaTafTyWQykUiEEKrVaqVSiaIokUg0NDRcu3Hjli1bJr/H3t7el19++URnZ++5c6lkMp1OD+wuhFCpVKrVahRFqXR68aJF199ww1VXXeU9AgAQdcy9qBvQuDUseSBkFntDxvD3P/jBaMPihqhUKiGR+PSnP71y5cpL3t3Ro0f/+Z//ecgYg9GUSqXWtrZ7773X2wQAIOqYk1En7cZUKBQe/vGPx1l0g/KFwj333LNq1apL2OPzzz//2muvjbPoBi1bvvzuu+/2fgEAiDrmatRJu5H09fX95Cc/yY5ysVy1Wh08JXLEGrz1E5/YuHHjhPb46KOP9vb0jHax3MDf9Yg7jaKosbFx2+c+Zxw5AICoYw5H3YDcytDyUKhfO8ffn0ql8oPvfz+bzQ75fr5QyGYyHatWLV26NITQ1dXVefx4T09PXV3d8ND67B//8fLly8e5x127dr26c+eQoqtUKgMnWK5atSqbzRYKhcOHD3d1dUWl0vCfrVgsfvNb3xojNQEAEHXMgaiTdiFEUfTDH/4wHTvrslqtForFzZs333TTTcNrqq+vb9euXfv27SuXy/FnJZLJr33ta+PZY2dn5y9/8Yv4KxeLxUwmc/PWrSMe7jt58uQrr7xy9MiRbDYbr7jlK1Z8+tOf9ucFADDTpS0Bk1U4Eg7/pw/Srm71XJta/sYbbwwpumXLlt3zmc+Mtn1DQ8Ott9566623/uxnP+vp7v5oFfP5YrE4PAKH27Fjx5Ciu+/++wcOBo6opaVl27ZtIYTvf//7mfRHf/LvvfeeDy8AwCxgehU1Tbv3/jL0vhSqlbnzex85ciT+sFgsjlF0cXfddVehUBh8mMlkXn311fE88XRX1wWVOH/+GEUXd/3118cfJkIol8s+uQAAog5iop5w/O/mVNqdPHky/nDd+vXjfGJTU9P1N9wQRdEHiZVIvP766+N5YqlUGvy6XC5/4hOfGOceb7jhhnKlEs/IXbt2+cwCAIg6GDPtKoXZ/buWP6yygcTatGnT+J978803V0eptTHEr4urVCrt7e3j3F0ikbjlllsqH3ZdIpE4e/asTysAgKiDMdNu31+E07+YxWlXX1//0W9cLo/zTMhB8Ql1C5qbJ7r31WvWTGj7a665ZjAdy+XyunXrfE4BAEQdXMzpx2Zx2t3zmc+k0+lSqZRMJr/whS9M9Ol33XXX/MbGQrGYq6u7f3xPv+3226NyOYqidevX33nnnRPd4+aPfaxUKhWLxRUrV1511VU+ngAAM52RBjPBNB9pMCGLt4cFd4RUo3cVAABEnaibsRq3hiUPhMxi7y0AAEySOXVcCb07Qu8OaQcAAKKOWZF2i7aF3ArrAQAAoo4Zm3a5laHloVC/drr9dIVC4a233jp16tTJEyfyhUK1Ukml0/MbGla2t2/evLmhoaHme+zu7n7zzTdPnTp19uzZYrGYSCRyuVxTU9OaNWs2btw4Fb/jkSNH3nnnnZMnTvSfPz/wCzbMm7dw0aL169e7kwoAwPTnmrqZYPZdUzeaaZZ2hw8f/vWvf12Xy43We/Pnz//89u3z58+v1R6fffbZfe+8kxtpj9VqtVgsXtodL0dz4sSJZ55++vz58+n0CP++Uy6X05nMfffd19TU5K8QAEDUIeomknZLHgjzNobEFRu5Ua1Wf/rII/39/alUauwt8/n8luuv//jHPz7JPf7+d797/Y03RgvIuCiKPnfvva2trZPc4z/90z91nz2byWTG3qxQKFyzYcMnP/nJ+NBzAABEHaLuYtJNYemXw/ybL3/aRVH0ox/9KDmRhkmn01996KFL3uPevXtfevHFEQ+XjRZa2++7bzJd95OHHx6cQj4elWr161//ejJpsiUAwLTjP9GYrqKecPzvwnt/GXpfusx7/sef/jQ5waNSURTt3r370nbX29v7/HPPjb/oQgi5XO63v/3tJf+Cjz322ISKLoSQTCR27NjhUwkAMA25UQrTW/01oe6yXmK3Y8eOgduTDH6nUCjkcrm1a9eubG9Pp9Pd3d2HDh06fOjQkCvfXnrppeuuu+4S9vj444/HX6pSqZSiaMGCBWvWrGlpaSmVSkeOHDl58uT7p0/X1dUNbtbT3X348OH29vaJ7u611147ffp0KnbMrVQqpdLpNWvWXHXVVZlMpre399DBg52dncViMZvNDm62Z/furVu3OlgHACDqYHwWbw9Nt1z+KXZ79+6NB0++UPjOd74T32D58uXXXnttpVL50Y9+FGJnL6dTqbfeeuuaa66Z6B7PnDkTv5Quk8n8D3/2Z/ENVq9eHUI4ceLEYz//+WD+ZbPZp5588hvf/OZEd/fqzp2pC8Ns3fr1t99+e/w7A7/Fjh073nzjjcFvZrPZV155ZevWrT6bAADTin90Z1rm3LrvhcWfvyJzyUvFYvzh1VdfPfJfTjL5ta99rRDbOJVKvfbaaxPd3cmTJzOxEy+jKLpjlJtbtra23nzzzVEUDX6nUqmcOHFionvMFwrxh4VicUjRDdq6dWulUhl8mEgk3nzzTR9PAABRB+PIuWTuiuy/u7s7frvLfD5/6623jrZxIpH4whe+UIx13funT8craDxe3rFjcI/VarWltXXFilHnsF9/ww2tbW2DNzfKZrM7XprYBYdRFMUvFszn8/fff/8Y23/py18uxCIwf/58d3e3zykAgKiDC6WbwrJvXdmcG3DgwIF41C1fsWLsO/4vWbIkfv/YVCrV29s7oT2e6uoa/LpYLI7RkANuvfXWqFwefNh1+vSEdnfs2LH4RXFNzc1Lly4dY/uGhoZEbPtMJvPeu+/6wAIATK//mrYEXOGcu0JzC0aUz+fjt0hpbm6+6FPizRMSieKFZ29eVLlcTn54+mW1Wr3oHPP58+dXYwcDJ3pg8Pz58xP9BeM3Ak0mk0PO3gQAQNQh56bR4eIht3Ysx46JjSp2pC4RwkQndF+wdSJRLpfHPjY4rh9pjN0lEiH2E46nCasX/K5Vd78EABB1zHm5laHloVC3elrl3ID6+vpKpTJ4Bub5/v5xNF013kjxGQDjET/bMxFCPp+Pzy0YbsixxPjTx6OhoSFeof0T/wXr6+t9hAEAphX/6M7lzbn2fxs6/l2oXzsNiy6E0N7eHm+Yzs7OsbevVCpDDnw1NjZOaI8LFy0a/DqTyezfv3/s7ffv3x8fU75w4cIJ7W7ZsmXxY31nz5y56MG6+Nme5XL5EibjAQAg6phdOTeNNTc3x2cGVKvVs2fPjrH9rl27srGzJec1NEz09MtNmzYNZmQymdy9e/fY2+/atWtwF5VKZdOmTRP7g08m49WayWR27tw5xvYHDx6Mnw6aTKUWLFjg4wwAIOqYSxq3ho5/P/1zblA61jDpdPr3v/vdaFseO3bs5ZdfHkyscrm8ZcuWie6uo6MjPjMgEcLrr78+2sa//vWv48lYLpc7Ojom3Nex0zuTyeQfXnmlp6dnxC3Pnz//5JNPDl5EV61WN2zY4BMNACDqmEs5t/q7Ydm3Q27FDPqph5xeePz48REns/X29v7yl7+sy300gKFUKm3evHmiu0ulUvGL6FKp1PPPPTfilq+99tqpkycHL6KrVJojEHsAACAASURBVCp/dMst8VMxx2n16tXxh3V1dU888cSIWz711FO52CWChULhohMXAAAQdcyunMssnnE/+9VXXx2/zCyXyz3yyCMHDhwYstmvfvWreNEN1NGl7XH5hdPGM5nMo48+OuQul+Vy+YXnn49/p1Qqbdy48RJ2d8011wx58e6zZ/fu3Ttks4MHD5648JLC9Ji35QQA4EpJxC+wYZp6+1/PmB918faw4I6QapzR6/3Yz3/e1dUVPwgWRVGlWm2cPz+by507d+58f38ul4tfPlcqlT55221XX331Jeyur6/v4Ycfzl1428xisZhKpxsbG6MoOtfbG0IYcl/NBQsXbt++/dJ+waeffvrAe+/FL5YrVyrlKJrf2JjL5fr6+vr7+9Op1JAVuHnr1o997GP+HAEARB2zNOoWbw8L7wnJ3OxY8mefffbQwYPjvOtJFEXXbdly0003XfLuSqXS//f3f5/LjXf1isXiN775zcmMjPvDH/6wZ/fucb5CpVK5qqPjrrvu8rcIADANOf2SWuTcuu+FxZ+fNUUXQrjzzjvjt8EcQ7lSWbN27WSKLoSQyWSWLV8+zo0LxeKDX/ziJIeA33jjjZXx/YNOpVJZsnSpogMAEHXMOummsOxbYf3/M8tybtB999+fTqdLpdJoG1Sr1XyhsGrVqjvuuGPyu9u2bVv7VVcVi8Xy6IPjSqVSsVi8/fbbJzqebkQPPPBArq4un8+Pdri+Wq0WCoXly5ffe++9Pu8AANOW0y9ngul2+mW6KSz9cph/8/QcIF5bBw8efPo3v6lWq/Er0CqVSqFYvOmmmyZ5gG5EL7zwwp49ezLp9OCNLkMI5XI5JBL33nvv0qVLa77Hn/3sZ12nTmUymfjppsViccHChV/84hf9/QEAiDpmUdTNpZyL6+3tPXTo0NmzZ6uVSjaXa2lpWbFiRWbK7gZZLpdPnz599OjRvr6+VCrV1NS0ZMmSlpaWiU42H7/+/v6DBw+eOXOmUi5nstmB3TU2NvrjAwAQdcyWqMutDC0PzZQB4gAAMHekLQFyDgAARB1ybparVqvnz5+Poqiurm7IyLgpUi6X+/v70+l0fX395fkF8/l8qVS6bL8gAACijinTuDUseSBkFluJzs7OV15+uev06WKhED68pq1arTYvWLB58+aNGzfWfI+vv/76a6+91tvTU6lUBnZYDSGZSLQtW3bzzTe3trbWfI/PPffcvn37Cvn84O5CtZrNZlevWXPbbbdN3YV8AADUhGvqZoLLeU2dnAshhFAoFJ599tlDhw6lU6l0euR/+6hUKqVSKZvN3nDjjRs3bozfrPIS7Ny589VXX41KpUw2mxplBl2pVCqXywsWLLj1E59YsWLFZHZXqVSeffbZd999d6DfRiy3arVaKpXS6fTHrrtu06ZN45+NDgCAqONKRJ2c+9CuXbteevHFurq68T8lXyg8+OCDixdf4uo98g//cP78+fHPEy+Xy5s2b966deul7W7fvn3PPPNM3UQiLZ/Pf3779mXLlvl4AABMN4aPE8Li7WHd98Kybyu6EMIbb7zxh1demVDRhRDqcrlf/OIXl7bHxx9/vFAojL/oQgipVGrXq6++//77l7C7/fv3PzvBogsh1NXV/epXv/LxAACYhhypmwmm7kjd4u1h4T0h6bS6Dxw8ePDJJ54Yfp5huVKJSqVqtZpIJKrVajKZHDKqO4RQrVbLlcqXv/zl+fPnj3+PTz7xxJEjR4ac4VmtVsvlcrlcHvg6JBKpZDKdTg/ZY6FQuKqj4zOf+cz4d3fy5Mmf/bf/NjxZP/gFQ0h8eAlfKpUackLpwNmYn7777lWrVvmoAACIOq501Mm5YU6fPv3oo48OOYRVKBTali277rrr2tvbB5uqXC6/+OKLe/fuHX68q3nBgvvuu2+ce/zlL3/5/unTQ76Zz+c3bd58/fXXz5s3b/Cb58+ff+KJJ053dQ2feH7DjTdu3rx5PLuLougH3//+iEV32223rV69evBoYaVSOX78+DPPPFOtVIZsXCgUHvrTP43/bAAAiDouY9Slm8LSL4f5N4eEM2+H+vGPf1yOoiEBc+snPjHaLS4LhcLTTz/defx4/DhboVD49ne+M57dnTt37icPPzzkqGCpVLrv/vuXLFky4lMOHDjwzDPPpC88gJbN5b7yla+MZ4+7d+/e9eqr8e8Ui8WW1tZt27aNeDOYarX6zDPPHHjvvSEluf7qq//oj/7IBwYAYJrwX/ZzRropLPtWWP03ofHjim7EXioWChc0W7H4xS99aYyhBblcbtu2bevWr49iKZjOZF577bXx7PHFF1+MF12xWNxw7bXf/Na3Riu6EMKqVau+8Y1vDOnA3p6e6MIWHSPq4g/zhcK9n//89u3bR7u9ZyKR+NSnPnXdli2lUin+/TfeeMMHBgBA1HEZ5VbKuYt66623hlxCdvvtty9cuPCiT7zttttaWloGH6aSyR0vvTSePR4+fDj+cMnSpeO8m+UXv/SlfD4/+DCbze7cuXM8Tzx//nz84datW9va2i76rJtvvnnd+vXxQ/rlcrky7LRMAABEHVOTc+3/NnT8Ozl3UadOnYo/jMrlq6++epzP/eNt2wrFYrx5jh8/ftFnlS58yk033TTO3aVSqa0f//hgViUSibfffvuiz+rs7Iyft1koFq+77rpx7vH222+PR10mnX7nnXd8ZgAARB2XJefq11qM8SjEjn1Vq9VNmzaN/7mpVGr16tUfrX0ut2/fvrGfEkVRfIZBqVRauXLl+Pd4/fXXl2KnXPb39w85Q3K4ffv2xU+z7OjomNAQhc0f+9hg1yWTSVEHACDqmDLzrpVzlyB+PmG5XO7o6JjQ01euXBl/hRMnToy9/ZkzZ1KxxMpNcCzeQHl+VJXJ5JkzZ8bePv4jlcvl5cuXT2h3HR0d8V9w+E07AQAQdUxa49aw+rth5f8s5ybq/Pnzidhhq3K5vHTp0gm9wpo1a+J3Kzl7scTas2dPMjZ0rr29faI/c/wKwHQ6vWfPnrEL8ExsUnmpVFq/fv2Edrd48eL4scFCoTAwRg8AgCsubQlmSc4teSBkFluJS/Puu+9mYsfNmhcsmNCpiSGETCZTiR06SyQSPT09TU1No21/9OjR+NS7devWTfRnnjdv3uBVeYlE4tjRo2NsfOzYsRBryLr6+mw2O6HdJRKJ+OjzTCZz7ty55uZmHx4AgCvOkboZbsGnwurvhmXfVnSTjLrBiqtWq6tWrbqEF4kfOstkMmOcgdnf35+P3YgyiqJly5ZNdHeLFy2KP8wXCmNcVvfOO+9kP5w1V61WV6xYcQm/YHxaXSqV6u7u9skBABB1TMLi7WHd90LLV+Tc5J06eTKeWJs3b76EF2mYN2/w60QicTL2mkMcOXJkyIGy0SbFjfX+XzjOLpvJnD17dow9Dh5nq1Qq47+xZ9yQ43K9PT0+OQAAoo5J5Nziz4dkzmLURPzysEq1Wl9ffwkvMn/+/PjDc729YyRW/PTOiZ7qOWDIDL3kmPdKiU+oq1QqE71LygfV2tBwwWvG7hcKAICoYxzSTXJuKpRKpUs4UDbcosUXHDI9HbsxyRBDxo43XFiD49Ta2lqMTboLo99ys6enJ35TlnKlcmkZGZ+xHkLIXzjKHACAKxYKlmBm5NzSL4f5NxsgPhWiKBoSdbt27Rrj1o6JRKKtrW34VXDLli3bF5veNlrzRFFULBTqYjMMqtXqzp074yMK4lKp1Nq1a+cPC7958+bF730SRh8z0NnZGT/bM3GxX7C+vv7aa68dMSMrsSCM3wwTAABRx5hW/42cmzpD8iaTTu/8wx8SF/ZSXLVa/UO5vGbt2rvuuiv+/aampngfxqe6xfX29g45UJY/f37Xq6+OtsdqtfrSiy+uXrPm7rvvHt51UezmKOf6+kZ8hSF3NMlms2P/gpVK5bnnnrv33nvb2tqG/IKlUimXyw3+YD48AADTgVSYCRTdVBoSJ8lkMpVKJUeXSqWy2ez+ffuiCw9VNTc3X/CdRCIa6VjWqVOnhtwlJZVKjbHHVCpVV1d37OjR119/fchLtbe3x3/4wigXuZ3u6rrg05RIjP0LptPpbCbz2GOP9V1YifPmzYtP80slfSwBAEQdTIdkHv2Y1RhSqVShUBjyncbGxo9edpQnRpd01mIikRh+H5QtW7bEL6sb7dDZpZ0nmc1k+vv7h3yzrbXVBwYAQNTB9JLJZAqFwoROJqxWq6lUasjdIEMId99zT75QqFQqURQ1NTePeP+VtWvXVqrVMWbKDVculwuFwvBBC42Njddu3FgoFiuVSrFYvPqaa0Z8+vXXX5+f4C9YKBTmNzYuXjx0WsYdd94ZEolSqVQul7M5d+sBAJgWEi6MgRDCiy+8kL/wyNsYFixYsGXLlhH/p1Kp9Pbbby9evHjIBWlDnDhx4u233x7turu4ZDJ51VVXdXR0jLZBd3f3sWPH1q9fP/Y9PPfu3Xv69Onx/L1ns9nrr79+jLkOnZ2dpVKpvb3dxwYAQNQBAAAwKU6/BAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAMwmaUsAAIxX6VQo91kGmMHqVlkDUQcAzBnVKPS8GM7+JvS/GU4+bD1g9lh4d8gsDa1fC813hFSD9ZjpEtVq1SoAAB8p94Vzr4ZTj4Sj37MYMCcCr+0bYeE9IbPUYog6AGDm59x7fz2k5fqyt/TM+2IptTxKtlYT88qpRdYJZqpqlC53Jqt9uejtuuKuxvyv0pWuj/7XhuvCtf81NHzMOok6AGBm5tyR/zMc+A+D3zgz7+u99dvymS0h4WINmLWypbfm559c0P/wR3XX8tWw+rsuvRN1AMDMUY3CqUfC/n8Tip0hhCi55ETzd/vq7rAwMKekoyOt3f9rQ/H5Dx6v+Iuw+rsutxN1AMBMKLo928KZpwZy7lTTX/XWbXNoDuasuuIrrd3/MRe9FUII2bZww/MO2Yk6AGAaK50KL183cICua/6fvz//f5RzQAihIf/fW7v/+oMTMj/2y7Doc9ZE1AEA00/378Ornxz48tDiH+ezN1kSYFCq/P7K9//sg0N2q/5j6Pj31kTUAQDTyfv/HPbcG0KIkksOLnnMDS2BEVSjFe9/+4Or7BbeHa570pJMW0lLAABzS9+egaLry97y3tInFR0wskT66OK/75r/5yGEcOapcPB/syTT971ypA4A5pAPr6Pry95ydNF/cREdcFGLev/vJef+rxBcXyfqAIArrhqFV24KfbuddQlMyIrTf/bBeZj/6j33w5yGnH4JAHPGnm2hb3cI4dDif1B0wPgdXfRfCulrQghh5y2h3GdBRB0AcCV0/35gHt3Rhf9vlF5pPYAJSKSPLPr7KLkkFDvDe39tPUQdAHDZVaPwzv8UQuipu7ev7g7rAUxUObXoRPN3Qwjh6PdC/oAFEXUAwOV16pGBEy+7Gv8XiwFcmr66Oz44CdPBOlEHAFxW1Sjs/zchhK75f+7ES2AyTjT/hxBCOPlw6NtjNUQdAHC5nHokFDtDCGcavmkxgMnIZ2/qy94SQghvfM1qiDoA4HI59DchhK75f15NzrMYwCSdaP4/Qgihb3conbIaog4AmHqlUwNX03XPe8hiAJMXpVdGySUhhHDmSash6gCAqXfyH0IIhfQ1BtMBtXJ23ldDCKHzB5ZC1AEAU+/0z0IIvXWfsRJArZyruyeEEM48ZRC5qAMApli5b2Dg+Af/BQZQC8XMNR+cgdn9362GqAMAptK5V0MIUXJJMXONxQBqqLduWwghnPivlkLUAQBTqXAwhNCf/VdWAqitfHZLCMENMEUdADDFTv8ihFBMr7ESQG0V0leHEAZO8EbUAQBTq5TusAhAbVUSDRZB1AEAADNVlGr74Kv8Aash6gCAKXPy4TB4lhRADSXS1kDUAQCXibOkAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AGBaW3h3CKG+tNNKAIg6AGAGyiy1BsBUSEdHPvgqt9JqiDoAYGqlKt0WAZgqibQ1EHUAwJRpujWEUFf8g5UAaisX7Q8hhIbrLIWoAwCmUmZRCCEX7bMSQI3/36V8OIQQGjZZClEHAEylhfeEEHLRW6ny+xYDqKHm/kdC+OB0AEQdAPD/s3dvwXGdh2HHv3PO7uJGAAQJggBBgpIIWqR1oyyKdCXHoj0cc2Sr7mjkuPElnkknkxlnWj80L33IdOxJH/KSlzrT5qkPSepUnWoqW/bYY2lEyZZMyTQlU6ZwIXg1byBIgFjcF7t7Th+OgrC0ouhCSgTx+z2syAVwcPbbhcg/v7Pfd8MU14VSdwihefFlgwFcL0l9oqE2HEIIXf/WaIg6AOAG2/DNEELb3FNGArhe3vp3olK3JXZFHQBw43U+HkJoWTwQpXMGA7gu3vp3og3fNBSiDgC48Vruyf/bvHjQYAAfXJTOtSweCOGtfzNC1AEAN17vt0IIndN/FbKawQA+oI7Z/xFCCKXupX8zQtQBADfY5j8PITTUhlsXfmwwgA8iqU90znw3hBC2/JXREHUAwIeluC7c9p0QwrqpvzRZB3wQ66b+SwghtNwb1n3ZaIg6AOBDtPHPQgiF9PLquf9lMID3p1A727bwoxBC2PrfQlQwIKIOAPgQJS1h+/8MIXRN/YWNyIH3I6utL/95CCG03BvaHzYeog4A+NCt+3K+Efnmy//aRZjAe/5fyNRfvrXo5fa/NxqiDgD4KESFsPONEEIhvdw78ce6Dnj3Vs/+fcfc34UQQv93LXop6gCAj05xXdjxUgihZfHAmpm/MR7Au9G4eKhr6i9CCKH3W6H33xsQUQcAfKTaH85Xwuyc+e6a6b82HsA7K1WHN1z5VgghdOy1jcFNK8qyzCgAwMoy+NUw9g8hhCvNf3ip7T9ZxQ54Wy0LL/Ze+ZMQQih1h13HQtJiTG5OZuoAYOXZ9rf5fF3H3N/1Tvyx9TCBa2W1NdN//VbRdewNO99QdDczM3UAsFKNfS8Mfi2EUIs7f7v2yVphoyEBQghROrfhyp++tdZl11fCtr81ny/qAICbVfnlMPClsDgaQphq/MLl1v8o7WBFy2prZv6mc+a7b/32tu+Ezf/ZqIg6AODmVr0UBr8arjyX/+7yqv9wpeXfZXGzgYGVlnOtCz9eN/WXhfRyCCGUusPH/49NxkUdALB8lF8OI38aZt/If3el+Q+nmx5dKN7nmiu45ZWqw6sWnl099w//lHNb/iqs+7Iff1EHACxDY98Lx/8svxozN1v6V5Mtf1QpbHFZJtxKkvpEsX6ydf7Hb20pvuS274SNf2ZNFFEHACxnWS1MvRou/e9w7r9e85Fa3DlX2m2EYFlrqB1rqA1fe2/H3tD9R2Htv5Fzog4AuLXqbm4wXP6/4fx/v3ruDrh19H4rrNkX2h/RcqIOAFgBgVc5G+YGQm3SYMCy1/ZQKK4TcqIOAACAm0JsCAAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAADATaFgCG4ZURQZBAAArpcsywyCqOPD/akb/hODAAAAK43LLwEAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAgOsiyrLMKAAAACxTZuoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDquvyiKrr6t1WrX3M7Ozl5ze82X3KCDOB/nc6ueT85Qv7+DfJgP7XcPsmS5P5CVdj7v/EPnubjJf+j8b3CZng/LIwSyLDMKAAAAy5SZOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAgOugYAhuDVEUGQQAAK6jLMsMwvJoAU8VAADA8uXySwAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAg8rG6AAAIABJREFUAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAESdIQAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAAC3lIIhgOUriiKDAMCHIMsygwCiDrgBf8QO/4lBAABY4Vx+CQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAXBdRlmVGAQAAYJkyUwcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6WOmiKHrn21qtds3t7OzsNbfv4yDX8VC3wPnc0IfmfP65gyx9yXV8LB/ty3ilnY/nYjmejz924eb9O2GWZUYBAABgmTJTBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDpY6aIoeufbWq12ze3s7Ow1t+/jINfxULfA+dzQh+Z8/rmDLH3JdXwsH+3LeKWdj+diOZ6PP3bh5v07YZZlRgEAAGCZMlMHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAuJkUDAEsU1EUGQQAPhxZlhkEuHn/WuhHFAAAYPly+SUAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAgPevYAh4T7IsW1xcrFarlUplfn5+ZmamXC7Pzc1Vq9VarZZlWaFQKJVKpVKpvb29o6OjVCo1NDQ0NjYWCoU49o8IAAAg6viIVKvV8fHxixcvnjx5cmJiYn5+PkmSd+i0LMvSNE3TtFgsdnd3r1+/fsOGDZ2dnU1NTQYTAACulyjLMqPAO5ufny+XyydOnBgaGpqfny8Wi1d/NE3TPOH+6VUVRflt/ov8c7Isi+P49ttv/9jHPtbd3d3Y2GhgAQBA1HGjZFk2Pz8/OTl5+PDhM2fO1Gq1KIriOM7n37IsS5KkqampVCq1tLTkV1cmSRJFUb1er1ar1Wp1dnZ2bm4uv1YzukqtVisWi2vWrLn77rv7+vqampqW2g8AABB1XAf1ev3UqVMHDhwol8uFQiGKovxCyiiKenp6du7c2dPTkyTJuzxamqbnzp07evToiRMnqtVqHMf5RZu1Wm316tV33XXX1q1bm5ubDTsAAIg6PqjZ2dmhoaHh4eHJyck8ver1ekNDw9q1az/2sY9t3bq1VCq974PXarXz588PDg6eOXOmUqnkdZcf//777+/v729tbTVrBwAAoo73I8uycrn805/+dHx8PEmSNE3z3PrMZz6zZcuW6/7tpqenf/KTn4yNjcVxnCRJrVYrFAqf/exnt2zZousAAEDU8Z6Nj4/v379/bGysUCjkRbdjx46dO3c2NDTcoO+4uLj46quvDg4O1uv1JEnylVQeffTRDRs22PwAAABEHe/WwsLCqVOnfv7zn9fr9SzLsizr7u5+6KGHuru7P4TvPj8/f+DAgaGhoRBCfjXm9u3bH3744RsXkwAAIOq4dczMzDz//PNnzpwpFApZlq1ater3f//3P/ygmpqa+uUvfzk8PFwsFmu1Wl9f30MPPbRmzRpPEAAAvDMXua1o9Xr99ddfP3v2bLFYrNfrpVJp3759H8kUWVtb22c+85lNmzbVarUkSU6dOvXcc8/NzMx4jgAA4J2ZqVu5JicnDx06NDQ0lC+L0tXV9fnPf/6j3VqgUqn86le/Onz4cH5KbW1tX/ziF1tbWz1ZAAAg6vj/lMvlH/3oR+VyOY7jWq3W39//uc997iZZdvLIkSMvvvhivg9ea2vrvn37Ojs7PWUAACDqeMvCwsIzzzxz+fLlOI7TNN27d29/f//Ns5FAmqZHjx599dVX5+bmQghJkjz66KObNm3yxAEAwO/ynroVZ35+/pVXXrl06VIURbVa7ZFHHtm6detNtTVcHMfbtm370pe+1NDQkGfn/v37q9Wq5w4AAETdSpem6eDgYP4+unq9vmHDhm3btt2cp9rS0nLffffVarU4jqenp48ePWpWGQAARN1Kd/LkyQMHDuRzdHfdddcXvvCFm3mb73vuuWf79u35epg/+9nPXnnllTRNPYkAACDqVqhqtfqLX/yiWCxmWdbZ2blnz55SqXQzn3CpVNqzZ88nP/nJer0eRdFrr7129uxZzyMAAIi6laher7/22mtTU1P1ej3Lsk9/+tPL4wUax/fee29nZ2cURUmSvPzyyybrAABA1K1Ely5dev311wuFQgjh05/+dE9Pz3I580Kh8Hu/93v5ZN34+PiJEyc8mwAAIOpWnNOnT2dZlqZpd3f3xz/+8eV18p2dnZs2bUrTtFAoHDx4sF6ve0IBAEDUrSCVSuXNN9/M9y3Yu3fvTbWBwbtRKpV27969evXqEMLExMTIyIjnFAAARN0KMjk52dzcXCqV7r///tbW1uX4ELq6unbv3l2v15MkOXLkiOcUAAByBUOwEqxfv/4P/uAPlvuj2LhxY6lUyrJsfHw8TdObeTMGAAAQdbyTer1eLper1WqpVOro6MjvTNO0XC4vLi4Wi8XVq1cvNU+apnNzc7Ozsw0NDe3t7UvXXs7Ozs7MzCRJ0tbWlu9tkGVZuVyuVCpXf+bc3NyVK1dmZmaiKGpvb29vb29sbLz6ZKanp+fm5pIkaW9vLxaLc3Nz09PT15xwkiTNzc3Nzc3VarVcLmdZ1tTUtGrVqvf0qEulUn9///DwcJqmR44cuffee70SAABA1C1Lo6OjTz/9dBzHWZZ94xvfyOvowoULP/jBD/JP+OIXv9jb25v/+uLFi88///zU1FQI4Yknnujq6gohLCws/PjHP7506VKaptu2bduzZ0+SJFNTU08++WSapkmSfO1rX2tqahofH//pT39aLpfjOI6iqF6v9/T07N27d+kazjRNn3766ZmZmTRNd+7cuXv37mefffb8+fPXnHCapps3b37ssccOHz786quvhhDa2tq++tWvJknynh74nXfeOTg4GMfx66+/vn379mKx6MUAAMAK5wK2ZalSqeT7toUQXnrppSzL6vX60NBQCCFJkjRNZ2dn88+s1+tvvvnm5ORkkiRZlg0ODub35ythJklSLBaHhoZefPHFNE2X7qzX67Va7dChQ0899dT09HSec7VaLYqiCxcu5J+cH+f06dPT09NJkhQKhXz9kvwbZVmWn2EURVmW5fdPTU29+eabxWKxUChMTU2dPHnyvT7wtWvXdnd3hxBmZmYOHz7slQAAAGbqlmvU5VdXJkly6tSpS5cuJUly/PjxpYmv+fn5/BcTExPHjx8vFotZlhUKhRMnTjzyyCPXHK1YLA4ODt5+++1LV3KGEC5fvnzw4MFCoVCr1bq6uvbu3dvQ0PDss8+Ojo4+9NBD+XdfWFjI583yiiuXy1NTU4899liapjMzM9/73vdCCGmafuUrX8kXrhweHp6dnc1PslAoDA8P9/f3v6cH3tDQsGXLlgsXLsRxPDAw8MADDyy7lTwBAOD6MlO3LC0uLua/yOfQBgYGJicnq9Xq0p1Lvx4fH893dctv5+bmlnovl/dYkiQDAwNX33/58uW8l6Ioeuyxx1avXt3U1LRnz559+/atWbMm/5zR0dELFy7k55B/Zn6QOI6vXsUkv3QziqKzZ88WCoU0TfOdxC9duvQ+Hvu6deuiKIrj+HcfCwAAiDqWh5mZmTiO0zSt1WpJkhw9evTIkSP5rFoeVwsLC3mwDQwMFAqFer3e2dlZrVajKHr55Zfz6yFz9Xo9v5by1KlTZ8+eXbr/4sWL+ZTa2rVrGxsby+Xyc889t3///l//+tff//73X3zxxenp6SNHjlQqlXq93tfXVyqV4jg+cuTI3Nzc257zwsLCqVOnsiwrlUqrVq3Ksmx2dvZ33333L+rq6iqVSnlJvo8vBwAAUcdHbymcCoVCHMe1Wi3vsXwRyziOK5VKCGF6enpsbCyEkKbpnXfe2dTUlCTJsWPHrp4iy7LsE5/4RAghSZKre29prq+hoSGEcPny5eHh4dHR0dHR0YsXL7755ptnz5797W9/WygUQggPP/xwX19flmWVSuX48eNve84nTpyoVCppmm7atGnz5s21Wi2O41/84hdLb897lwqFQn4xZxzH72+uDwAARB0fsfzyyzRN29vb6/V6HMf5dFxbW1u+QkmeZOfPn1+aiDt69GitVsuXVLlmiZHbbrutv78//9DSnUv7FuRrrjQ0NDQ0NCwdLYqi8fHx/PrMLMteeOGFCxcu5Jdxvu3s2eLi4rlz5/J3342Ojp45cyavsvHx8fHx8ff68Nva2vIvX1oPBgAARB3LSf5esizL8qUgl960lk+X5Z8wOTl55MiR/BLKJEnyDbujKMqXS8l3OMg1NDTs2rWrWCzmi1jmd/b29uZleOXKlYGBgfb29i9/+csPPPBAmqZpmhYKhdOnT+cLXSZJcvHixdnZ2fytdGfOnLlm8i3LspGRkWPHjuWfMDc3l++PF0Ko1WpXr6X5Lq1bty5/mJOTk14MAACscFa/XJbyqytDCJ2dnb29vfnk2Nq1a7u6utI0jeN4fn5+eHh46X1xS9vKlcvl/K1311wk2dbW9uCDD7788stLUbdp06bu7u6LFy8WCoX9+/c3NTUVCoXp6el8SvCOO+44duxYkiTVarW9vT1fFmV+fr5er1cqlRMnTuS1uXS2g4OD+bvgmpqa8mtE0zSdmpoqFotjY2NjY2NXf/6/KJ+fLBQKZuoAAEDULUv1ej1fQLK1tXXLli35ZZYPPPBAvnVBXlYjIyNxHNfr9X379i3tHPDSSy/95je/iaLo9OnTpVJpadXKEMKdd96Zr5WSz6c1Njbu3bv34MGDw8PDSZIsLi4uLi7mq7Ps3r17YWEhy7Jqtdrd3f3EE0/kRzhz5swzzzwTRdHBgwcfffTRvOLiOJ6YmBgbG8uXrPz617++tGP4k08+OTExEUI4fvz4e4q6hoaGfKZuaRVQAABYsZJvf/vbRmHZqVarSZJs2rSpv7+/s7Ozo6Nj9erV9957bz4L19jYuHHjxqampubm5ttvv33Hjh1LX9jR0TE7O7tq1aru7u6+vr56vd7T07Nly5b8wsuNGzfW6/XGxsbNmzdv3ry5ubn5jjvuuO222yYnJ+v1eqlUuuOOOz7/+c+vX78+X6mlr69v165dzc3N+cGbm5sbGxujKOrq6urs7IzjuFQq9fX1rVu3bmFhob29/Z577unp6Vk6mTVr1szNzbW3t/f09HR1db37hz8/Pz80NJQX5s6dO70eAABYyaKrV7eHZeHSpUtPPfVUPg/5zW9+04AAALCSufxyWRoaGjp9+nQURXfddVdvb28IYWpq6pVXXonjePPmzVu3bg0hVKvViYmJwcHBsbGxLMs6Ojq2b9/e3d2dX/3461//+uLFi83NzTt27Fh6x92FCxeOHDmSL1vS2NjY29u7bt261tbW/C1zhw8fHh0d3bBhQ3d39+DgYKVS6e7u3r59e/42vPHx8TfeeCOKovvuu6+joyNN0wsXLgwMDExNTeXLcvb09PT397e0tHzwh58kSb5Gi1cCAACIumXp9ddfn56ezlehzKNudHT0xIkTWZZduXJl69at8/PzL7300tGjRwuFQv6Gt8nJyZGRkfvuu+/hhx+OouhXv/pVmqbVarW3t3cp6kZGRo4fP54nXAhhYGAgiqI9e/Zs27YthHDo0KFarXb+/Pm77rrrjTfeKBaLR48eXVhYePDBB0MIp06dGhwczLJs7dq1LS0tIyMjL7zwwtLb5yYnJ0+ePDk4OPjEE08s3fnB6ToAALClwS0oy7Kf/exnx44dKxQK+bYEURTVarVCoXD48OHXXnvtnVuo9o/yL3z++effdj/xKIqSJDl48ODp06ev+fKf//znL7zwQr42ZpZlDQ0N+RZ5k5OT12Vpk6u3y/N0AwCwwpmpuwVduXLl+PHjedHt2LHjU5/6VAhhYGBg//79hULh4MGDGzdufOcmvPvuuz/xiU8888wz5XI5juMXXnjhbVenzPfHO3DgQF9f39Kdk5OTw8PDxWKxWq0+8MADn/zkJ0MIly9fPnToUG9v73W5/DKPuiRJliYVAQBgxfJ34uUtv6hyZGTkwoULS3eOjo5mWZZlWRzHd999d35nX19fe3t7XkRDQ0P/4pFbW1sffPDBPJwqlcrvTtbleyeEECYmJq7eBDzfhTxPvl27dmVZVqlUmpubP/WpT91+++35XgjXJeryb+E1AADACmembhmLomhsbOy55557K9DjOO+l6enpKIrSNG1paVm9enX+0ZaWlp6enpGRkRDC+Pj4uzn+pk2benp6zp8/n6bpuXPnrvloPldWq9XiOH7mmWfyt/ZdHXWrVq2K47hcLv/whz+cmZnJP9rY2Lhv3773tCvd76pUKvmFl/k+5gAAsJKZ6FjG8rmy9B8tzYAtvdOsXq8v3bk0sRbe9QTX1e+sy5e4vMb69et37dqVpunMzMzw8PDSwfNptPy2VqvNzMzku6WHEGZmZmZnZz/gA5+ens4fwtIWeQAAIOpYljZt2vT4448//vjjV+/B3dLSkl97WalUpqen8zvn5ubGxsby3uvo6Hg3xXju3LlLly7lUfe2m4NHUXTnnXfmG5fn2wzkoZWX5Pz8fKVSWbVq1f3339/f39/Y2PiekvId5O/0y7JM1AEAgKhb3latWrVhw4YNGzZc3WmbN2/Or0vMsuyHP/xhvlHBs88+OzU1laZpXllL5TYxMXH+/Pn/1979/DSxvXEcn+mczlBqS9WhBqlRAgs1kUqTEm2QxB2JGja60/+QBSu3uKipJBDcaOIPoKCFthpLtU2dX2fu4twQv18VvReutPT9WpZSTvt0wSfPOc/Z2dn5/Pnz/oPNZrNYLC4tLalOYDqdvnLlyg8XkEgkstms53m6rqvEmEqlTNNUncOFhYU3b96MjIxIKdVpOsuyfpgP/5F6va5pmpTyd9IpAAAAcLJxpu5kJr2pqanl5WUhRKvVWlpaUo8bhiGlvHPnTjKZ/Lv8QqysrKjG2tDQkJqKaZpmtVqtVqtqI6UQYn5+/oDL5bLZbKVSqdVqaotmMpmcnZ198uRJEATtdrtYLIZhqLp5nufNzs4ecgBmEATNZlOFuuHhYcoNAACAPkenrifFYjHXdX3f39/TGI1GVVctFoupoHXz5s14PO55njoa53meZVm3b9+2bVvTtIGBAfUKvu+rA2+WZVmWFQSB67qu66rm27lz5+7du6cSnfqVWCxmWZYQYv9vxWKxmZkZ27Zd19V13TTNiYmJ+fn5oaEhz/PUeT91XV4+n7969eoh33u9XldNP8MwRkZG+DIAAACgz+mHny+Pbua67sePH4MgsG1bZbA/yfO8ZrPpeZ5t2wf0+v6RUqm0tramadrw8PCDBw8oMQAAAPoc2y9PONM0z58/f1x/PRqNqsbgEWbUWq2mrlL49sZzAAAAgFCHk8lxnNXV1e3t7S5vyZqmOTY2lsvlDn7ahw8fdnZ2dF2Px+OTk5PUFwAAACDUnfQCC9FsNhuNhpqSEobh/i12XUUdCPxlqHv79m0kEgmC4Pr1639+NykAAABAqMOfZhjG6OhouVzWNC0MQynl4a+J+y+YpvnL+wmklO/fv1czOX92xQIAAABAqMNJMzExUalUtra2wjAcHx+fm5vrxXcRhmG5XN7b2xNC2LZtWRaVBQAAAAh1fWFwcHBqampzc1MIUS6XO51OLyaiRqOxsrKiRqRcu3aNsgIAAAAKVxr0hTAMFxcX6/V6EARCCMMweu4tqCvvdF1PpVL3798/qgsSAAAAAEIdekOlUllcXBRCdOeglN+Pdo8ePUomkxQUAAAAUNh+2S9s285kMru7u7quSynVJMyeWLmu65FIRM1HSaVSJDoAAACAUNePLMuamZlZWFhQtxqYpjk9Pd39+zA9z9vY2KhWq5qmBUFw48YNSgkAAAAQ6vrU2bNn8/n8s2fPhBCO4ziOk8vlujnXBUFQKpWq1aqaj5LNZsfHx6kjAAAA8C3O1PUXx3GWlpbW19eFEL7vp9Np27a7drWtVmtra8s0Tdd1p6en8/l8Tx8IBAAAAAh1OAJBEKytrS0vL/fKAMkgCC5cuHD37l1qBwAAAHyP7Zd9xzCMycnJly9fdjqd/cZXt2X7/YVJKTVNy+VyFA4AAAD48T/PdOr6U7Vaffz4cafTEUKoSZjpdLobendSyk+fPnmeF4lEfN9PJBK3bt26dOkSJQMAAAAIdfgf7Xa7VCq9evUqGo36vp/JZObm5kzTPMYl+b7/4sWLYrEYjUallIODgw8fPoxEIhQLAAAA+Bn+Xe5f8Xi8UCicOnVKSimEePfu3fPnz13XPa71hGG4sbFRKpVU81BKWSgUSHQAAADAwejU9YXd3d2nT586jvP9jxzH+fr1qxAiDMMgCAYGBizLOpZFSim/fPmyvxIhRDwe//5ppmkWCoXR0VHKCgAAAGgMSukT9Xq9Vqv97MicEELTNF3X1T0Hvu8f29fxm5VomtZut79/zt7eXr1eJ9QBAAAAhLo+kkgd/UQxAAABJklEQVQkBgYGjnFr5RGyLCuRSFBTAAAAQGH7JQAAAAD0MKZQAAAAAEAPY/slfqFSqVQqFdd1fd8/qr6uYRiWZaXT6bGxMT5hAAAAgFCH/9CZM2fW19c3NzdbrZau64Zh6Lr+714qDEM12dKyrEwmc/nyZT5eAAAA4JA4U4ffIqV8/fr16upqs9kMw9AwDE3TfvMSuTAMpZQq0cXj8cnJyWw2q14BAAAAAKEOf1Sr1dre3m40GvV6vdlsuq7reZ6maf/XvlPfK8MwTNNMJpO2bZ8+ffrixYupVIrPEAAAACDUobsEQeA4TqPR6HQ6pmmmUql4PE4vDgAAACDUAQAAAAAOwpUGAAAAAECoAwAAAAAQ6gAAAAAAhDoAAAAAINQBAAAAALreX6CPf7VUrabnAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">32</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 hc y17f ff2 fs2 fc2 sc2 ls3 ws0">4.<span class="ff6 sc0 ls0"> <span class="_ _b"> </span><span class="ff5 sc2">Nasi pracownicy i współpracownicy <span class="_ _7"></span><span class="ff2"> </span></span></span></div><div class="t m0 x16 h39 y3a0 ffc fs4 fc2 sc0 ls0 ws0">Odpowiedzialna i prz<span class="_ _5"></span>yjazna organizacja </div><div class="t m0 x2 ha y1a5 ff2 fs4 fc2 sc2 ls0 ws0">4.1.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff2 sc2">Zatrudnienie w Grupie  </span></span></div><div class="t m0 x2 hd y3a1 ff7 fs0 fc0 sc0 ls0 ws0">GRI: 2-7; 401-1<span class="_ _1"></span> </div><div class="t m0 x2 hd y3a2 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3a3 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y21f ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3a4 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y3a5 ff5 fs0 fc0 sc0 ls0 ws0">Zatrudnienie  w<span class="_ _5"></span>  Grupie  kapit<span class="_ _1"></span>ałowej  Manga<span class="_ _1"></span>ta  Holdin<span class="_ _1"></span>g  na<span class="_ _5"></span> </div><div class="t m0 x2 h9 y303 ff5 fs0 fc0 sc0 ls0 ws0">koniec <span class="_ _13"> </span>2023 <span class="_ _2"> </span>roku <span class="_ _24"> </span>wynio<span class="_ _1"></span>sło <span class="_ _13"> </span>1.795 <span class="_ _13"> </span>osób. <span class="_ _13"> </span>Stanowi<span class="_ _1"></span> <span class="_ _13"> </span>to </div><div class="t m0 x2 h9 y3a6 ff5 fs0 fc0 sc0 ls0 ws0">nieznaczną <span class="_ _c"> </span>redukcję <span class="_ _c"> </span>o  p<span class="_ _1"></span>rawie <span class="_ _c"> </span>12% <span class="_ _c"> </span>w  stosun<span class="_ _5"></span>k<span class="_ _7"></span>u <span class="_ _c"> </span>do  r<span class="_ _1"></span>oku </div><div class="t m0 x2 h9 y3a7 ff5 fs0 fc0 sc0 ls0 ws0">2022, <span class="_ _10"> </span>na <span class="_ _f"> </span>koniec, <span class="_ _10"> </span>którego <span class="_ _20"> </span>zatrudnienie <span class="_ _20"> </span>wynosiło <span class="_ _10"> </span>2.032 </div><div class="t m0 x2 h9 y3a8 ff5 fs0 fc0 sc0 ls0 ws0">osób. <span class="_ _10"> </span>Redukcja <span class="_ _10"> </span>zatrudnienia<span class="_ _1"></span> <span class="_ _10"> </span>była <span class="_ _10"> </span>e<span class="_ _7"></span>fektem <span class="_ _10"> </span>wdrożony<span class="ff2">ch </span></div><div class="t m0 x2 h9 y3a9 ff5 fs0 fc0 sc0 ls0 ws0">projektów <span class="_ _c"> </span>optymalizacyjn<span class="_ _5"></span>ych  wd<span class="_ _1"></span>rożonych <span class="_ _c"> </span>we <span class="_ _c"> </span>wszystkich<span class="_ _5"></span> </div><div class="t m0 x2 h9 y3aa ff5 fs0 fc0 sc0 ls0 ws0">kluczowych <span class="_ _23"></span>spółkach <span class="_ _23"></span>Grupy. <span class="_ _23"></span>Optymalizacje <span class="_ _23"></span>zatrudnienia <span class="_ _23"></span>i </div><div class="t m0 x2 h9 y3ab ff5 fs0 fc0 sc0 ls0 ws0">dopasowanie do <span class="_ _1"></span>potrzeb rynkow<span class="_ _1"></span>ych umożliwiło zr<span class="_ _1"></span>ealizowanie w<span class="_ _1"></span>ysokich poziomó<span class="_ _5"></span>w wyników. <span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y3ac ff5 fs0 fc0 sc0 ls0 ws0">Połowę wszystkic<span class="_ _1"></span>h pracowników stanowi<span class="_ _1"></span>ą pracownicy<span class="_ _1"></span> w wieku od 30 do 50 lat (<span class="ff2 ls15">52<span class="_ _7"></span><span class="ls0">% w 2023 roku, </span>50<span class="ls23">% </span></span></div><div class="t m0 x2 h9 y27e ff2 fs0 fc0 sc0 ls0 ws0">w roku 2022<span class="ls24">) <span class="_ _5"></span><span class="ls0"> </span></span></div><div class="t m0 x2 h28 y3ad ff5 fs6 fc0 sc0 ls0 ws0">Struktura wiekowa zatrudni<span class="_ _7"></span>onych w Grupie [w oso<span class="_ _7"></span>bach oraz <span class="_ _7"></span>udział procentowy]:<span class="_ _e"></span><span class="ff2"> </span></div></div><div class="c x7a y3ae w35 h3d"><div class="t m0 x2a h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Stan na: </div></div><div class="c x1d y3ae w36 h3d"><div class="t m0 xf h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">do 30 lat </div></div><div class="c x1c y3ae w37 h3d"><div class="t m0 xf h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">30<span class="ls0">-50 lat </span></div></div><div class="c x7b y3ae w36 h3d"><div class="t m0 x28 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">pow. 50 lat </div></div><div class="c x7c y3ae w36 h3d"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c x7a y195 w35 h3d"><div class="t m0 x7d h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">31.12.2023<span class="sc1"> </span></div></div><div class="c x1d y195 w36 h3d"><div class="t m0 x77 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">262<span class="ls0"> </span></div></div><div class="c x1c y195 w37 h3d"><div class="t m0 x77 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">934<span class="ls0"> </span></div></div><div class="c x7b y195 w36 h3d"><div class="t m0 x4f h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">599<span class="ls0"> </span></div></div><div class="c x7c y195 w36 h3d"><div class="t m0 x50 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">1 <span class="ls1b">795</span> </div></div><div class="c x7a y112 w35 h44"><div class="t m0 x67 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1d y112 w36 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">15%<span class="ls0"> </span></div></div><div class="c x1c y112 w37 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">52%<span class="ls0"> </span></div></div><div class="c x7b y112 w36 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">33%<span class="ls0"> </span></div></div><div class="c x7c y112 w36 h44"><div class="t m0 x7e h28 y273 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y3af w35 h3d"><div class="t m0 x7d h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x1d y3af w36 h3d"><div class="t m0 x77 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">350<span class="ls0"> </span></div></div><div class="c x1c y3af w37 h3d"><div class="t m0 x50 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">1 013 </div></div><div class="c x7b y3af w36 h3d"><div class="t m0 x4f h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">669<span class="ls0"> </span></div></div><div class="c x7c y3af w36 h3d"><div class="t m0 x50 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">2 032 </div></div><div class="c x7a y3b0 w35 h44"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x1d y3b0 w36 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">17%<span class="sc1 ls0"> </span></div></div><div class="c x1c y3b0 w37 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">50%<span class="sc1 ls0"> </span></div></div><div class="c x7b y3b0 w36 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">33%<span class="sc1 ls0"> </span></div></div><div class="c x7c y3b0 w36 h44"><div class="t m0 x7e h28 y273 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y3b1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y3b2 ff5 fs0 fc0 sc0 ls0 ws0">Wśród <span class="_ _1c"></span>zatrudnionych <span class="_ _1c"></span>w <span class="_ _1c"></span>20<span class="ff2 ls1">23<span class="ls0"> <span class="_ _1c"></span>roku <span class="_ _1c"></span>zdecydowanie <span class="_ _e"></span>dominowali <span class="_ _1c"></span></span></span>mężczyźni, <span class="_ _e"></span>k<span class="_ _7"></span>tórzy <span class="_ _e"></span>stanowili <span class="_ _1c"></span>81% <span class="_ _23"></span>ogółu </div><div class="t m0 x2 h9 y3b3 ff5 fs0 fc0 sc0 ls0 ws0">pracujących. <span class="ff2">Zatr<span class="_ _1"></span>udnienie <span class="_ _1"></span>kobiet <span class="ff5">spadło</span> o 11,1% p<span class="_ _1"></span>rocent w sto<span class="_ _1"></span>sunku do roku<span class="_ _1"></span> <span class="ff5">poprzedzającego.</span> </span></div><div class="t m0 x2 h28 y3b4 ff5 fs6 fc0 sc0 ls0 ws0">Struktura zatrudnienia Holdin<span class="_ _7"></span>gu w podziale na płeć prze<span class="_ _7"></span>dstawia się następu<span class="_ _7"></span>jąco [w osobach]:<span class="_ _e"></span><span class="ff2"> </span></div></div><div class="c x7 y3b5 w38 h44"><div class="t m0 x76 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Zatrudnienie<span class="_ _7"></span> </div></div><div class="c x7f y3b5 w39 h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c x80 y3b5 w36 h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022 </div></div><div class="c x7 y3b6 w38 h3d"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Kobiety<span class="sc1"> </span></div></div><div class="c x7f y3b6 w39 h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">343<span class="ls0"> </span></div></div><div class="c x80 y3b6 w36 h3d"><div class="t m0 x4f h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">386<span class="sc1 ls0"> </span></div></div><div class="c x7 y3b7 w38 h44"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x7f y3b7 w39 h44"><div class="t m0 x50 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 452 </div></div><div class="c x80 y3b7 w36 h44"><div class="t m0 x50 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 646 </div></div><div class="c x7 y3b8 w38 h3d"><div class="t m0 x0 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">SUMA </div></div><div class="c x7f y3b8 w39 h3d"><div class="t m0 x50 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">1 795 </div></div><div class="c x80 y3b8 w36 h3d"><div class="t m0 x50 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2 032 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y3b9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y3ba ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x81 y39d w29 h52"><div class="t m0 x2f h2 y3bb ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x82 y3bc w3a h53"><div class="t m0 x53 h22 y3bd ff3 fs4 fcb sc0 ls21 ws0">1.795<span class="ls0"> </span></div><div class="t m0 x32 h22 y3be ff3 fs4 fcb sc0 ls0 ws0">wysoce wykwal<span class="_ _1"></span>ifikowanych </div><div class="t m0 x83 h22 y3bf ff4 fs4 fcb sc0 ls0 ws0">pracowników<span class="ff3">. </span></div></div><div class="c xd y1d9 w1a h18"><div class="t m0 x4 h5 y92 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div><div class="c xd y176 w1a h18"><div class="t m0 x4 h5 y92 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x0 yc w24 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">33</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y2f6 ff2 fs6 fc0 sc0 ls0 ws0">Struktura <span class="ff5">zatrudnionych w Gr<span class="_ _7"></span>upie [w podziale na płe<span class="_ _7"></span>ć oraz wiek]<span class="_ _7"></span>:</span> </div></div><div class="c x7a y2f7 w35 h44"><div class="t m0 x7e h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Zatrudnienie 20<span class="_ _7"></span>23 </div></div><div class="c x1d y2f7 w36 h44"><div class="t m0 xf h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">do 30 lat </div></div><div class="c x1c y2f7 w37 h44"><div class="t m0 xf h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">30<span class="ls0">-50 lat </span></div></div><div class="c x7b y2f7 w36 h44"><div class="t m0 x28 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">pow. 50 lat </div></div><div class="c x7c y2f7 w36 h44"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c x7a y3c0 w35 h3d"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Kobiety<span class="sc1"> </span></div></div><div class="c x1d y3c0 w36 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">55<span class="ls0"> </span></div></div><div class="c x1c y3c0 w37 h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">210<span class="ls0"> </span></div></div><div class="c x7b y3c0 w36 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">78<span class="ls0"> </span></div></div><div class="c x7c y3c0 w36 h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">343<span class="ls0"> </span></div></div><div class="c x7a y3c1 w35 h44"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x1d y3c1 w36 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">207<span class="ls0"> </span></div></div><div class="c x1c y3c1 w37 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">724<span class="ls0"> </span></div></div><div class="c x7b y3c1 w36 h44"><div class="t m0 x4f h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">521<span class="ls0"> </span></div></div><div class="c x7c y3c1 w36 h44"><div class="t m0 x50 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 452 </div></div><div class="c x7a y3c2 w35 h3d"><div class="t m0 x0 h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">SUMA </div></div><div class="c x1d y3c2 w36 h3d"><div class="t m0 x77 h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">262 </div></div><div class="c x1c y3c2 w37 h3d"><div class="t m0 x77 h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">934 </div></div><div class="c x7b y3c2 w36 h3d"><div class="t m0 x4f h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">599 </div></div><div class="c x7c y3c2 w36 h3d"><div class="t m0 x50 h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">1 795 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y3c3 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y3c4 ff5 fs6 fc0 sc0 ls0 ws0">Struktura zatrudnienia w Grup<span class="_ _7"></span>ie ze względu na płeć<span class="_ _7"></span><span class="ff2"> i rodzaje<span class="_ _7"></span> </span>pełnionych funkcji w 2<span class="_ _7"></span>02<span class="ff2">3 </span>r [ilośc<span class="_ _7"></span>iowo oraz %]<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x53 y3c5 w3b h3f"><div class="t m0 x29 h28 y2fa ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2"> </span></div></div><div class="c x85 y3c5 w3c h3f"><div class="t m0 x32 h28 y141 ff5 fs6 fc0 sc1 ls0 ws0">Wyższa kadra </div><div class="t m0 x37 h28 y280 ff5 fs6 fc0 sc1 ls0 ws0">menedżerska<span class="ff2"> </span></div></div><div class="c x86 y3c5 w3d h3f"><div class="t m0 x32 h28 y141 ff5 fs6 fc0 sc1 ls0 ws0">Średnia kadra </div><div class="t m0 x37 h28 y280 ff5 fs6 fc0 sc1 ls0 ws0">menedżerska<span class="ff2"> </span></div></div><div class="c x87 y3c5 w3c h3f"><div class="t m0 x88 h28 y141 ff2 fs6 fc0 sc1 ls0 ws0">Pracownicy <span class="_ _7"></span>- </div><div class="t m0 x4c h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">produkcja </div></div><div class="c x89 y3c5 w3d h3f"><div class="t m0 x88 h28 y141 ff2 fs6 fc0 sc1 ls0 ws0">Pracownicy <span class="_ _7"></span>- </div><div class="t m0 x8a h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">administracja </div></div><div class="c x8b y3c5 w3e h3f"><div class="t m0 xd h28 y2fa ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c x53 y3c6 w3b h3a"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Kobiety<span class="sc1"> </span></div></div><div class="c x85 y3c6 w3c h3a"><div class="t m0 x74 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">7 </div></div><div class="c x86 y3c6 w3d h3a"><div class="t m0 x3e h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">20<span class="ls0"> </span></div></div><div class="c x87 y3c6 w3c h3a"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">197<span class="ls0"> </span></div></div><div class="c x89 y3c6 w3d h3a"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">119<span class="ls0"> </span></div></div><div class="c x8b y3c6 w3e h3a"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">343<span class="ls0"> </span></div></div><div class="c x53 y3c7 w3b h3d"><div class="t m0 xd h28 y35a ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x85 y3c7 w3c h3d"><div class="t m0 x3e h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">34<span class="ls0"> </span></div></div><div class="c x86 y3c7 w3d h3d"><div class="t m0 x3e h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">91<span class="ls0"> </span></div></div><div class="c x87 y3c7 w3c h3d"><div class="t m0 x31 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">1 182 </div></div><div class="c x89 y3c7 w3d h3d"><div class="t m0 x39 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">145<span class="ls0"> </span></div></div><div class="c x8b y3c7 w3e h3d"><div class="t m0 x31 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">1 452 </div></div><div class="c x53 y3c8 w3b h54"><div class="t m0 x0 h28 y280 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="sc1"> </span></div></div><div class="c x85 y3c8 w3c h54"><div class="t m0 x4d h28 y280 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x86 y3c8 w3d h54"><div class="t m0 x4d h28 y280 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x87 y3c8 w3c h54"><div class="t m0 x4d h28 y280 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x89 y3c8 w3d h54"><div class="t m0 x4d h28 y280 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x8b y3c8 w3e h54"><div class="t m0 x72 h28 y280 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x53 y3c9 w3b h44"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Kobiety<span class="sc1"> </span></div></div><div class="c x85 y3c9 w3c h44"><div class="t m0 x50 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">0<span class="ls1c">,4</span>% </div></div><div class="c x86 y3c9 w3d h44"><div class="t m0 x4f h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">1%<span class="ls0"> </span></div></div><div class="c x87 y3c9 w3c h44"><div class="t m0 x63 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">11%<span class="ls0"> </span></div></div><div class="c x89 y3c9 w3d h44"><div class="t m0 x4f h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">7%<span class="ls0"> </span></div></div><div class="c x8b y3c9 w3e h44"><div class="t m0 x63 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">19%<span class="ls0"> </span></div></div><div class="c x53 y3ca w3b h3d"><div class="t m0 xd h28 y35a ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2 sc1"> </span></div></div><div class="c x85 y3ca w3c h3d"><div class="t m0 x4f h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">2%<span class="ls0"> </span></div></div><div class="c x86 y3ca w3d h3d"><div class="t m0 x4f h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">5%<span class="ls0"> </span></div></div><div class="c x87 y3ca w3c h3d"><div class="t m0 x63 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">66%<span class="ls0"> </span></div></div><div class="c x89 y3ca w3d h3d"><div class="t m0 x4f h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">8%<span class="ls0"> </span></div></div><div class="c x8b y3ca w3e h3d"><div class="t m0 x63 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">81%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y3cb ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y3cc ff5 fs0 fc0 sc0 ls0 ws0">Mając <span class="_ _7"></span>świadomość,<span class="_ _1"></span> <span class="_ _7"></span>jak <span class="_ _7"></span>istotna <span class="_ _7"></span>dla pr<span class="_ _7"></span>acowników<span class="_ _5"></span> <span class="_ _e"></span>jest stabilizacja zawodowa <span class="_ _7"></span>poszczególne Spółki <span class="_ _7"></span>Grupy </div><div class="t m0 x2 h9 y3cd ff5 fs0 fc0 sc0 ls0 ws0">zatrudniają  p<span class="_ _5"></span>racowników  na <span class="_ _31"> </span>podstawie <span class="_ _c"> </span>umowy  o  p<span class="_ _5"></span>racę.  Większość  p<span class="_ _5"></span>racowników  zatrudnio<span class="_ _5"></span>na  jest </div><div class="t m0 x2 h9 y3ce ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">oparciu <span class="_ _1c"></span>o <span class="_ _1c"></span>umowę <span class="_ _1c"></span>na <span class="_ _23"></span>czas <span class="_ _1c"></span>nieokreślony. <span class="_ _1c"></span>Na <span class="_ _1c"></span>koniec <span class="_ _1c"></span>2023 <span class="_ _1c"></span>roku <span class="_ _23"></span>na <span class="_ _1c"></span>podstawie <span class="_ _1c"></span>tej <span class="_ _1c"></span>formy <span class="_ _23"></span>zatrudni<span class="_ _1"></span>enia </span></div><div class="t m0 x2 h9 yac ff5 fs0 fc0 sc0 ls0 ws0">pracowało <span class="_ _23"></span>prawie <span class="_ _23"></span>82,6% <span class="_ _15"></span>pracowników<span class="_ _5"></span>. <span class="_ _15"></span>Na <span class="_ _23"></span>podstawie <span class="_ _23"></span>umowy <span class="_ _15"></span>na <span class="_ _23"></span>czas <span class="_ _23"></span>określony <span class="_ _15"></span>zatrud<span class="_ _1"></span>nionych <span class="_ _23"></span>było </div><div class="t m0 x2 h9 y3cf ff5 fs0 fc0 sc0 ls0 ws0">około <span class="_ _23"></span>14% <span class="_ _23"></span>pr<span class="_ _7"></span>acowników. <span class="_ _1c"></span>W <span class="_ _15"></span>Grupie <span class="_ _23"></span>ten <span class="_ _23"></span>rodzaj <span class="_ _23"></span>umowy <span class="_ _15"></span>sto<span class="_ _1"></span>sowany <span class="_ _23"></span>jest <span class="_ _23"></span>na <span class="_ _15"></span>p<span class="_ _7"></span>oczątku <span class="_ _23"></span>zatrudnienia<span class="_ _1"></span> <span class="_ _23"></span>(po </div><div class="t m0 x2 h9 y3d0 ff5 fs0 fc0 sc0 ls0 ws0">okresie <span class="_ _1c"></span>próbnym), <span class="_ _e"></span>w <span class="_ _23"></span>przypadku <span class="_ _e"></span>zastępstw <span class="_ _1c"></span>lub <span class="_ _1c"></span>w <span class="_ _1c"></span>pr<span class="_ _7"></span>zypadk<span class="_ _1"></span>u, <span class="_ _1c"></span>gdy <span class="_ _1c"></span>pracownicy <span class="_ _1c"></span>zostali <span class="_ _e"></span>zatrudnieni <span class="_ _1c"></span>tylko </div><div class="t m0 x2 h9 y156 ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> <span class="ff5">czas <span class="_ _e"></span>niezbędny <span class="_ _e"></span>do <span class="_ _1c"></span>wykonania<span class="_ _1"></span> <span class="_ _1c"></span>zleconego <span class="_ _e"></span>zadania. <span class="_ _e"></span>Pozostali <span class="_ _e"></span>pracownicy <span class="_ _e"></span>to <span class="_ _e"></span>nowozatrudnione <span class="_ _e"></span>osoby </span></span></div><div class="t m0 x2 h9 y157 ff5 fs0 fc0 sc0 ls0 ws0">pracujące w oparci<span class="_ _1"></span>u o umow<span class="_ _1"></span>y na okres próbny.<span class="ff2"> </span></div><div class="t m0 x2 h28 y3d1 ff5 fs6 fc0 sc0 ls0 ws0">Wielkość <span class="_ _5"></span>za<span class="_ _7"></span>trudnienia w <span class="_ _5"></span>Grupie na <span class="_ _5"></span>koniec 202<span class="ff2">3 <span class="_ _1"></span>roku <span class="_ _1"></span><span class="ff5">ze <span class="_ _1"></span>względu na <span class="_ _5"></span>rodzaj umów <span class="_ _5"></span>będą<span class="_ _7"></span>cych po<span class="_ _1"></span>dstawą zatrudnienia </span></span></div><div class="t m0 x2 h28 y3d2 ff2 fs6 fc0 sc0 ls0 ws0">i w podziale na rodzaje fu<span class="_ _7"></span>nkcji [w osobach]<span class="_ _7"></span> </div></div><div class="c x79 y3d3 w3f h45"><div class="t m0 x21 h28 y281 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2"> </span></div></div><div class="c x8c y3d3 w40 h45"><div class="t m0 x32 h28 y27f ff5 fs6 fc0 sc1 ls0 ws0">Wyższa kadra </div><div class="t m0 x8a h28 y280 ff5 fs6 fc0 sc1 ls0 ws0">menedżerska<span class="ff2"> </span></div></div><div class="c x8d y3d3 w3e h45"><div class="t m0 x32 h28 y27f ff5 fs6 fc0 sc1 ls0 ws0">Średnia kadra </div><div class="t m0 x8a h28 y280 ff5 fs6 fc0 sc1 ls0 ws0">menedżerska<span class="ff2"> </span></div></div><div class="c x8e y3d3 w40 h45"><div class="t m0 x88 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">Pracownicy <span class="_ _7"></span>- </div><div class="t m0 x4c h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">produkcja </div></div><div class="c x8f y3d3 w3e h45"><div class="t m0 x88 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">Pracownicy <span class="_ _7"></span>- </div><div class="t m0 x8a h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">administracja </div></div><div class="c x90 y3d3 w3d h45"><div class="t m0 xd h28 y281 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c x79 y3d4 w3f h3f"><div class="t m0 x28 h28 y141 ff2 fs6 fc0 sc0 ls0 ws0">Umowy </div><div class="t m0 x28 h28 y280 ff5 fs6 fc0 sc0 ls0 ws0">na okres próbny<span class="ff2 sc1"> </span></div></div><div class="c x8c y3d4 w40 h3f"><div class="t m0 x74 h28 y2fa ff2 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8d y3d4 w3e h3f"><div class="t m0 x74 h28 y2fa ff2 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x8e y3d4 w40 h3f"><div class="t m0 x3e h28 y2fa ff2 fs6 fc0 sc0 ls1b ws0">35<span class="ls0"> </span></div></div><div class="c x8f y3d4 w3e h3f"><div class="t m0 x75 h28 y2fa ff2 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x90 y3d4 w3d h3f"><div class="t m0 x3e h28 y2fa ff2 fs6 fc0 sc0 ls1b ws0">38<span class="ls0"> </span></div></div><div class="c x79 y3d5 w3f h55"><div class="t m0 x28 h28 y3d6 ff2 fs6 fc0 sc0 ls0 ws0">Umowy  </div><div class="t m0 x28 h28 y280 ff5 fs6 fc0 sc0 ls0 ws0">na czas określony<span class="ff2"> </span></div></div><div class="c x8c y3d5 w40 h55"><div class="t m0 x74 h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c x8d y3d5 w3e h55"><div class="t m0 x74 h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">7 </div></div><div class="c x8e y3d5 w40 h55"><div class="t m0 x39 h28 y281 ff2 fs6 fc0 sc0 ls1b ws0">214<span class="ls0"> </span></div></div><div class="c x8f y3d5 w3e h55"><div class="t m0 x3e h28 y281 ff2 fs6 fc0 sc0 ls1b ws0">26<span class="ls0"> </span></div></div><div class="c x90 y3d5 w3d h55"><div class="t m0 x39 h28 y281 ff2 fs6 fc0 sc0 ls1b ws0">252<span class="ls0"> </span></div></div><div class="c x79 y3d7 w3f h45"><div class="t m0 x28 h28 y27f ff2 fs6 fc0 sc0 ls0 ws0">Umowy  </div><div class="t m0 x28 h28 y280 ff5 fs6 fc0 sc0 ls0 ws0">na czas nieokreślony<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x8c y3d7 w40 h45"><div class="t m0 x3e h28 y281 ff2 fs6 fc0 sc0 ls1b ws0">31<span class="ls0"> </span></div></div><div class="c x8d y3d7 w3e h45"><div class="t m0 x39 h28 y281 ff2 fs6 fc0 sc0 ls1b ws0">103<span class="ls0"> </span></div></div><div class="c x8e y3d7 w40 h45"><div class="t m0 x31 h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">1 118 </div></div><div class="c x8f y3d7 w3e h45"><div class="t m0 x39 h28 y281 ff2 fs6 fc0 sc0 ls1b ws0">231<span class="ls0"> </span></div></div><div class="c x90 y3d7 w3d h45"><div class="t m0 x31 h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">1 483 </div></div><div class="c x79 y3d8 w3f h3f"><div class="t m0 x28 h28 y141 ff2 fs6 fc0 sc0 ls0 ws0">Umowy </div><div class="t m0 x28 h28 y280 ff2 fs6 fc0 sc0 ls0 ws0">cywilno-prawne<span class="sc1"> </span></div></div><div class="c x8c y3d8 w40 h3f"><div class="t m0 x74 h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c x8d y3d8 w3e h3f"><div class="t m0 x74 h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8e y3d8 w40 h3f"><div class="t m0 x3e h28 y281 ff2 fs6 fc0 sc0 ls1b ws0">12<span class="ls0"> </span></div></div><div class="c x8f y3d8 w3e h3f"><div class="t m0 x75 h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c x90 y3d8 w3d h3f"><div class="t m0 x3e h28 y281 ff2 fs6 fc0 sc0 ls1b ws0">22<span class="ls0"> </span></div></div><div class="c x79 y3d9 w3f h44"><div class="t m0 x13 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Suma </div></div><div class="c x8c y3d9 w40 h44"><div class="t m0 x3e h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">41<span class="ls0"> </span></div></div><div class="c x8d y3d9 w3e h44"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">111 </div></div><div class="c x8e y3d9 w40 h44"><div class="t m0 x31 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">1 379 </div></div><div class="c x8f y3d9 w3e h44"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">264 </div></div><div class="c x90 y3d9 w3d h44"><div class="t m0 x31 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">1 795 </div></div><div class="c x3a yef w1a h27"><div class="t m0 x4 h5 y141 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x0 yc w6 h2d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">34</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x91 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _35"> </span>ramach <span class="_ _28"> </span>dobrych <span class="_ _35"> </span>praktyk <span class="_ _28"> </span>zarządzania </div><div class="t m0 x91 h9 yf0 ff5 fs0 fc0 sc0 ls0 ws0">zasobami <span class="_ _c"> </span>ludz<span class="_ _1"></span>kimi, <span class="_ _c"> </span>wprow<span class="_ _1"></span>adzono <span class="_ _c"> </span>rozwiązania<span class="_ _5"></span> </div><div class="t m0 x91 h9 yf1 ff5 fs0 fc0 sc0 ls0 ws0">mające <span class="_ _1f"> </span>na <span class="_ _1e"> </span>celu <span class="_ _1e"> </span>pozyskanie <span class="_ _1f"> </span>i <span class="_ _1e"> </span>utrzymanie </div><div class="t m0 x91 h9 yf2 ff5 fs0 fc0 sc0 ls0 ws0">pracowników. <span class="_ _c"> </span>Rozwiązania<span class="_ _5"></span>  te<span class="_ _1"></span> <span class="_ _c"> </span>są  d<span class="_ _5"></span>opasowane </div><div class="t m0 x91 h9 yf3 ff2 fs0 fc0 sc0 ls0 ws0">do <span class="_ _2b"> </span>lokalizacji, <span class="_ _2b"> </span>kultury <span class="_ _2b"> </span>organizacyjn<span class="_ _1"></span>ej <span class="_ _2b"> </span>oraz </div><div class="t m0 x91 h9 y95 ff5 fs0 fc0 sc0 ls0 ws0">specyfiki <span class="_ _35"> </span>każdej <span class="_ _36"> </span>Spółek<span class="ff2">. <span class="_ _36"> </span>W <span class="_ _36"> </span>roku <span class="_ _36"> </span>2023 </span></div><div class="t m0 x91 h9 yf4 ff2 fs0 fc0 sc0 ls0 ws0">zatrudniono <span class="_ _15"></span>234<span class="_ _1"></span> <span class="_ _15"> </span><span class="ff5">nowych <span class="_ _15"></span>pracowników,<span class="_ _1"></span> <span class="_ _15"> </span>a <span class="_ _15"> </span><span class="ff2">471 </span></span></div><div class="t m0 x91 h9 y3da ff5 fs0 fc0 sc0 ls0 ws0">zakończyło <span class="_ _2"> </span>współpracę, <span class="_ _2"> </span>znaczna <span class="_ _1d"> </span>część <span class="_ _13"> </span>tych </div><div class="t m0 x91 h9 y3db ff5 fs0 fc0 sc0 ls0 ws0">odejść <span class="_ _2b"> </span>podyktowana <span class="_ _1e"> </span>była <span class="_ _2b"> </span>wprowadzanymi </div><div class="t m0 x91 h9 y3dc ff2 fs0 fc0 sc0 ls0 ws0">projektami <span class="_ _e"></span>optymaliza<span class="_ _5"></span>cy<span class="_ _7"></span>jnymi <span class="_ _e"></span>w <span class="_ _e"></span>Grupie. <span class="_ _e"></span>Mimo </div><div class="t m0 x91 h9 y3dd ff5 fs0 fc0 sc0 ls0 ws0">niesprzyjających<span class="_ _5"></span> <span class="_ _37"> </span>warunków <span class="_ _38"> </span>rynkowych </div><div class="t m0 x91 h9 y3de ff5 fs0 fc0 sc0 ls0 ws0">związanych <span class="_ _1a"> </span>z <span class="_ _1a"> </span>pozyskiwaniem <span class="_ _1a"> </span>pracowników, </div><div class="t m0 x91 h9 y3df ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _0"> </span>była <span class="_ _2e"> </span>zdolna <span class="_ _0"> </span>zastąpić <span class="_ _0"> </span>każdego </div><div class="t m0 x2 h9 y1c ff5 fs0 fc0 sc0 ls0 ws0">odchodzącego now<span class="_ _5"></span>y<span class="_ _7"></span>m pracownikie<span class="_ _5"></span>m.<span class="_ _7"></span><span class="ff2">  </span></div><div class="t m0 x2 h9 y123 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y3e0 ff2 fs6 fc0 sc0 ls0 ws0">Pracownicy nowozatrud<span class="_ _7"></span>nieni w <span class="_ _7"></span><span class="ls1b">202</span>3 <span class="ff5">roku [w podzia<span class="_ _7"></span>le na płeć i grupę w<span class="_ _7"></span>iekową, ilościowo]<span class="_ _7"></span></span>:<span class="ff7 fs0 fc1">la <span class="_ _7"></span><span class="ff2">1 </span></span></div></div><div class="c x7a y3e1 w35 h44"><div class="t m0 x7e h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Zatrudnienie <span class="_ _7"></span>2023 </div></div><div class="c x1d y3e1 w36 h44"><div class="t m0 xf h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">do 30 lat </div></div><div class="c x1c y3e1 w37 h44"><div class="t m0 xf h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">30<span class="ls0">-50 lat </span></div></div><div class="c x7b y3e1 w36 h44"><div class="t m0 x28 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">pow. 50 lat </div></div><div class="c x7c y3e1 w36 h44"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c x7a y3e2 w35 h3d"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Kobiety<span class="sc1"> </span></div></div><div class="c x1d y3e2 w36 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">11<span class="ls0"> </span></div></div><div class="c x1c y3e2 w37 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">32<span class="ls0"> </span></div></div><div class="c x7b y3e2 w36 h3d"><div class="t m0 x92 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x7c y3e2 w36 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">46<span class="ls0"> </span></div></div><div class="c x7a y3e3 w35 h44"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x1d y3e3 w36 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">60<span class="ls0"> </span></div></div><div class="c x1c y3e3 w37 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">104<span class="ls0"> </span></div></div><div class="c x7b y3e3 w36 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">24<span class="ls0"> </span></div></div><div class="c x7c y3e3 w36 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">188<span class="ls0"> </span></div></div><div class="c x7a y1b9 w35 h3d"><div class="t m0 x0 h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">Suma </div></div><div class="c x1d y1b9 w36 h3d"><div class="t m0 x84 h28 y35a ff2 fs6 fc0 sc1 ls1a ws0">71<span class="ls0"> </span></div></div><div class="c x1c y1b9 w37 h3d"><div class="t m0 x77 h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">136 </div></div><div class="c x7b y1b9 w36 h3d"><div class="t m0 x84 h28 y35a ff2 fs6 fc0 sc1 ls1a ws0">27<span class="ls0"> </span></div></div><div class="c x7c y1b9 w36 h3d"><div class="t m0 x77 h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">234 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y3e4 ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y3e5 ff5 fs0 fc0 sc0 ls0 ws0">Osoby <span class="_ _24"> </span>nowozatrudnion<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _24"> </span>stanowiły <span class="_ _24"> </span>ponad <span class="_ _24"> </span>13% <span class="_ _24"> </span>łącznej <span class="_ _24"> </span>liczby <span class="_ _24"> </span>pracowników<span class="_ _5"></span> <span class="_ _1a"> </span>(w <span class="_ _24"> </span>tym <span class="_ _24"> </span>odsetek </div><div class="t m0 x2 h9 y3e6 ff5 fs0 fc0 sc0 ls0 ws0">nowozatrudnion<span class="_ _1"></span>ych <span class="_ _1"></span>kobiet <span class="_ _5"></span>wyniósł 13,4%<span class="_ _5"></span>,<span class="_ _7"></span> a <span class="_ _5"></span>mężczyzn <span class="_ _5"></span>12,9%). Wś<span class="_ _1"></span>ród <span class="_ _1"></span>przyczyn <span class="_ _5"></span>zakończenia <span class="_ _1"></span>współpracy<span class="_ _1"></span> </div><div class="t m0 x2 h9 y3e7 ff5 fs0 fc0 sc0 ls0 ws0">są <span class="_ _20"> </span>zarówno <span class="_ _10"> </span>odejścia <span class="_ _10"> </span>z <span class="_ _f"> </span>inicjatywy <span class="_ _10"> </span>pracownika <span class="_ _10"> </span>or<span class="_ _7"></span>az <span class="_ _10"> </span>odejścia <span class="_ _10"> </span>na <span class="_ _20"> </span>emeryturę, <span class="_ _10"> </span>aczkolwiek <span class="_ _20"> </span>głównym<span class="_ _1"></span> </div><div class="t m0 x2 h9 y3e8 ff5 fs0 fc0 sc0 ls0 ws0">czynnikiem  w<span class="_ _1"></span>pływającym <span class="_ _c"> </span>na  liczbę <span class="_ _c"> </span>odch<span class="_ _7"></span>odzącyc<span class="_ _1"></span>h  była  wcz<span class="_ _1"></span>eśniej  ws<span class="_ _5"></span>pomniana  optymal<span class="_ _1"></span>izacja  sta<span class="_ _1"></span>nu </div><div class="t m0 x2 h9 y3e9 ff5 fs0 fc0 sc0 ls0 ws0">zatrudnienia. W <span class="_ _7"></span>ro<span class="_ _7"></span>ku <span class="_ _7"></span>2023 wsk<span class="_ _7"></span>aźnik ro<span class="_ _7"></span>tacji <span class="_ _7"></span>całkowitej pracowników</div></div><div class="c x0 y0 w41 h0"><div class="t m0 x93 h56 y3ea ff2 fs8 fc0 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x94 h56 y3ea ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x95 h9 y3e9 ff5 fs0 fc0 sc0 ls0 ws0">wyniósł <span class="_ _7"></span>24,6%, <span class="_ _7"></span>przy <span class="_ _7"></span>czym <span class="_ _7"></span>ro<span class="_ _7"></span>tacja </div><div class="t m0 x2 h9 y3eb ff5 fs0 fc0 sc0 ls0 ws0">wynikająca <span class="_ _e"></span>z <span class="_ _e"></span>inicjatywy <span class="_ _e"></span>pracownika <span class="_ _e"></span>wyniosła <span class="_ _e"></span>11% <span class="_ _e"></span>czyli <span class="_ _e"></span>poniżej <span class="_ _e"></span>trendu <span class="_ _e"></span>rynkowego<span class="_ _1"></span>, <span class="_ _e"></span>który <span class="_ _1c"></span>wyniósł <span class="_ _7"></span>12%. </div><div class="t m0 x2 h9 y3ec ff5 fs0 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _23"></span>rotacji <span class="_ _15"></span>cał<span class="_ _5"></span>kowitej <span class="_ _15"></span>był <span class="_ _23"></span>nieco <span class="_ _23"></span>wyższy <span class="_ _15"></span>wśród<span class="_ _1"></span> <span class="_ _23"></span>kobiet <span class="_ _15"></span>(22<span class="_ _1"></span>,5%) <span class="_ _23"></span>niż <span class="_ _15"></span>u <span class="_ _23"></span>mężczyzn <span class="_ _23"></span>(25%). <span class="_ _23"></span>Naturalne </div><div class="t m0 x2 h9 y3ed ff5 fs0 fc0 sc0 ls0 ws0">odejścia <span class="_ _1c"></span>(przejście <span class="_ _1c"></span>na <span class="_ _23"></span>emerytury) <span class="_ _1c"></span>s<span class="_ _7"></span>tanowiły <span class="_ _1c"></span>prawie <span class="_ _1c"></span>12% <span class="_ _23"></span>ogółu <span class="_ _1c"></span>odejść <span class="_ _1c"></span>pracowników <span class="_ _1c"></span>z <span class="_ _23"></span>Grupy. <span class="_ _23"></span>Wedłu<span class="_ _1"></span>g </div><div class="t m0 x2 h9 y3ee ff5 fs0 fc0 sc0 ls0 ws0">benchmarków <span class="_ _15"></span>ryn<span class="_ _1"></span>kowych <span class="_ _15"></span>poziom <span class="_ _15"></span>rotacji <span class="_ _15"></span>pracow<span class="_ _1"></span>ników <span class="_ _15"></span>w <span class="_ _15"></span>Grupie<span class="_ _1"></span> <span class="_ _15"> </span>był <span class="_ _15"> </span>nieco <span class="_ _15"> </span>wyższy, <span class="_ _15"></span>głównie<span class="_ _1"></span> <span class="_ _15"> </span>z <span class="_ _15"> </span>uwagi </div><div class="t m0 x2 h9 y3ef ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> <span class="ff5">prowadzon<span class="_ _1"></span>e działania m<span class="_ _1"></span>ające na celu racj<span class="_ _1"></span>onalizację sta<span class="_ _5"></span>nu<span class="_ _7"></span> zatrudni<span class="_ _1"></span>enia w spółka<span class="_ _1"></span>ch</span></span></div></div><div class="c x0 y0 w41 h0"><div class="t m0 x96 h56 y1c5 ff2 fs8 fc0 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x97 h9 y3ef ff2 fs0 fc0 sc0 ls2 ws0">. <span class="ls0"> </span></div><div class="t m0 x2 h28 y3f0 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y3f1 ff2 fs6 fc0 sc0 ls0 ws0">Pracownicy, <span class="ff5">którzy z<span class="_ _7"></span>akończyli współpracę w <span class="_ _7"></span></span><span class="ls1b">2023</span> <span class="ff5">roku [<span class="_ _7"></span>w podziale na płe<span class="_ _7"></span>ć i grupę wiekową]<span class="_ _7"></span></span>: </div></div><div class="c x7a y3f2 w35 h3d"><div class="t m0 x98 h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c x1d y3f2 w36 h3d"><div class="t m0 xf h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">do 30 lat </div></div><div class="c x1c y3f2 w37 h3d"><div class="t m0 xf h28 y35a ff2 fs6 fc0 sc1 ls1a ws0">30<span class="ls0">-50 lat </span></div></div><div class="c x7b y3f2 w36 h3d"><div class="t m0 x28 h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">pow. 50 lat </div></div><div class="c x7c y3f2 w36 h3d"><div class="t m0 x14 h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c x7a y3f3 w35 h44"><div class="t m0 x13 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Kobiety </div></div><div class="c x1d y3f3 w36 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">17<span class="ls0"> </span></div></div><div class="c x1c y3f3 w37 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">44<span class="ls0"> </span></div></div><div class="c x7b y3f3 w36 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">21<span class="ls0"> </span></div></div><div class="c x7c y3f3 w36 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">82<span class="ls0"> </span></div></div><div class="c x7a y3f4 w35 h3d"><div class="t m0 xd h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">- z inicjatywy pracownika<span class="_ _7"></span> </div></div><div class="c x1d y3f4 w36 h3d"><div class="t m0 x92 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c x1c y3f4 w37 h3d"><div class="t m0 x84 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">22<span class="ls0"> </span></div></div><div class="c x7b y3f4 w36 h3d"><div class="t m0 x92 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7c y3f4 w36 h3d"><div class="t m0 x84 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">27<span class="ls0"> </span></div></div><div class="c x7a y3f5 w35 h3d"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">- <span class="ff5">odejście na emeryturę<span class="_ _7"></span></span> </div></div><div class="c x1d y3f5 w36 h3d"><div class="t m0 x92 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1c y3f5 w37 h3d"><div class="t m0 x92 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7b y3f5 w36 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">10<span class="ls0"> </span></div></div><div class="c x7c y3f5 w36 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">10<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x99 h2 y3f6 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w41 h0"><div class="t m0 x2 h57 y3f7 ff2 fs9 fc0 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x67 h3 y2c0 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="ff5">Wskaźnik rotacji = pracownicy którzy odeszli w 2023/[(Pracow<span class="_ _1"></span>nicy na początku 2023 + pracownicy na końcu 2023)/2]<span class="_ _7"></span><span class="ff2"> </span></span></div></div><div class="c x0 y0 w41 h0"><div class="t m0 x2 h57 y3f8 ff2 fs9 fc0 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x67 h3 y3f9 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="ff5">Zgodnie z raportem manaHR za rok 2022, wskaźnik rotacji –</span> <span class="ff5">w zależności od kapitału, zatrudnienia, obrotów, sektora<span class="_ _1"></span>, branży </span></div><div class="t m0 x2 h3 y3fa ff2 fs1 fc0 sc0 ls25 ws0">i <span class="_ _e"></span><span class="ls0">l<span class="_ _7"></span>okalizacji <span class="_ _e"></span><span class="ff5">–</span> <span class="_ _1c"></span><span class="ff5">jest <span class="_ _1c"></span>na <span class="_ _1c"></span>poziomie <span class="_ _e"></span>około <span class="_ _1c"></span>17%, <span class="_ _1c"></span>przy <span class="_ _1c"></span>czym <span class="_ _1c"></span>fluktuacja, <span class="_ _e"></span>związana <span class="_ _e"></span>z <span class="_ _1c"></span>decyz<span class="_ _7"></span>ją <span class="_ _e"></span>pracownika <span class="_ _1c"></span>wyniosła <span class="_ _1c"></span>12 <span class="_ _e"></span>%, <span class="_ _1c"></span>a <span class="_ _1c"></span>z <span class="_ _1c"></span>powodu </span></span></div><div class="t m0 x2 h3 y3fb ff2 fs1 fc0 sc0 ls0 ws0">decyzji pracodawcy <span class="ls26">5%.</span>  </div><div class="t m0 x2 h28 y3fc ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x67 y3fd w42 h58"><div class="t m0 x53 h59 y3fe ff1 fs1 fca sc0 ls26 ws0">46</div><div class="t m0 x85 h59 y3ff ff1 fs1 fca sc0 ls26 ws0">82</div><div class="t m0 x9a h59 y400 ff1 fs1 fca sc0 ls26 ws0">188</div><div class="t m0 x9b h59 y401 ff1 fs1 fca sc0 ls26 ws0">389</div><div class="t m0 x9a h5a y402 ff3 fs1 fca sc0 ls26 ws0">234</div><div class="t m0 x9b h5a y403 ff3 fs1 fca sc0 ls26 ws0">471</div><div class="t m0 x4c h59 y404 ff1 fs1 fcc sc0 ls0 ws0">0</div><div class="t m0 xe h59 y405 ff1 fs1 fcc sc0 ls26 ws0">100</div><div class="t m0 xe h5b y406 ff1 fsa fcc sc0 ls27 ws0">200</div><div class="t m0 xe h59 y407 ff1 fs1 fcc sc0 ls26 ws0">300</div><div class="t m0 xe h59 y408 ff1 fs1 fcc sc0 ls26 ws0">400</div><div class="t m0 xe h59 y409 ff1 fs1 fcc sc0 ls26 ws0">500</div><div class="t m0 x3f h59 y40a ff1 fs1 fcc sc0 ls0 ws0">nowo zatrudnieni<span class="_ _39"> </span><span class="ff8">zakończona współpraca</span></div><div class="t m0 x4f h5c y40b ff4 fsb fcc sc0 ls0 ws0">Nowo zatrudnienie oraz kończący <span class="_ _5"></span>pracę </div><div class="t m0 x9c h5c y40c ff3 fsb fcc sc0 ls0 ws0">w Grupie <span class="_ _1"></span>w 2023 <span class="_ _1"></span>r., w osoba<span class="_ _1"></span>ch</div><div class="t m0 x9d h59 y40d ff1 fs1 fcc sc0 ls0 ws0">kobiety<span class="_ _3a"> </span><span class="ff8">mężczyźni</span></div></div><div class="c xd y1d9 w1a h18"><div class="t m0 x4 h5 y92 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:740.200000px;bottom:714.500000px;width:8.040000px;height:14.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:889.980000px;bottom:553.600000px;width:8.050000px;height:22.490000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">35</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y40e w35 h5d"><div class="t m0 x98 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c x1d y40e w36 h5d"><div class="t m0 xf h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">do 30 lat </div></div><div class="c x1c y40e w37 h5d"><div class="t m0 xf h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">30<span class="ls0">-50 lat </span></div></div><div class="c x7b y40e w36 h5d"><div class="t m0 x28 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">pow. 50 lat </div></div><div class="c x7c y40e w36 h5d"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c x7a y40f w35 h44"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">- z inicjatywy pracodawcy<span class="_ _7"></span> </div></div><div class="c x1d y40f w36 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">12<span class="ls0"> </span></div></div><div class="c x1c y40f w37 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">22<span class="ls0"> </span></div></div><div class="c x7b y40f w36 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">11<span class="ls0"> </span></div></div><div class="c x7c y40f w36 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">45<span class="ls0"> </span></div></div><div class="c x7a y410 w35 h3d"><div class="t m0 x13 h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x1d y410 w36 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">93<span class="ls0"> </span></div></div><div class="c x1c y410 w37 h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">166 </div></div><div class="c x7b y410 w36 h3d"><div class="t m0 x4f h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">130 </div></div><div class="c x7c y410 w36 h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">389 </div></div><div class="c x7a y411 w35 h44"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">- z inicjatywy pracownika<span class="_ _7"></span> </div></div><div class="c x1d y411 w36 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">56<span class="ls0"> </span></div></div><div class="c x1c y411 w37 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">94<span class="ls0"> </span></div></div><div class="c x7b y411 w36 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">20<span class="ls0"> </span></div></div><div class="c x7c y411 w36 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">170<span class="ls0"> </span></div></div><div class="c x7a y412 w35 h3d"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">- <span class="ff5">odejście na emeryturę<span class="_ _7"></span></span> </div></div><div class="c x1d y412 w36 h3d"><div class="t m0 x92 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1c y412 w37 h3d"><div class="t m0 x92 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7b y412 w36 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">45<span class="ls0"> </span></div></div><div class="c x7c y412 w36 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">45<span class="ls0"> </span></div></div><div class="c x7a y413 w35 h3d"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">- z inicjatywy pracodawcy<span class="_ _7"></span> </div></div><div class="c x1d y413 w36 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">37<span class="ls0"> </span></div></div><div class="c x1c y413 w37 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">72<span class="ls0"> </span></div></div><div class="c x7b y413 w36 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">65<span class="ls0"> </span></div></div><div class="c x7c y413 w36 h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">174<span class="ls0"> </span></div></div><div class="c x7a y414 w35 h44"><div class="t m0 x0 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Suma </div></div><div class="c x1d y414 w36 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">110 </div></div><div class="c x1c y414 w37 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">210 </div></div><div class="c x7b y414 w36 h44"><div class="t m0 x4f h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">151 </div></div><div class="c x7c y414 w36 h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">471 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y19 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y415 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2a"> </span> </div></div><div class="c xd y2f5 w9 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x0 yc w24 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">36</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y416 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y417 ff2 fs4 fc2 sc2 ls0 ws0">4.2.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff5 sc2">Bezpieczeństwo i zdrowie or<span class="_ _5"></span>az dobrostan pracowników <span class="ff2"> </span></span></span></div><div class="t m0 x2 hd y418 ff7 fs0 fc0 sc0 ls0 ws0">GRI: 403-4; 403-5; <span class="_ _5"></span>4<span class="_ _7"></span>03-8; 403-9<span class="_ _1"></span> </div><div class="t m0 x2 hd y419 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y41a ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y41b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y41c ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y41d ff5 fs0 fc0 sc0 ls0 ws0">Zapewnienie pracow<span class="_ _1"></span>nikom bezpi<span class="_ _1"></span>ecznych i higieniczn<span class="_ _5"></span>y<span class="_ _7"></span>ch warunków <span class="_ _5"></span>pr<span class="_ _7"></span>acy jest jedn<span class="_ _1"></span>ym z priorytetowych<span class="_ _5"></span> </div><div class="t m0 x2 h9 y41e ff5 fs0 fc0 sc0 ls0 ws0">tematów <span class="_ _c"> </span>materialnych <span class="_ _15"> </span>G<span class="_ _7"></span>rupy <span class="_ _c"> </span>oraz <span class="_ _c"> </span>jedną <span class="_ _c"> </span>z <span class="_ _c"> </span>jej <span class="_ _c"> </span>naczelnych <span class="_ _c"> </span>zasad <span class="_ _c"> </span>działania. <span class="_ _c"> </span>Spółki <span class="_ _c"> </span>Grupy <span class="_ _c"> </span>podejmują<span class="_ _5"></span> </div><div class="t m0 x2 h9 y41f ff5 fs0 fc0 sc0 ls0 ws0">transparentn<span class="_ _1"></span>e, <span class="_ _e"></span>wspólne <span class="_ _e"></span>lub <span class="_ _e"></span>indywidualn<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _e"></span>działania <span class="_ _e"></span>–<span class="ff2"> <span class="_ _e"></span></span>w <span class="_ _e"></span>zależności <span class="_ _e"></span>od <span class="_ _7"></span>s<span class="_ _7"></span>pecyfiki <span class="_ _7"></span>Spółki <span class="_ _1c"></span>–<span class="ff2"> <span class="_ _e"></span></span>w <span class="_ _e"></span>zarządzaniu<span class="_ _5"></span> </div><div class="t m0 x2 h9 y420 ff5 fs0 fc0 sc0 ls0 ws0">obszarem <span class="_ _10"> </span>BHP, <span class="_ _10"> </span>jakości <span class="_ _10"> </span>i <span class="_ _10"> </span>środowiska <span class="_ _10"> </span>oraz <span class="_ _10"> </span>społeczn<span class="_ _1"></span>ym. <span class="_ _10"> </span>Zapobieganie <span class="_ _10"> </span>wypadk<span class="_ _5"></span>om<span class="_ _7"></span> <span class="_ _10"> </span>w <span class="_ _20"> </span>czasie<span class="_ _1"></span> <span class="_ _10"> </span>pracy, </div><div class="t m0 x2 h9 y421 ff5 fs0 fc0 sc0 ls0 ws0">zminimalizowa<span class="_ _1"></span>nie <span class="_ _23"></span>występowania<span class="_ _1"></span> <span class="_ _23"></span>chorób <span class="_ _15"></span>zawo<span class="_ _5"></span>dowych, <span class="_ _23"></span>ciągłe <span class="_ _23"></span>doskonalenie <span class="_ _23"></span>działań <span class="_ _23"></span>mających <span class="_ _1c"></span>na <span class="_ _15"></span>c<span class="_ _1"></span>el<span class="_ _7"></span><span class="ff2 ls28">u </span></div><div class="t m0 x2 h9 y422 ff5 fs0 fc0 sc0 ls0 ws0">stałej <span class="_ _20"> </span>poprawy <span class="_ _10"> </span>bezpieczeństwa, <span class="_ _10"> </span>zapewnienie <span class="_ _20"> </span>odpowi<span class="_ _1"></span>ednich <span class="_ _20"> </span>zasobów <span class="_ _20"> </span>i <span class="_ _10"> </span>środków <span class="_ _20"> </span>umożliwiających<span class="_ _5"></span> </div><div class="t m0 x2 h9 y423 ff5 fs0 fc0 sc0 ls0 ws0">wdrażanie <span class="_ _c"> </span>polityki <span class="_ _c"> </span>w <span class="_ _c"> </span>zakresie  BH<span class="_ _5"></span>P  oraz<span class="ff2"> <span class="_ _c"> </span></span>nieustanne <span class="_ _c"> </span>podnosz<span class="_ _1"></span>enie <span class="_ _c"> </span>kwalifikacji <span class="_ _c"> </span>z <span class="_ _c"> </span>uwzględnianiem <span class="_ _c"> </span>roli </div><div class="t m0 x2 h9 y424 ff5 fs0 fc0 sc0 ls0 ws0">pracowników, to tyl<span class="_ _5"></span>ko n<span class="_ _7"></span>iektóre cel<span class="_ _1"></span>e strategiczne w<span class="_ _5"></span> zarządzaniu obsz<span class="ff2">arem BHP.  </span></div><div class="t m0 x2 h9 y425 ff5 fs0 fc0 sc0 ls0 ws0">Kwestie <span class="_ _c"> </span>związa<span class="_ _1"></span>ne <span class="_ _c"> </span>z <span class="_ _c"> </span>bezpi<span class="_ _1"></span>eczeństwem <span class="_ _15"> </span>i <span class="_ _c"> </span>higieną <span class="_ _c"> </span>pracy <span class="_ _15"> </span>są <span class="_ _c"> </span>jednym <span class="_ _c"> </span>z <span class="_ _15"> </span>k<span class="_ _7"></span>luczowych <span class="_ _15"> </span>elementów <span class="_ _c"> </span>strategii<span class="_ _1"></span> </div><div class="t m0 x2 h9 y426 ff5 fs0 fc0 sc0 ls0 ws0">zrównoważonego<span class="_ _1"></span> rozwoju <span class="ff2">Grupy, </span>w <span class="_ _5"></span>ramach której wypracowan<span class="_ _1"></span>e zostały inicjaty<span class="_ _1"></span>wy związane z:<span class="ff2"> </span></div><div class="t m0 x33 h9 y427 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Poprawa warunków pracy<span class="_ _5"></span> w obszarze produkcji<span class="ff2"> </span></span></span></div><div class="t m0 x33 h9 y428 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Budowa <span class="_ _f"> </span>kultury <span class="_ _16"> </span>BHP <span class="_ _f"> </span>w <span class="_ _f"> </span>Grupie <span class="_ _f"> </span>poprzez <span class="_ _f"> </span>ciągłe <span class="_ _f"> </span>podnoszenie <span class="_ _f"> </span>świadomości<span class="_ _5"></span> <span class="_ _16"> </span>i <span class="_ _f"> </span>zwiększenie </span></span></div><div class="t m0 x38 h9 y429 ff5 fs0 fc0 sc0 ls0 ws0">zaangażowania<span class="_ _5"></span> p<span class="_ _7"></span>racowników<span class="ff2"> </span></div><div class="t m0 x33 h9 y42a ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Stała poprawa ergonomii<span class="_ _1"></span> w pracy<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y42b ff5 fs0 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _c"> </span>przechodzą <span class="_ _c"> </span>obowią<span class="_ _1"></span>zkowe <span class="_ _c"> </span>podstawowe <span class="_ _c"> </span>i <span class="_ _c"> </span>okresowe <span class="_ _c"> </span>szkolenia <span class="_ _c"> </span>z  za<span class="_ _1"></span>kresu <span class="_ _c"> </span>bezpieczeństwa<span class="_ _1"></span> </div><div class="t m0 x2 h9 y42c ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">higieny <span class="_ _e"></span>pracy, <span class="_ _e"></span>udzielania <span class="_ _e"></span>pierwszej <span class="_ _7"></span>pomocy <span class="_ _1c"></span>oraz <span class="_ _e"></span>instruktaże <span class="_ _e"></span>stanowi<span class="_ _1"></span>skowe. <span class="_ _e"></span>Spółki <span class="_ _e"></span>prowadzą <span class="_ _e"></span>bieżące </span></div><div class="t m0 x2 h9 y42d ff5 fs0 fc0 sc0 ls0 ws0">spotkania <span class="_ _20"> </span>z <span class="_ _f"> </span>pracownikami, <span class="_ _20"> </span>k<span class="_ _7"></span>ampani<span class="_ _1"></span>e <span class="_ _f"> </span>informacyjne<span class="_ _1"></span> <span class="_ _f"> </span>oraz <span class="_ _f"> </span>konkursy <span class="_ _20"> </span>mające <span class="_ _f"> </span>na <span class="_ _20"> </span>ce<span class="_ _7"></span>lu <span class="_ _f"> </span>podnosze<span class="_ _1"></span>nie </div><div class="t m0 x2 h9 y42e ff5 fs0 fc0 sc0 ls0 ws0">świadomości <span class="_ _7"></span>pracowników <span class="_ _7"></span>w <span class="_ _e"></span>zakresie <span class="_ _e"></span>zapobiegania<span class="_ _5"></span> <span class="_ _1c"></span>zdarzeń <span class="_ _7"></span>potencjalnie <span class="_ _e"></span>niebezpiecznych<span class="_ _1"></span>, <span class="_ _e"></span>tj. <span class="_ _e"></span>urazów,<span class="_ _1"></span> </div><div class="t m0 x2 h9 y42f ff5 fs0 fc0 sc0 ls0 ws0">dolegliwości zdrowot<span class="_ _5"></span>nych związanych z pracą<span class="_ _1"></span> czy wypadków<span class="_ _1"></span>.<span class="ff2">  </span></div><div class="t m0 x2 h9 y430 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _15"> </span>roku <span class="_ _15"></span>2<span class="_ _1"></span>023 <span class="_ _15"></span>miało <span class="_ _23"></span>miejsce <span class="_ _15"></span>47 <span class="_ _23"></span>wypadów <span class="_ _15"></span>przy <span class="_ _23"></span>pracy <span class="_ _15"></span>(w <span class="_ _15"></span>roku <span class="_ _23"></span>2022 <span class="_ _15"> </span>było <span class="_ _15"></span>ich <span class="_ _23"></span>57), <span class="_ _15"> </span>co <span class="_ _15"></span>stanowi<span class="_ _1"></span> <span class="_ _15"></span>spade<span class="_ _1"></span>k </div><div class="t m0 x2 h9 y431 ff2 fs0 fc0 sc0 ls0 ws0">o <span class="ff5">17,5% <span class="_ _e"></span>w <span class="_ _1c"></span>skali <span class="_ _e"></span>Grupy <span class="_ _e"></span>(wskaźnik <span class="_ _1c"></span>został <span class="_ _e"></span>wyliczony <span class="_ _e"></span>na <span class="_ _e"></span>podstawie <span class="_ _e"></span>liczby <span class="_ _e"></span>wypadków <span class="_ _e"></span>przy <span class="_ _1c"></span>pracy <span class="_ _e"></span>do <span class="_ _1c"></span>liczby </span></div><div class="t m0 x2 h9 y432 ff5 fs0 fc0 sc0 ls0 ws0">zatrudnionych w<span class="_ _5"></span> poszczególnych latach)<span class="_ _5"></span>.<span class="_ _7"></span> Nie wystą<span class="_ _1"></span>piły wypad<span class="_ _1"></span>ki śmiert<span class="_ _1"></span>elne ani w <span class="_ _1"></span>2023 roku, ani<span class="_ _5"></span> w roku </div><div class="t m0 x2 h9 y433 ff5 fs0 fc0 sc0 ls0 ws0">poprzednim. <span class="_ _16"> </span>Nie <span class="_ _1d"> </span>odnotowano <span class="_ _1d"> </span>wypadków <span class="_ _1d"> </span>ciężkich, <span class="_ _16"> </span>gdzie <span class="_ _1d"> </span>była <span class="_ _1d"> </span>w<span class="_ _7"></span>ymagana <span class="_ _1d"> </span>hospitalizacja. <span class="_ _16"> </span>Każdy </div><div class="t m0 x2 h9 y434 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">wypadków <span class="_ _3"></span>przy <span class="_ _3"></span>pracy <span class="_ _3"></span>był <span class="_ _5"></span>odrębnie <span class="_ _3"></span>analizowany, <span class="_ _3"></span>celem <span class="_ _3"></span>zminimalizowania<span class="_ _1"></span> <span class="_ _5"></span>ryzyka <span class="_ _3"></span>wystąpienia <span class="_ _3"></span>kolejnych<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y435 ff5 fs0 fc0 sc0 ls0 ws0">tego typu zdarz<span class="_ _1"></span>eń.<span class="ff2">  </span></div><div class="t m0 x2 h28 y163 ff5 fs6 fc0 sc0 ls0 ws0">Liczba urazów związany<span class="_ _7"></span>ch z pracą w <span class="ff2 ls1b">20<span class="_ _7"></span>23<span class="ls0"> r  </span></span></div></div><div class="c x9e y436 w43 h3d"><div class="t m0 x9f h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2"> </span></div></div><div class="c x26 y436 w36 h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c xa0 y436 w44 h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022 </div></div><div class="c x9e ye6 w43 h44"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Liczba ofiar śmiertelnych z<span class="_ _7"></span>wiązanych z pracą <span class="_ _7"></span><span class="ff2 sc1"> </span></div></div><div class="c x26 ye6 w36 h44"><div class="t m0 x72 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 ye6 w44 h44"><div class="t m0 x72 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">-<span class="sc1"> </span></div></div><div class="c x9e y437 w43 h55"><div class="t m0 xd h28 y318 ff5 fs6 fc0 sc0 ls0 ws0">Liczba urazów o poważnyc<span class="_ _7"></span>h konsekwencjach zwi<span class="_ _7"></span>ązanych z </div><div class="t m0 xd h28 y438 ff5 fs6 fc0 sc0 ls0 ws0">pracą (z wyłączeniem wypadk<span class="_ _7"></span>ów śmiert<span class="_ _7"></span>elnych)<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x26 y437 w36 h55"><div class="t m0 x84 h28 y319 ff2 fs6 fc0 sc0 ls1b ws0">14<span class="ls0"> </span></div></div><div class="c xa0 y437 w44 h55"><div class="t m0 x84 h28 y319 ff2 fs6 fc0 sc0 ls1b ws0">12<span class="ls0"> </span></div></div><div class="c x9e y439 w43 h44"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Liczba zarejestrowanych uraz<span class="_ _7"></span>ów związanyc<span class="_ _7"></span>h z pracą<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x26 y439 w36 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">47<span class="ls0"> </span></div></div><div class="c xa0 y439 w44 h44"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">60<span class="ls0"> </span></div></div><div class="c x3a yb3 w1a h18"><div class="t m0 x4 h5 y92 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x0 yc w24 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">37</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x9e y40e w43 h5d"><div class="t m0 x9f h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2"> </span></div></div><div class="c x26 y40e w36 h5d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c xa0 y40e w44 h5d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022 </div></div><div class="c x9e y40f w43 h44"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Liczba przepracowanych g<span class="_ _7"></span>odzin</div><div class="t m0 xa1 h5e y43a ff2 fsc fc0 sc0 ls0 ws0">3</div><div class="t m0 xa2 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y40f w36 h44"><div class="t m0 xa3 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">3 624 388 </div></div><div class="c xa0 y40f w44 h44"><div class="t m0 xa3 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">3 676 519 </div></div><div class="c x9e y410 w43 h3d"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Wskaźnik śmiertelności</div><div class="t m0 x6 h5e y43a ff2 fsc fc0 sc0 ls0 ws0">4</div><div class="t m0 x10 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y410 w36 h3d"><div class="t m0 x4d h28 y273 ff2 fs6 fc0 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c xa0 y410 w44 h3d"><div class="t m0 x72 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x9e y411 w43 h44"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Wskaźnik urazów o poważny<span class="_ _7"></span>ch konsekwencja<span class="_ _7"></span>ch</div><div class="t m0 xa4 h5e y43a ff2 fsc fc0 sc0 ls0 ws0">3</div><div class="t m0 xa5 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y411 w36 h44"><div class="t m0 x63 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0"> 3,86  </div></div><div class="c xa0 y411 w44 h44"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">3,26<span class="ls0"> </span></div></div><div class="c x9e y412 w43 h3d"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Wskaźnik rejestrowanych uraz<span class="_ _7"></span>ów</div><div class="t m0 xa6 h5e y43a ff2 fsc fc0 sc0 ls0 ws0">3</div><div class="t m0 xa7 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x26 y412 w36 h3d"><div class="t m0 x31 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0"> 12,97  </div></div><div class="c xa0 y412 w44 h3d"><div class="t m0 x50 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">16,32<span class="sc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y43b ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y43c ff5 fs0 fc0 sc0 ls0 ws0">W roku 2<span class="_ _1"></span>023 zanotowa<span class="_ _1"></span>no poprawę w<span class="_ _5"></span>sk<span class="_ _7"></span>aźników <span class="_ _5"></span>BHP w grupie, <span class="_ _5"></span>mię<span class="_ _7"></span>dzy inn<span class="_ _1"></span>ymi wska<span class="_ _1"></span>źnik rejestrowa<span class="_ _1"></span>nych<span class="_ _1"></span> </div><div class="t m0 x2 h9 y43d ff5 fs0 fc0 sc0 ls0 ws0">urazów  jest  niższy  niż  w <span class="_ _31"> </span>roku  ubiegłym.  W  spół<span class="_ _1"></span>kach  w  ubiegłych  latach  wpr<span class="_ _1"></span>owadzono  narzędzi<span class="_ _1"></span>a </div><div class="t m0 x2 h9 y43e ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">zgłaszania <span class="_ _7"></span>zdarzeń potencjalnie <span class="_ _e"></span>niebezpi<span class="_ _1"></span>ecznych <span class="_ _7"></span>i <span class="_ _e"></span>wypadkowych,<span class="_ _1"></span> <span class="_ _e"></span>co <span class="_ _7"></span>pozwoliło <span class="_ _7"></span>wyeliminować <span class="_ _7"></span>część </span></span></div><div class="t m0 x2 h9 y43f ff5 fs0 fc0 sc0 ls0 ws0">zagrożeń ze <span class="_ _1"></span>środowiska<span class="_ _5"></span> p<span class="_ _7"></span>racy. Ponadto<span class="_ _5"></span> w spółkach org<span class="_ _1"></span>anizowane są<span class="_ _1"></span> działania pod<span class="_ _5"></span>nos<span class="_ _7"></span>zące świ<span class="_ _1"></span>adomość<span class="_ _1"></span> </div><div class="t m0 x2 h9 y440 ff5 fs0 fc0 sc0 ls0 ws0">pracowników z o<span class="_ _1"></span>bszaru BHP. <span class="ff2"> </span></div><div class="t m0 x2 h9 y441 ff5 fs0 fc0 sc0 ls0 ws0">Poniżej <span class="_ _15"> </span>znajduje <span class="_ _15"></span>si<span class="_ _1"></span>ę <span class="_ _15"> </span>lista <span class="_ _15"> </span>działań <span class="_ _15"> </span>z <span class="_ _15"> </span>obszaru <span class="_ _15"> </span>bezpiecze<span class="_ _1"></span>ństwa <span class="_ _15"> </span>i <span class="_ _15"> </span>dobrostanu <span class="_ _15"></span>praco<span class="_ _5"></span>wników, <span class="_ _15"> </span>realizowane </div><div class="t m0 x2 h9 y442 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">spółkach:</span> </div><div class="t m0 x33 h2 y443 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">przekształceni<span class="_ _1"></span>e <span class="_ _b"> </span>formy <span class="_ _d"> </span><span class="ff2">szkoleniow<span class="_ _1"></span>e <span class="_ _d"> </span><span class="ff5">na <span class="_ _b"> </span>interaktywne<span class="_ _5"></span> <span class="_ _d"> </span>warsztaty, <span class="_ _b"> </span>gdzie <span class="_ _b"> </span>pracownicy  analizują </span></span></span></span></div><div class="t m0 x38 h9 y444 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">dyskutują</span> <span class="ff5">o prakt<span class="_ _5"></span>y<span class="_ _7"></span>cznych przykładach<span class="_ _5"></span> zachowań niebezpiecz<span class="_ _1"></span>nych (Śrubena <span class="_ _1"></span>Unia), <span class="ff2"> </span></span></div><div class="t m0 x33 h2 y445 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">wprowadzeni<span class="_ _1"></span>e <span class="_ _c"> </span>przeglądów<span class="_ _1"></span> <span class="_ _c"> </span>tzw. <span class="_ _c"> </span>„Safety <span class="_ _c"> </span>Walk<span class="_ _1"></span>” <span class="_ _c"> </span>polega<span class="_ _1"></span>jących <span class="_ _c"> </span>na <span class="_ _c"> </span>bieżących <span class="_ _15"> </span>wizytach <span class="_ _c"> </span>różnyc<span class="_ _1"></span>h </span></span></div><div class="t m0 x38 h9 ybd ff5 fs0 fc0 sc0 ls0 ws0">obszarów Spółki –<span class="ff2"> </span>w t<span class="_ _5"></span>y<span class="_ _7"></span>m w szczególn<span class="_ _5"></span>oś<span class="_ _7"></span>ci produ<span class="_ _1"></span>kcji (Kuźnia Polska i Ś<span class="_ _5"></span>rubena Unia), <span class="ff2"> </span></div><div class="t m0 x33 h2 y446 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">powiązanie bene<span class="_ _5"></span>f<span class="_ _7"></span>itów pracownicz<span class="_ _1"></span>ych z aktywno<span class="_ _1"></span>ścią fizyczną <span class="ff2">- </span>zdrowy st<span class="_ _1"></span>yl życia (Zetkama<span class="_ _1"></span>)<span class="ff2">. </span></span></span></div><div class="t m0 x33 h2 y447 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">poprawa bezpiecz<span class="_ _5"></span>eństwa maszyn (Kuźnia<span class="_ _1"></span> Polska i Śrub<span class="_ _1"></span>ena Unia), <span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y448 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">wdrożenie syst<span class="_ _1"></span>emu powiad<span class="_ _5"></span>amiania przeciwpożaroweg<span class="_ _1"></span>o <span class="ff2">(Zetkama), </span></span></span></div><div class="t m0 x33 h2 y449 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">wdrożenie <span class="_ _15"> </span>rozwiązań <span class="_ _15"> </span>poprawiają<span class="_ _1"></span>cych <span class="_ _c"> </span>środowis<span class="_ _5"></span>k<span class="_ _7"></span>o <span class="_ _15"> </span>pracy <span class="_ _c"> </span>poprz<span class="_ _5"></span>e<span class="_ _7"></span>z <span class="_ _c"> </span>zakup <span class="_ _15"> </span>i <span class="_ _c"> </span>instala<span class="_ _1"></span>cję <span class="_ _c"> </span>urządze<span class="_ _5"></span>ń </span></span></div><div class="t m0 x38 h9 y282 ff5 fs0 fc0 sc0 ls0 ws0">pochłaniających mg<span class="_ _5"></span>łę olejowa oraz odstojników <span class="ff2">(Master<span class="_ _1"></span>form). </span></div><div class="t m0 x2 h9 y44a ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y44b ff5 fs0 fc0 sc0 ls0 ws0">Dodatkowo, Spółki zaimplement<span class="_ _1"></span>owały w poprzednich lata<span class="_ _5"></span>ch <span class="_ _7"></span>zdigitalizowany syste<span class="_ _1"></span>m<span class="_ _7"></span><span class="ff2"> </span>zgłaszania zdarzeń<span class="_ _5"></span> </div><div class="t m0 x2 h9 y44c ff5 fs0 fc0 sc0 ls0 ws0">z <span class="_ _d"> </span>obszaru <span class="_ _b"> </span>BHP <span class="_ _d"> </span>z <span class="_ _d"> </span>podziałem <span class="_ _b"> </span>na <span class="_ _d"> </span>potencjalnie <span class="_ _b"> </span>wypadkowe, <span class="_ _b"> </span>wypadkowe<span class="_ _1"></span>, <span class="_ _d"> </span>środowiskow<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _d"> </span>i <span class="_ _b"> </span>pożarowe<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y44d ff5 fs0 fc0 sc0 ls0 ws0">(Śrubena Unia<span class="_ _1"></span>, Kuźnia Polsk<span class="_ _1"></span>a), który ma takż<span class="_ _5"></span>e<span class="_ _7"></span> zostać w<span class="_ _5"></span>dr<span class="_ _7"></span>ożony w pozo<span class="_ _1"></span>stałych przedsię<span class="_ _1"></span>biorstwach.<span class="ff2">  </span></div><div class="t m0 x2 h9 y44e ff5 fs0 fc0 sc0 ls0 ws0">Zapewnienie <span class="_ _b"> </span>bezpieczeństwa<span class="_ _1"></span> <span class="_ _d"> </span>i <span class="_ _10"> </span>higieny <span class="_ _d"> </span>pracy <span class="_ _b"> </span>nie<span class="_ _7"></span> <span class="_ _d"> </span>tylko <span class="_ _d"> </span>pracownikom, <span class="_ _d"> </span>ale <span class="_ _d"> </span>i <span class="_ _d"> </span>podwykonawcom <span class="_ _d"> </span>jest </div><div class="t m0 x2 h9 y44f ff5 fs0 fc0 sc0 ls0 ws0">priorytetem <span class="_ _1d"> </span>w <span class="_ _1d"> </span>Grupie. <span class="_ _16"> </span>W <span class="_ _2"> </span>związku <span class="_ _1d"> </span>z <span class="_ _1d"> </span>powyższym, <span class="_ _1d"> </span>szkolenia <span class="_ _1d"> </span>BHP <span class="_ _1d"> </span>są <span class="_ _2"> </span>prowa<span class="_ _1"></span>dzone <span class="_ _1d"> </span>również <span class="_ _1d"> </span>dla </div><div class="t m0 x2 h9 y2e ff5 fs0 fc0 sc0 ls0 ws0">podwykonawców,<span class="_ _5"></span> <span class="_ _d"> </span>kontrahentów  oraz  osób <span class="_ _b"> </span>z <span class="_ _b"> </span>zewnątrz,  którzy  wykonują  pracę  na <span class="_ _b"> </span>teren<span class="_ _7"></span>ie  Spółek </div><div class="t m0 x2 h9 y450 ff5 fs0 fc0 sc0 ls0 ws0">(niezależnie <span class="_ _1c"></span>od <span class="_ _23"></span>formy <span class="_ _23"></span>zatrudni<span class="_ _1"></span>enia). <span class="_ _23"></span>Wszyscy <span class="_ _1c"></span>pracownicy <span class="_ _23"></span>Grupy <span class="_ _1c"></span>objęci <span class="_ _23"></span>są <span class="_ _23"></span>systemem <span class="_ _23"></span>bezpieczeństw<span class="_ _5"></span>a </div><div class="t m0 x2 h9 y451 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">higieny <span class="_ _1c"></span>pracy. <span class="_ _23"></span>Grupa <span class="_ _1c"></span>przykłada <span class="_ _1c"></span>dużą <span class="_ _23"></span>uwagę <span class="_ _23"></span>zarówno<span class="_ _1"></span> <span class="_ _23"></span>do <span class="_ _23"></span>bezpieczeństwa<span class="_ _5"></span> <span class="_ _23"></span>jak <span class="_ _23"></span>i <span class="_ _23"></span>ogólnego <span class="_ _1c"></span>dobrostanu<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y452 ff5 fs0 fc0 sc0 ls0 ws0">pracowników <span class="_ _1c"></span>wykonujących <span class="_ _23"></span>zadania <span class="_ _1c"></span>na <span class="_ _23"></span>rzecz <span class="_ _23"></span>poszczególnych <span class="_ _23"></span>spółek. <span class="_ _1c"></span>S<span class="_ _7"></span>tąd <span class="_ _23"></span>wdrożone <span class="_ _1c"></span>i <span class="_ _23"></span>funkcjonujące<span class="_ _1"></span> </div><div class="t m0 x2 h9 y453 ff5 fs0 fc0 sc0 ls0 ws0">wewnętrzne <span class="_ _b"> </span>systemy <span class="_ _d"> </span>zarządzania <span class="_ _d"> </span>BHP <span class="_ _d"> </span>poddawane <span class="_ _b"> </span>s<span class="_ _7"></span>ą <span class="_ _d"> </span>wewnętrznym <span class="_ _d"> </span>oraz <span class="_ _d"> </span>zewnętrznym <span class="_ _d"> </span>audytom<span class="_ _5"></span> </div><div class="t m0 x2 h9 y454 ff2 fs0 fc0 sc0 ls0 ws0">i certyfikacjom<span class="_ _1"></span>. <span class="_ _1a"> </span>W <span class="_ _1a"> </span>roku <span class="_ _1a"> </span>202<span class="_ _7"></span>3 <span class="_ _1a"> </span><span class="ff5">udział <span class="_ _1a"> </span>pracowników <span class="_ _1a"> </span>objętych <span class="_ _24"> </span>systemem <span class="_ _1a"> </span>BHP <span class="_ _27"> </span>zaudyt<span class="_ _5"></span>owanym/ </span></div><div class="t m0 x2 h9 y455 ff5 fs0 fc0 sc0 ls0 ws0">certyfikowanym z<span class="_ _5"></span>e<span class="_ _7"></span>wnętrznie wy<span class="_ _1"></span>niósł <span class="ff2">64,66%, a </span>w roku<span class="_ _1"></span> 2022 udział t<span class="_ _5"></span>en stanowił 61,<span class="ff2">4%</span></div></div><div class="c x0 y0 w41 h0"><div class="t m0 x8b h56 y456 ff2 fs8 fc0 sc0 ls0 ws0">5</div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa8 h9 y455 ff2 fs0 fc0 sc0 ls0 ws0">. </div><div class="t m0 x2 h28 y457 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x99 h2 y458 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w41 h0"><div class="t m0 x2 h57 y459 ff2 fs9 fc0 sc0 ls0 ws0">3</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x67 h3 y45a ff2 fs1 fc0 sc0 ls0 ws0"> P<span class="ff5">racownicy zatrudnieni w Grupie oraz pracownicy z agencji pracy tymczasow<span class="_ _1"></span>ej, wszyscy których praca i/lub <span class="_ _7"></span><span class="ff2">miejsce pracy </span></span></div><div class="t m0 x2 h3 y54 ff5 fs1 fc0 sc0 ls26 ws0">są<span class="ff2 ls0"> <span class="ff5">kontrolowane przez organizację</span> </span></div></div><div class="c x0 y0 w41 h0"><div class="t m0 x2 h57 y45b ff2 fs9 fc0 sc0 ls0 ws0">4</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x67 h3 y45c ff2 fs1 fc0 sc0 ls0 ws0"> W<span class="ff5">skaźniki obliczone są wg algorytmu [liczba zdarzeń mnożona przez 1.000.000 dzielona na liczbę przepracowanych godzin</span> </div></div><div class="c x0 y0 w41 h0"><div class="t m0 x2 h57 y45d ff2 fs9 fc0 sc0 ls0 ws0">5</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x67 h3 y45e ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _1c"></span><span class="ff5">Wskaźnik <span class="_ _e"></span>t<span class="_ _7"></span>en <span class="_ _e"></span>jest <span class="_ _1c"></span>li<span class="_ _7"></span>czony <span class="_ _1c"></span>na <span class="_ _1c"></span>bazie <span class="_ _1c"></span>ilości <span class="_ _1c"></span>pracowników <span class="_ _e"></span>Grupy <span class="_ _1c"></span>do <span class="_ _1c"></span>i<span class="_ _7"></span>lości <span class="_ _1c"></span>pracowników <span class="_ _1c"></span>objętych <span class="_ _e"></span>syst<span class="_ _7"></span>emem <span class="_ _1c"></span>BHP, <span class="_ _1c"></span>który <span class="_ _1c"></span>został </span></div><div class="t m0 x2 h3 y45f ff5 fs1 fc0 sc0 ls0 ws0">certyfikowany lub poddany zewnętrznemu audytowi.<span class="ff2">  </span></div><div class="t m0 x2 h28 y3fc ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3a y29e w1a h27"><div class="t m0 x4 h5 y141 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:467.200000px;bottom:1468.380000px;width:7.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:400.840000px;bottom:1427.680000px;width:7.790000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:899.740000px;bottom:390.840000px;width:8.050000px;height:22.490000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">38</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y2f6 ff5 fs6 fc0 sc0 ls0 ws0">Pracownicy objęci sys<span class="_ _7"></span>temem zarządzania bezpie<span class="_ _7"></span>czeństwem i higieną pracy* <span class="_ _e"></span><span class="ff2"> </span></div></div><div class="c x9a y2f7 w45 h44"><div class="t m0 xa9 h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2"> </span></div></div><div class="c xaa y2f7 w36 h44"><div class="t m0 x63 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c x8b y2f7 w36 h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022 </div></div><div class="c x9a y3c0 w45 h3d"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Liczba pracowników Firmy<span class="_ _7"></span> objętych systemem B<span class="_ _7"></span>HP <span class="_ _7"></span><span class="ff2 sc1"> </span></div></div><div class="c xaa y3c0 w36 h3d"><div class="t m0 x50 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 873 </div></div><div class="c x8b y3c0 w36 h3d"><div class="t m0 x50 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">2 239<span class="sc1"> </span></div></div><div class="c x9a y3c1 w45 h44"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Liczba ogółem pracown<span class="_ _7"></span>ików<span class="ff2"> </span></div></div><div class="c xaa y3c1 w36 h44"><div class="t m0 x50 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 873 </div></div><div class="c x8b y3c1 w36 h44"><div class="t m0 x50 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">2 239 </div></div><div class="c x9a y3c2 w45 h3d"><div class="t m0 xd h28 y35a ff5 fs6 fc0 sc1 ls0 ws0">% pracownik<span class="_ _7"></span>ów objętych sys<span class="_ _7"></span>temem B<span class="_ _7"></span>HP<span class="ff2 sc0"> </span></div></div><div class="c xaa y3c2 w36 h3d"><div class="t m0 x23 h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">100,00% </div></div><div class="c x8b y3c2 w36 h3d"><div class="t m0 xd h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">100,0%<span class="sc0"> </span></div></div><div class="c x9a y460 w45 h3f"><div class="t m0 xd h28 y27f ff5 fs6 fc0 sc0 ls0 ws0">Liczba pracowników obję<span class="_ _7"></span>tych systemem BHP zau<span class="_ _7"></span>dytowanym<span class="_ _7"></span> </div><div class="t m0 xd h28 y280 ff5 fs6 fc0 sc0 ls0 ws0">wewnętrznie<span class="ff2"> </span></div></div><div class="c xaa y460 w36 h3f"><div class="t m0 x50 h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">1 611 </div></div><div class="c x8b y460 w36 h3f"><div class="t m0 x50 h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">1 500 </div></div><div class="c x9a y461 w45 h44"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">% pracownik<span class="_ _7"></span>ów objętych sys<span class="_ _7"></span>temem B<span class="_ _7"></span>HP zaudytowanym wew<span class="_ _7"></span>nętrznie<span class="_ _7"></span><span class="ff2 sc0"> </span></div></div><div class="c xaa y461 w36 h44"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">86,01% </div></div><div class="c x8b y461 w36 h44"><div class="t m0 x31 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">67,0%<span class="sc0"> </span></div></div><div class="c x9a y462 w45 h55"><div class="t m0 xd h28 y3d6 ff5 fs6 fc0 sc0 ls0 ws0">Liczba pracowników obję<span class="_ _7"></span>tych systemem BHP zau<span class="_ _7"></span>dytowanym<span class="_ _7"></span> </div><div class="t m0 xd h28 y463 ff5 fs6 fc0 sc0 ls0 ws0">/certyfikowanym zewnę<span class="_ _7"></span>trznie<span class="ff2"> </span></div></div><div class="c xaa y462 w36 h55"><div class="t m0 x50 h28 y464 ff2 fs6 fc0 sc0 ls0 ws0">1 211 </div></div><div class="c x8b y462 w36 h55"><div class="t m0 x50 h28 y464 ff2 fs6 fc0 sc0 ls0 ws0">1 371 </div></div><div class="c x9a y465 w45 h45"><div class="t m0 xd h28 y27f ff5 fs6 fc0 sc1 ls0 ws0">% pracownik<span class="_ _7"></span>ów objętych sys<span class="_ _7"></span>temem B<span class="_ _7"></span>HP zaudytowanym </div><div class="t m0 xd h28 y280 ff5 fs6 fc0 sc1 ls0 ws0">/certyfikowanym z<span class="_ _7"></span>ewnętrzn<span class="_ _7"></span>ie<span class="ff2"> </span></div></div><div class="c xaa y465 w36 h45"><div class="t m0 xd h28 y281 ff2 fs6 fc0 sc1 ls0 ws0">64,66% </div></div><div class="c x8b y465 w36 h45"><div class="t m0 x31 h28 y281 ff2 fs6 fc0 sc1 ls0 ws0">61,2% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 yb8 ff5 fs1 fc0 sc0 ls0 ws0">*pracownicy zatrudnieni w Grupie oraz pracownicy z agencji pracy <span class="_ _1"></span>tymczasowej, wszyscy których praca i/lub miejsce pracy są </div><div class="t m0 x2 h3 y466 ff2 fs1 fc0 sc0 ls0 ws0">kontrolowane przez <span class="ff5">organizację</span> </div><div class="t m0 x2 h28 y467 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y468 ff5 fs0 fc0 sc0 ls0 ws0">Spółki  Grupy  posiadają  ef<span class="_ _1"></span>ektywne  systemy  zarządza<span class="_ _1"></span>nia  potwierdzone  certyfi<span class="_ _1"></span>katami  zewnętrzny<span class="_ _1"></span>mi. </div><div class="t m0 x2 h9 y469 ff5 fs0 fc0 sc0 ls0 ws0">Systemy <span class="_ _f"> </span>te <span class="_ _f"> </span>s<span class="_ _7"></span>ą <span class="_ _f"> </span>ściśle <span class="_ _f"> </span>powiązane <span class="_ _f"> </span>z <span class="_ _16"> </span>obowiązują<span class="_ _1"></span>cymi <span class="_ _f"> </span>i <span class="_ _f"> </span>wdrożonymi <span class="_ _16"> </span>polityka<span class="_ _5"></span>mi <span class="_ _16"> </span>oraz <span class="_ _f"> </span>procedurami </div><div class="t m0 x2 h9 y46a ff5 fs0 fc0 sc0 ls0 ws0">postępowania<span class="_ _1"></span>. <span class="_ _10"> </span>T<span class="_ _7"></span>roska <span class="_ _10"> </span>o <span class="_ _20"> </span>życie <span class="_ _20"> </span>i <span class="_ _10"> </span>zdrowie <span class="_ _20"> </span>pracownik<span class="_ _1"></span>ów <span class="_ _20"> </span>są <span class="_ _10"> </span>podstawowymi <span class="_ _10"> </span>elemen<span class="_ _7"></span>tami <span class="_ _20"> </span>systemów<span class="_ _5"></span> </div><div class="t m0 x2 h9 y46b ff5 fs0 fc0 sc0 ls0 ws0">zarządzania, <span class="_ _1c"></span>które <span class="_ _23"></span>ewaluuj<span class="_ _5"></span>ą <span class="_ _23"></span>i <span class="_ _23"></span>s<span class="_ _7"></span>ą <span class="_ _1c"></span>ciągle <span class="_ _23"></span>rozwijane <span class="_ _1c"></span>oraz <span class="_ _23"></span>doskonalon<span class="_ _5"></span>e<span class="_ _7"></span>. <span class="_ _1c"></span>Lista <span class="_ _23"></span>systemów <span class="_ _1c"></span>wymieniona <span class="_ _23"></span>jest </div><div class="t m0 x2 h9 y46c ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">rozdziale 6 <span class="_ _7"></span>„Struktura <span class="_ _7"></span>zarządzania”, niemniej <span class="_ _7"></span>z <span class="_ _7"></span>punktu widzenia <span class="_ _7"></span>bezpieczeństwa<span class="_ _1"></span> <span class="_ _7"></span>i <span class="_ _7"></span>higieny <span class="_ _7"></span>pracy <span class="_ _7"></span>oraz </span></div><div class="t m0 x2 h9 y23 ff5 fs0 fc0 sc0 ls0 ws0">dobrostanu pracowników szczególnie istotne jest wymienienie ISO 45001 ‘Zarządzanie BHP’ <span class="_ _7"></span><span class="ff2">- s<span class="_ _7"></span>ystemie<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y46d ff5 fs0 fc0 sc0 ls0 ws0">wdrożonym w <span class="_ _1"></span>spółkach: Kuźnia<span class="_ _1"></span> Polska, Zetkama.<span class="ff2"> </span></div><div class="t m0 x2 h9 y46e ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _15"> </span>codziennej <span class="_ _15"> </span>pracy <span class="_ _15"></span>operacyjn<span class="_ _5"></span>e<span class="_ _7"></span>j <span class="_ _15"> </span>wszyscy <span class="_ _15"></span>pracownic<span class="_ _1"></span>y <span class="_ _15"> </span>są <span class="_ _15"> </span>wyposażeni <span class="_ _15"> </span>w <span class="_ _15"> </span>odpowi<span class="_ _1"></span>ednie <span class="_ _15"> </span>środki <span class="_ _15"> </span>ochrony </div><div class="t m0 x2 h9 y46f ff5 fs0 fc0 sc0 ls0 ws0">indywidualnej<span class="_ _1"></span> <span class="_ _26"> </span>(m.in. <span class="_ _26"> </span>okulary, <span class="_ _27"> </span>rękawice, <span class="_ _26"> </span>kaski, <span class="_ _27"> </span>buty <span class="_ _26"> </span>robocze, <span class="_ _26"> </span>ochronniki <span class="_ _27"> </span>s<span class="_ _7"></span>łuchu), <span class="_ _27"> </span>stosownie </div><div class="t m0 x2 h9 y470 ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">zidentyfikowa<span class="_ _5"></span>ny<span class="_ _7"></span>ch <span class="_ _20"> </span>zagrożeń <span class="_ _20"> </span>i<span class="ff2"> </span>niebezpiecz<span class="_ _5"></span>e<span class="_ _7"></span>ństw, <span class="_ _10"> </span>na <span class="_ _f"> </span>które <span class="_ _10"> </span>są <span class="_ _f"> </span>naraże<span class="_ _5"></span>ni <span class="_ _f"> </span>w <span class="_ _10"> </span>mie<span class="_ _7"></span>jscu <span class="_ _20"> </span>pracy. <span class="_ _20"> </span>Hale<span class="_ _1"></span> </span></span></div><div class="t m0 x2 h9 y471 ff5 fs0 fc0 sc0 ls0 ws0">produkcyjne <span class="_ _1d"> </span>i <span class="_ _2"> </span>miejsca <span class="_ _2"> </span>pracy <span class="_ _2"> </span>zostały <span class="_ _2"> </span>wyposażone<span class="_ _1"></span> <span class="_ _2"> </span>w <span class="_ _2"> </span>oznaczenia <span class="_ _2"> </span>przypomin<span class="_ _1"></span>ające <span class="_ _2"> </span>pracownikom </div><div class="t m0 x2 h9 y472 ff2 fs0 fc0 sc0 ls0 ws0">o <span class="ff5">potencjalnych <span class="_ _7"></span>zagrożeniach. <span class="_ _7"></span>Miejsca <span class="_ _e"></span>pracy <span class="_ _7"></span>oraz <span class="_ _e"></span>ścieżki <span class="_ _7"></span>komunikacyjne <span class="_ _e"></span>w <span class="_ _7"></span>budynkach <span class="_ _e"></span>i <span class="_ _7"></span>halach <span class="_ _e"></span>został<span class="_ _5"></span>y </span></div><div class="t m0 x2 h9 y473 ff5 fs0 fc0 sc0 ls0 ws0">oznakowane w sp<span class="_ _1"></span>osób wymagany prz<span class="_ _5"></span>ez właściwe prze<span class="ff2">pisy.  </span></div><div class="t m0 x2 h9 y474 ff5 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _7"></span>wszystkich <span class="_ _7"></span>poziomach <span class="_ _7"></span>organizacji <span class="_ _7"></span>pracownicy <span class="_ _7"></span>są <span class="_ _e"></span>odpowiedzialni <span class="_ _7"></span>za <span class="_ _7"></span>zgłaszanie <span class="_ _7"></span>zdarzeń <span class="_ _7"></span>potencjalnie </div><div class="t m0 x2 h9 y3ed ff5 fs0 fc0 sc0 ls0 ws0">niebezpieczn<span class="_ _1"></span>ych <span class="_ _20"> </span>oraz <span class="_ _20"> </span>za <span class="_ _10"> </span>przestrzeganie <span class="_ _20"> </span>obowiązują<span class="_ _5"></span>cych <span class="_ _20"> </span>pr<span class="_ _7"></span>zepisów,<span class="_ _1"></span> <span class="_ _20"> </span>ciekawym <span class="_ _20"> </span>rozwiąza<span class="_ _1"></span>niem <span class="_ _20"> </span>jest </div><div class="t m0 x2 h9 y475 ff5 fs0 fc0 sc0 ls0 ws0">skanowanie <span class="_ _1c"></span>kodu <span class="_ _1c"></span>QRQC, <span class="_ _1c"></span>który <span class="_ _1c"></span>odsyła <span class="_ _23"></span>pracownika<span class="_ _1"></span> <span class="_ _1c"></span>do <span class="_ _1c"></span>platformy <span class="_ _23"></span>, <span class="_ _1c"></span>gdz<span class="_ _7"></span>ie <span class="_ _1c"></span>może <span class="_ _1c"></span>zgłosić <span class="_ _1c"></span>zaobserwowane<span class="_ _1"></span> </div><div class="t m0 x2 h9 y476 ff5 fs0 fc0 sc0 ls0 ws0">przez siebie potencjalne niebezpi<span class="_ _5"></span>e<span class="_ _7"></span>czeństwo wdrożone w s<span class="_ _7"></span>półce Kuźni<span class="ff2">a Polska</span>, gdzie także <span class="_ _7"></span>wysyłane są<span class="_ _1"></span> </div><div class="t m0 x2 h9 y477 ff5 fs0 fc0 sc0 ls0 ws0">do <span class="_ _5"></span>pracowników <span class="_ _3"></span>tzw. <span class="_ _5"></span>alerty <span class="_ _3"></span>bezpieczeństwa <span class="_ _3"></span>informując<span class="_ _1"></span>e <span class="_ _5"></span>o <span class="_ _5"></span>zaistniałym <span class="_ _3"></span>zdarzeniu <span class="_ _3"></span>i <span class="_ _5"></span>zawierające <span class="_ _3"></span>instrukcje<span class="_ _1"></span> </div><div class="t m0 x2 h9 y478 ff2 fs0 fc0 sc0 ls0 ws0">bezpiecznej  pracy<span class="_ _1"></span>.  Za  u<span class="ff5">stalenie  planów  oraz  wdroż<span class="_ _5"></span>enie  działań  mających  za  zadanie  poprawi<span class="_ _5"></span>enie<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y479 ff5 fs0 fc0 sc0 ls0 ws0">warunków pracy <span class="_ _7"></span>i <span class="_ _7"></span>bezpieczeń<span class="_ _1"></span>stwa pr<span class="_ _7"></span>acowników odpowiedzia<span class="_ _1"></span>lna jes<span class="_ _7"></span>t kadra <span class="_ _7"></span>zarządzająca<span class="_ _1"></span> <span class="_ _7"></span>przy <span class="_ _7"></span>wsparciu </div><div class="t m0 x2 h9 y47a ff5 fs0 fc0 sc0 ls0 ws0">działów BHP oraz Och<span class="_ _5"></span>rony Środowiska. <span class="ff2"> </span></div><div class="t m0 x2 h9 y47b ff5 fs0 fc0 sc0 ls0 ws0">W zależności <span class="_ _1"></span>od specyfi<span class="_ _1"></span>ki danej Spółki <span class="_ _1"></span>podejmowan<span class="_ _5"></span>e<span class="_ _7"></span> są różn<span class="_ _1"></span>e inicjatywy zgła<span class="_ _5"></span>s<span class="_ _7"></span>zane prz<span class="_ _5"></span>e<span class="_ _7"></span>z pracowni<span class="_ _1"></span>ków, </div><div class="t m0 x2 h9 y47c ff5 fs0 fc0 sc0 ls0 ws0">a <span class="_ _23"></span>mające <span class="_ _23"></span>na <span class="_ _23"></span>celu <span class="_ _23"></span>poprawę <span class="_ _1c"></span>ich <span class="_ _23"></span>dobrostanu. <span class="_ _23"></span>Poniżej <span class="_ _23"></span>zaprezentowa<span class="_ _5"></span>no <span class="_ _15"></span>tylk<span class="_ _1"></span>o <span class="_ _15"></span>niektóre <span class="_ _1c"></span>działania <span class="_ _1c"></span>pod<span class="_ _7"></span>jęte </div><div class="t m0 x2 h9 y47d ff2 fs0 fc0 sc0 ls0 ws0">w roku 2023.<span class="_ _1"></span> </div></div><div class="c xab y47e w46 h3d"><div class="t m0 x59 h9 y2f8 ff5 fs0 fc0 sc1 ls0 ws0">Efekt działania<span class="ff2 fs6"> </span></div></div><div class="c xac y47e w47 h3d"><div class="t m0 xad h9 y2f8 ff5 fs0 fc0 sc1 ls0 ws0">Podjęte działanie<span class="ff2 fs6"> </span></div></div><div class="c xab y47f w46 h5f"><div class="t m0 x13 h28 y480 ff2 fs6 fc0 sc1 ls0 ws0">Poprawa </div><div class="t m0 x13 h28 y481 ff5 fs6 fc0 sc1 ls0 ws0">bezpieczeń<span class="_ _7"></span>stwa </div><div class="t m0 x13 h28 y482 ff2 fs6 fc0 sc1 ls0 ws0">pracy </div></div><div class="c xac y483 w47 h3a"><div class="t m0 x13 h28 y484 ff5 fs6 fc0 sc0 ls0 ws0">Instalacja systemu powia<span class="_ _7"></span>damiania przeciwpożarowe<span class="_ _7"></span>go<span class="_ _7"></span><span class="ff2 sc1"> </span></div></div><div class="c xac y47f w47 h3d"><div class="t m0 x13 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">W<span class="ff5">prowadzenie zabezpieczen<span class="_ _7"></span>ia osłon pras g<span class="_ _7"></span>łównych<span class="_ _7"></span></span> </div></div><div class="c xd y485 w1a h18"><div class="t m0 x4 h5 y175 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x0 yc w6 h2d" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">39</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xab y40e w46 h5d"><div class="t m0 x59 h9 y2f8 ff5 fs0 fc0 sc1 ls0 ws0">Efekt działania<span class="ff2 fs6"> </span></div></div><div class="c xac y40e w47 h5d"><div class="t m0 xad h9 y2f8 ff5 fs0 fc0 sc1 ls0 ws0">Podjęte działanie<span class="ff2 fs6"> </span></div></div><div class="c xab y486 w46 h60"><div class="t m0 x13 h28 y487 ff5 fs6 fc0 sc1 ls0 ws0">Poprawa waru<span class="_ _7"></span>nków </div><div class="t m0 x13 h28 y488 ff2 fs6 fc0 sc1 ls0 ws0">pracy </div></div><div class="c xac y489 w47 h45"><div class="t m0 x13 h28 y27f ff2 fs6 fc0 sc0 ls0 ws0">Modernizacja <span class="_ _16"> </span><span class="ff5">wentylacji <span class="_ _16"> </span>odciągow<span class="_ _7"></span>ej <span class="_ _16"> </span>na <span class="_ _16"> </span>oczyszczalni <span class="_ _16"> </span>w <span class="_ _16"> </span>odlewni <span class="_ _16"> </span>żeliwa</span> <span class="_ _16"> </span>-<span class="_ _7"></span> </div><div class="t m0 x13 h28 y280 ff2 fs6 fc0 sc0 ls0 ws0">z<span class="ff5">mniejszenie stężenia <span class="_ _7"></span>pyłów na stanowiskach sz<span class="_ _7"></span>lifierskich</span> <span class="_ _7"></span><span class="sc1"> </span></div></div><div class="c xac y48a w47 h3d"><div class="t m0 x13 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Wprowadzenie SMED <span class="_ _7"></span><span class="ff5">na Dziale Montażu <span class="_ _7"></span></span><span class="sc1"> </span></div></div><div class="c xac y2c7 w47 h45"><div class="t m0 x13 h28 y27f ff5 fs6 fc0 sc0 ls0 ws0">Montaż <span class="_ _e"></span>robota <span class="_ _e"></span>Harry <span class="_ _e"></span>na <span class="_ _7"></span>obrabiarce <span class="_ _e"></span>MIYAN<span class="_ _7"></span>O<span class="ff2"> <span class="_ _e"></span>- <span class="_ _e"></span></span>zmniejszenie<span class="_ _7"></span> <span class="_ _e"></span>wysiłku <span class="_ _7"></span>fizycznego<span class="_ _7"></span> </div><div class="t m0 x13 h28 y280 ff2 fs6 fc0 sc0 ls0 ws0">pracownika, poprawa k<span class="_ _7"></span>omfortu pracy <span class="_ _7"></span><span class="sc1"> </span></div></div><div class="c xac y48b w47 h3d"><div class="t m0 x13 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">M<span class="ff5">ontaż wentylatorów rewers<span class="_ _7"></span>yjnych nad agregatam<span class="_ _7"></span>i<span class="_ _7"></span></span><span class="sc1"> </span></div></div><div class="c xac y48c w47 h3d"><div class="t m0 x13 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">P<span class="ff5">oprawa wentylacji na h<span class="_ _7"></span>ali narzędziowni w obrębie s<span class="_ _7"></span>tanowisk<span class="_ _7"></span> spawalniczych<span class="_ _7"></span></span><span class="sc1"> </span></div></div><div class="c xac y48d w47 h44"><div class="t m0 x13 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Montaż barier obsługowych n<span class="_ _7"></span>a prasach LMZ 1600<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c xac y486 w47 h5d"><div class="t m0 x13 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">M<span class="ff5">ontaż barierek wygradzają<span class="_ _7"></span>cych główne ci<span class="_ _7"></span>ągi </span>komu<span class="_ _7"></span>nikacyjne<span class="_ _7"></span> </div></div><div class="c xab y48e w46 h61"><div class="t m0 x13 h28 y1e6 ff2 fs6 fc0 sc1 ls0 ws0">Budowa </div><div class="t m0 x13 h28 y48f ff5 fs6 fc0 sc1 ls0 ws0">świadom<span class="_ _7"></span>ości </div><div class="t m0 x13 h28 y490 ff2 fs6 fc0 sc1 ls0 ws0">pracowniczej </div></div><div class="c xac y491 w47 h44"><div class="t m0 x13 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">W<span class="ff5">prowadzenie programu VI<span class="_ _7"></span>TS do zgłaszania zdarz<span class="_ _7"></span>eń bhp<span class="_ _7"></span></span> </div></div><div class="c xac y48e w47 h3f"><div class="t m0 x13 h28 y141 ff2 fs6 fc0 sc0 ls0 ws0">Przeprowadzenie <span class="_ _7"></span>akcji <span class="_ _7"></span><span class="ff5">promuj<span class="_ _7"></span>ące <span class="_ _7"></span>kulturę <span class="_ _7"></span>BHP <span class="_ _7"></span>(szkolenia <span class="_ _7"></span>w <span class="_ _7"></span>formie <span class="_ _7"></span>gry<span class="_ _7"></span>, k<span class="_ _7"></span>onkurs </span></div><div class="t m0 x13 h28 y280 ff5 fs6 fc0 sc0 ls0 ws0">BHP, platforma do zgłaszan<span class="_ _7"></span>ia nieprawidłowoś<span class="_ _7"></span>ci)<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y492 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y493 ff5 fs0 fc0 sc0 ls0 ws0">W kontekście planów i zamierzeń Grupa nadal będzie kontynuowa<span class="_ _1"></span>ła edukację pracowników w zakresie </div><div class="t m0 x2 h9 y494 ff2 fs0 fc0 sc0 ls0 ws0">BHP <span class="_ _10"> </span>poprzez <span class="_ _10"> </span>spotkania <span class="_ _10"> </span><span class="ff5">dysku<span class="_ _1"></span>syjne, <span class="_ _10"> </span>szkolenia, <span class="_ _d"> </span>k<span class="_ _7"></span>ampani<span class="_ _1"></span>e <span class="_ _10"> </span>i <span class="_ _10"> </span>konkursy. <span class="_ _10"> </span>Spółki <span class="_ _d"> </span>Grupy <span class="_ _20"> </span>planują, <span class="_ _d"> </span>m.in. </span></div><div class="t m0 x2 h9 y495 ff5 fs0 fc0 sc0 ls0 ws0">następujące działa<span class="_ _1"></span>nia:<span class="ff2"> </span></div><div class="t m0 x33 h2 y3aa ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">kontynuację montaż<span class="ff2">u <span class="_ _5"></span><span class="ff5">k<span class="_ _7"></span>urtyn świ<span class="_ _1"></span>etln<span class="ff2">ych </span>na urządzenia<span class="_ _5"></span>ch do kucia, <span class="ff2"> </span></span></span></span></span></div><div class="t m0 x33 h2 y496 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">kontynuację budow<span class="_ _5"></span>y system detekcji CO2 na w<span class="_ _5"></span>y<span class="_ _7"></span>dziale wyka<span class="_ _1"></span>ńczalni<span class="ff2">,  </span></span></span></div><div class="t m0 x33 h2 y497 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">modernizacj<span class="ff5">ę</span> <span class="ff5">oświetl<span class="_ _1"></span>enia na hal<span class="_ _1"></span>i produkcyjnej<span class="_ _5"></span>,<span class="_ _7"></span> <span class="ff2">wydzielan<span class="lsc">ie</span> </span>strefy bezpi<span class="_ _5"></span>e<span class="_ _7"></span>czeństwa,<span class="_ _1"></span>  <span class="ff2"> </span></span></span></span></div><div class="t m0 x33 h2 y498 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">kontynuację <span class="_ _e"></span>montażu <span class="_ _e"></span><span class="ff2">sta</span>łych<span class="ff2"> <span class="_ _1c"></span></span>osłony <span class="_ _e"></span>bezpieczeństw<span class="_ _1"></span>a <span class="_ _e"></span>we <span class="_ _1c"></span>wszystkich <span class="_ _e"></span>gniazdach <span class="_ _e"></span>produkcyjnych<span class="_ _5"></span> </span></span></div><div class="t m0 x38 h9 y499 ff5 fs0 fc0 sc0 ls0 ws0">na wydziale Kuźni,<span class="_ _5"></span> <span class="ff2"> </span></div><div class="t m0 x33 h2 y49a ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">wygrodzenie wywrot<span class="_ _5"></span>nic na nagrzewach indukcyjn<span class="_ _5"></span>y<span class="_ _7"></span>ch oraz piecu <span class="ff5">półprzep<span class="_ _1"></span>ychowym,  <span class="ff2"> </span></span></span></span></div><div class="t m0 x33 h2 y49b ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">opracowanie sy<span class="_ _1"></span>stemu zgłas<span class="_ _1"></span>zania zdarzeń pot<span class="_ _1"></span>encjalnie nieb<span class="_ _5"></span>e<span class="_ _7"></span>zpiecznych<span class="ff2">. </span></span></span></div><div class="t m0 x2 h9 y49c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y3ea ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y49d ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y49e ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y49f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4a0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4a1 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4a2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y108 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4a3 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2a"> </span> </div></div><div class="c xf y4a4 w9 h18"><div class="t m0 x4 h5 y175 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x0 yc w24 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">40</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y1da ff2 fs4 fc2 sc2 ls0 ws0">4.3.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff5 sc2">Zaangażowanie i rozwój pracown<span class="_ _5"></span>ik<span class="_ _7"></span>ów <span class="ff2"> </span></span></span></div><div class="t m0 x2 hd y4a5 ff7 fs0 fc0 sc0 ls0 ws0">GRI: 404-1; 404-<span class="ls1">2 <span class="_ _5"></span><span class="ls0"> </span></span></div><div class="t m0 x2 hd y393 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4a6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y395 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4a7 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 yb6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4a8 ff5 fs0 fc0 sc0 ls0 ws0">Zaangażowanie<span class="_ _1"></span> i rozwój pracowników ma kluczowy wpł<span class="_ _5"></span>y<span class="_ _7"></span>w na f<span class="_ _7"></span>unkcjonowanie<span class="_ _5"></span> <span class="_ _7"></span>Spółek Grupy i prowadzi </div><div class="t m0 x2 h9 y4a9 ff5 fs0 fc0 sc0 ls0 ws0">do <span class="_ _23"></span>zwiększenia <span class="_ _23"></span>wartości <span class="_ _23"></span>Holdingu. <span class="_ _23"></span>Stworzenie <span class="_ _23"></span>optymalnego <span class="_ _23"></span>środowiska <span class="_ _23"></span>pracy, <span class="_ _23"></span>właściwe <span class="_ _23"></span>zarządzanie </div><div class="t m0 x2 h9 y4aa ff5 fs0 fc0 sc0 ls0 ws0">zasobami <span class="_ _5"></span>ludzkimi<span class="_ _1"></span>, <span class="_ _5"></span>budowanie <span class="_ _5"></span>pozycji <span class="_ _5"></span>Spółek <span class="_ _5"></span>i <span class="_ _5"></span>wyróżni<span class="_ _5"></span>e<span class="_ _7"></span>nie <span class="_ _5"></span>się <span class="_ _5"></span>na <span class="_ _5"></span>rynku <span class="_ _5"></span>pracy <span class="_ _5"></span>jest <span class="_ _5"></span>istotnym <span class="_ _3"></span>wyzwaniem, </div><div class="t m0 x2 h9 y4ab ff5 fs0 fc0 sc0 ls0 ws0">przed którymi <span class="_ _1"></span>stoją<span class="ff2"> </span>wszystk<span class="_ _1"></span>ie Spółki Grupy.<span class="ff2">  </span></div><div class="t m0 x2 h9 y4ac ff5 fs0 fc0 sc0 ls0 ws0">Zapewnienie <span class="_ _d"> </span>warunków <span class="_ _d"> </span>pracy <span class="_ _10"> </span>sprzyjających <span class="_ _d"> </span>zaangażowaniu <span class="_ _d"> </span>pracowników <span class="_ _d"> </span>stanowi <span class="_ _d"> </span>je<span class="_ _7"></span>den <span class="_ _d"> </span>z <span class="_ _10"> </span>celów </div><div class="t m0 x2 h9 y4ad ff5 fs0 fc0 sc0 ls0 ws0">strategii <span class="_ _5"></span>zrównoważon<span class="_ _5"></span>e<span class="_ _7"></span>go <span class="_ _5"></span>rozwoju <span class="_ _5"></span>Grupy. <span class="_ _5"></span>Wsparciem <span class="_ _3"></span>w <span class="_ _5"></span>realizacji <span class="_ _5"></span>tego <span class="_ _5"></span>celu <span class="_ _5"></span>są <span class="_ _5"></span>wypracowane <span class="_ _5"></span>inicjatywy:<span class="ff2"> </span></div><div class="t m0 x33 h9 y4ae ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Wdrożenie <span class="_ _10"> </span>cyklicznej <span class="_ _10"> </span>realizacji <span class="_ _10"> </span>Programu <span class="_ _10"> </span>Oceny <span class="_ _10"> </span>Rozwojowej <span class="_ _10"> </span>w <span class="_ _10"> </span>Grupie <span class="_ _10"> </span>dla <span class="_ _20"> </span>pracowników<span class="_ _1"></span> </span></span></div><div class="t m0 x38 h9 y4af ff2 fs0 fc0 sc0 ls0 ws0">administracyjn<span class="_ _1"></span>ych, </div><div class="t m0 x33 h9 y4b0 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Wdrożenie Oceny Proj<span class="_ _5"></span>e<span class="_ _7"></span>ktowej 360º<span class="ff2">, </span></span></span></div><div class="t m0 x33 h9 y4b1 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Wdrożenie najlepsz<span class="_ _1"></span>ych praktyk w obsza<span class="_ _1"></span>rze komuni<span class="_ _5"></span>k<span class="_ _7"></span>acji z pracownikami<span class="ff2">, </span></span></span></div><div class="t m0 x33 h9 y4b2 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Wdrożenie <span class="_ _10"> </span>wybranych <span class="_ _10"> </span>działań <span class="_ _10"> </span>usprawniających <span class="_ _10"> </span>na <span class="_ _10"> </span>bazie <span class="_ _10"> </span>wniosków <span class="_ _20"> </span>z <span class="_ _10"> </span>badania <span class="_ _20"> </span><span class="ff2">satysfakcji<span class="_ _5"></span> </span></span></span></div><div class="t m0 x38 h9 y4b3 ff5 fs0 fc0 sc0 ls0 ws0">pracowników<span class="ff2">, </span></div><div class="t m0 x33 h9 y4b4 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Wdrożenie <span class="_ _e"></span>dodatkowych <span class="_ _7"></span>warunków <span class="_ _e"></span>współpracy <span class="_ _7"></span>z <span class="_ _e"></span>agencjami <span class="_ _7"></span>pr<span class="_ _7"></span>acy <span class="_ _7"></span>tymczasowej/ <span class="_ _7"></span>podmiotami </span></span></div><div class="t m0 x38 h9 y4b5 ff5 fs0 fc0 sc0 ls0 ws0">świadczącymi<span class="_ _1"></span> <span class="_ _e"></span>leasing pracowniczy <span class="_ _7"></span>dotyczących <span class="_ _7"></span>spełnienia <span class="_ _7"></span>minimalnych <span class="_ _7"></span>wymagań społecznych </div><div class="t m0 x38 h9 y4b6 ff2 fs0 fc0 sc0 ls0 ws0">i regulacyjnych.<span class="_ _1"></span> </div><div class="t m0 x2 h9 y23e ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _10"> </span>roku <span class="_ _10"> </span>2023 <span class="_ _10"> </span><span class="ff5">kontynuow<span class="_ _5"></span>ano <span class="_ _10"> </span>działania <span class="_ _10"> </span>polegające <span class="_ _d"> </span>na <span class="_ _10"> </span>tworzeniu <span class="_ _10"> </span>i <span class="_ _10"> </span>implem<span class="_ _1"></span>entacji <span class="_ _d"> </span>s<span class="_ _7"></span>pójnej <span class="_ _10"> </span>polityki<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y23f ff5 fs0 fc0 sc0 ls0 ws0">zarządzania zasobami ludzkimi w <span class="_ _7"></span>całej Grupie oraz <span class="_ _7"></span>na <span class="_ _7"></span>zbudowani<span class="_ _5"></span>u <span class="_ _7"></span>i <span class="_ _7"></span>wdrożeniu narzędzi pozwalających<span class="_ _5"></span> </div><div class="t m0 x2 h9 y240 ff5 fs0 fc0 sc0 ls0 ws0">na <span class="_ _f"> </span>postrzegani<span class="_ _1"></span>e <span class="_ _f"> </span>Spółek <span class="_ _20"> </span>Grupy <span class="_ _f"> </span>jako <span class="_ _f"> </span>atrakcyjnego <span class="_ _20"> </span>pracodawcy. <span class="_ _20"> </span>Po<span class="_ _7"></span>niżej <span class="_ _f"> </span>zost<span class="_ _5"></span>ały <span class="_ _f"> </span>o<span class="_ _e"></span>pisane <span class="_ _20"> </span>niektóre </div><div class="t m0 x2 h9 y4b7 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">podjętych wspóln<span class="_ _5"></span>ych działań na bazie dzi<span class="_ _1"></span>elenia się dobrymi p<span class="_ _1"></span>raktykami.<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y241 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _f"> </span>zakresie <span class="_ _16"> </span>procesu <span class="_ _f"> </span>onboarding <span class="_ _f"> </span>czyli <span class="_ _f"> </span>wdrożenia <span class="_ _f"> </span>kandydata <span class="_ _f"> </span>do <span class="_ _16"> </span>pracy <span class="_ _f"> </span>wszystkie <span class="_ _f"> </span>spółki <span class="_ _f"> </span>zgodnie </div><div class="t m0 x2 h9 y242 ff5 fs0 fc0 sc0 ls8 ws0">są<span class="ff2 ls0"> <span class="ff5">świadom<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _15"></span>potrze<span class="_ _5"></span>b <span class="_ _15"> </span>i <span class="_ _15"></span>benefitów <span class="_ _1c"></span>płynących <span class="_ _15"> </span>z <span class="_ _23"></span>dobrze <span class="_ _23"></span>wdr<span class="_ _7"></span>ożonego <span class="_ _23"></span>programu <span class="_ _23"></span>onboardingowego. <span class="_ _23"></span>Dla </span></span></div><div class="t m0 x2 h9 y243 ff5 fs0 fc0 sc0 ls0 ws0">tego <span class="_ _c"> </span>też  każ<span class="_ _5"></span>da  ze<span class="_ _1"></span> <span class="_ _c"> </span>spółek <span class="_ _c"> </span>wdrożyła  go <span class="_ _c"> </span>we <span class="_ _c"> </span>własnym <span class="_ _c"> </span>zakresie <span class="_ _c"> </span>pozwalającym <span class="_ _c"> </span>uwzgl<span class="_ _1"></span>ędnić <span class="_ _c"> </span>specyficzne<span class="_ _5"></span> </div><div class="t m0 x2 h9 y4b8 ff5 fs0 fc0 sc0 ls0 ws0">potrzeby <span class="_ _e"></span>każdej <span class="_ _1c"></span>ze <span class="_ _e"></span>spółek <span class="_ _1c"></span>zarówno <span class="_ _e"></span>dla <span class="_ _1c"></span>pracowników <span class="_ _e"></span>fizycznych <span class="_ _e"></span>jak <span class="_ _1c"></span>i <span class="_ _1c"></span>umysłow<span class="ff2">ych. <span class="_ _1c"></span>W <span class="_ _e"></span>pierwszym <span class="_ _1c"></span>dniu </span></div><div class="t m0 x2 h9 y4b9 ff5 fs0 fc0 sc0 ls0 ws0">pracownik otrzymuj<span class="_ _5"></span>e<span class="_ _7"></span> pakiet niezb<span class="_ _1"></span>ędnych szkoleń, <span class="_ _1"></span>następnie otrz<span class="_ _1"></span>ymuje on opieku<span class="_ _1"></span>na/trenera, który dba<span class="_ _5"></span> </div><div class="t m0 x2 h9 y4ba ff5 fs0 fc0 sc0 ls0 ws0">o <span class="_ _15"> </span>jego <span class="_ _23"></span>prawidłowe <span class="_ _15"></span>wdroże<span class="_ _5"></span>nie<span class="_ _7"></span>. <span class="_ _15"></span> <span class="_ _23"></span>Warto <span class="_ _15"> </span>wspomnieć, <span class="_ _23"></span>że <span class="_ _15"> </span>w <span class="_ _15"> </span>spółce <span class="_ _15"> </span>Kuźni<span class="ff2">a <span class="_ _23"></span>Polska <span class="_ _15"></span></span>w <span class="_ _15"></span>oddzial<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _15"></span>Żory <span class="_ _23"></span>etap </div><div class="t m0 x2 h9 y4bb ff5 fs0 fc0 sc0 ls0 ws0">wstępny  po<span class="_ _1"></span>szerzony  j<span class="_ _5"></span>est  o  stanowi<span class="_ _5"></span>sk<span class="_ _7"></span>o  tr<span class="_ _1"></span>en<span class="_ _7"></span>ingowe.<span class="_ _1"></span>  Standa<span class="_ _1"></span>rdem  program<span class="_ _5"></span>ów  onboardingow<span class="_ _1"></span>ych  we </div><div class="t m0 x2 h9 y4bc ff5 fs0 fc0 sc0 ls0 ws0">wszystkich <span class="_ _13"> </span>spółkach <span class="_ _13"> </span>są <span class="_ _13"> </span>podstawowe <span class="_ _13"> </span>szkolenia <span class="_ _13"> </span>z <span class="_ _13"> </span>zakresu <span class="_ _24"> </span>BHP <span class="_ _13"> </span>i <span class="_ _24"> </span>środowi<span class="_ _1"></span>ska, <span class="_ _13"> </span>kontroli <span class="_ _24"> </span>jakośc<span class="_ _1"></span>i </div><div class="t m0 x2 h9 y4bd ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">stanowiskow<span class="_ _1"></span>e. KP <span class="_ _5"></span>Żory rozsze<span class="_ _1"></span>rzyła p<span class="_ _5"></span>ro<span class="_ _7"></span>gram <span class="_ _5"></span>o szkolenia <span class="_ _5"></span>z zakresu <span class="_ _5"></span>5S, Lean <span class="_ _5"></span>czy też <span class="_ _5"></span>KAIZEN, ciekawo<span class="_ _1"></span>stką </span></div><div class="t m0 x2 h9 y4be ff5 fs0 fc0 sc0 ls0 ws0">jest <span class="_ _7"></span>też program s<span class="_ _7"></span>zkolenia z s<span class="_ _7"></span>ymptomów zbliżających się <span class="_ _7"></span>awarii pt. <span class="_ _7"></span>„Szósty <span class="_ _7"></span>zmysł”. Informacja zwrotna </div><div class="t m0 x2 h9 y4bf ff5 fs0 fc0 sc0 ls0 ws0">pracowników, <span class="_ _15"> </span>k<span class="_ _7"></span>tóra <span class="_ _c"> </span>jest<span class="_ _1"></span> <span class="_ _c"> </span>otrzymywana <span class="_ _c"> </span>i <span class="_ _15"> </span>analizowana <span class="_ _c"> </span>po <span class="_ _c"> </span>zakończonym <span class="_ _c"> </span>proce<span class="_ _1"></span>sie <span class="_ _c"> </span>wdrożenia <span class="_ _15"> </span>pozwala </div><div class="t m0 x2 h9 y4c0 ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> <span class="ff5">uzyskanie <span class="_ _1"></span>efektu synergi<span class="_ _5"></span>i między aspiracjami praco<span class="_ _1"></span>wnika, a potrzeba<span class="_ _5"></span>mi Spółe<span class="_ _7"></span><span class="ff2">k Grupy.  </span></span></span></div></div><div class="c x57 y4c1 w48 h38"><div class="t m0 x4 h5 y175 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x0 yc w24 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">41</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">Spółk<span class="ff2">i <span class="_ _1"></span>w 20<span class="_ _1"></span>23 ro<span class="_ _5"></span>k<span class="_ _7"></span>u <span class="ff5">kont<span class="_ _5"></span>ynuowały współp<span class="_ _1"></span>racę z <span class="_ _5"></span>sektorem <span class="_ _1"></span>edukacji. <span class="_ _5"></span>W jej <span class="_ _5"></span>ramach dla<span class="_ _1"></span> <span class="ff2">prawie <span class="_ _1"></span><span class="ls15">30<span class="ls0"> <span class="ff5">uczniów<span class="_ _5"></span> </span></span></span></span></span></span></div><div class="t m0 x2 h9 yf0 ff5 fs0 fc0 sc0 ls0 ws0">realizowane b<span class="_ _1"></span>yły: <span class="ff2"> </span></div><div class="t m0 x33 h2 y119 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">programy <span class="_ _3"></span>płatnych <span class="_ _3"></span>s<span class="_ _7"></span>taży <span class="_ _3"></span>dla <span class="_ _5"></span>studentów <span class="_ _3"></span>i <span class="_ _5"></span>klas <span class="_ _5"></span>patronackich <span class="_ _3"></span>w <span class="_ _3"></span>s<span class="_ _7"></span>zkołach <span class="_ _3"></span>średnich. <span class="_ _3"></span>Uczestnicy <span class="_ _5"></span>mieli<span class="_ _5"></span> </span></span></div><div class="t m0 x38 h9 y11a ff5 fs0 fc0 sc0 ls0 ws0">możliwość <span class="_ _1c"></span>poznania <span class="_ _1c"></span>procesów <span class="_ _1c"></span>produkcyjn<span class="_ _5"></span>y<span class="_ _7"></span>ch <span class="_ _1c"></span>i <span class="_ _23"></span>zdobycia<span class="_ _1"></span> <span class="_ _1c"></span>doś<span class="_ _7"></span>wiadczenia<span class="_ _5"></span> <span class="_ _15"> </span>–<span class="ff2"> <span class="_ _1c"></span></span>jakże <span class="_ _1c"></span>cennych <span class="_ _1c"></span>przy </div><div class="t m0 x38 h9 y1db ff2 fs0 fc0 sc0 ls0 ws0">wchodzeniu na r<span class="_ _5"></span>y<span class="_ _7"></span>nek pracy, </div><div class="t m0 x33 h2 y177 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">kursy <span class="_ _7"></span>i <span class="_ _7"></span>instruktaże <span class="ff2">(wraz <span class="_ _7"></span></span>z <span class="_ _7"></span>instytucja<span class="_ _1"></span>mi <span class="_ _7"></span>kształcenia<span class="_ _1"></span> <span class="_ _7"></span>zawodowego) na <span class="_ _7"></span>maszynach i ur<span class="_ _7"></span>ządzeniach<span class="_ _1"></span> </span></span></div><div class="t m0 x38 h9 y178 ff5 fs0 fc0 sc0 ls0 ws0">zakładów <span class="_ _f"> </span>produkc<span class="_ _5"></span>y<span class="_ _7"></span>jnych <span class="_ _20"> </span>w <span class="_ _f"> </span>celu <span class="_ _f"> </span>przeszkolenia<span class="_ _1"></span> <span class="_ _f"> </span>nowych <span class="_ _20"> </span>potencjalnych <span class="_ _f"> </span>pracowników <span class="_ _20"> </span>oraz </div><div class="t m0 x38 h9 yf5 ff5 fs0 fc0 sc0 ls0 ws0">umożliwienia <span class="_ _d"> </span>zdobycia <span class="_ _d"> </span>doświadczenia <span class="_ _d"> </span>społeczności <span class="_ _d"> </span>lokalnej <span class="_ _d"> </span>nie <span class="_ _10"> </span>zatrudnionej <span class="_ _b"> </span>w <span class="_ _10"> </span>zakładach </div><div class="t m0 x38 h9 yf6 ff5 fs0 fc0 sc0 ls0 ws0">produkcyjnych Spó<span class="_ _5"></span>łe<span class="_ _7"></span><span class="ff2">k.  </span></div><div class="t m0 x2 h28 y4c2 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y4c3 ff5 fs6 fc0 sc0 ls0 ws0">Liczba uczniów przyuczany<span class="_ _7"></span>ch do zawodu/<span class="_ _7"></span>odbywających pra<span class="_ _7"></span>ktyki zawodowe [w os<span class="_ _7"></span>obach]<span class="_ _e"></span><span class="ff2"> </span></div></div><div class="c x7 y4c4 w38 h3d"><div class="t m0 x98 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x7f y4c4 w39 h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c x80 y4c4 w36 h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022 </div></div><div class="c x7 y2dc w38 h44"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Kobiety<span class="sc1"> </span></div></div><div class="c x7f y2dc w39 h44"><div class="t m0 x92 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x80 y2dc w36 h44"><div class="t m0 x92 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">7<span class="sc1"> </span></div></div><div class="c x7 y4c5 w38 h3d"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x7f y4c5 w39 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">27<span class="ls0"> </span></div></div><div class="c x80 y4c5 w36 h3d"><div class="t m0 x84 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">34<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y3e0 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4c6 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _5"></span>roku <span class="_ _5"></span>2023 <span class="_ _5"></span>odbyła <span class="_ _3"></span>się <span class="_ _5"></span>kolejna <span class="_ _5"></span>edycja <span class="_ _5"></span>Konkursu <span class="_ _3"></span>Technicznego <span class="_ _3"></span>„Top <span class="_ _5"></span>Mechanik”<span class="ff2 ls2">. <span class="_ _5"></span><span class="ff5 ls0">W <span class="_ _5"></span>konkursie <span class="_ _3"></span>brali <span class="_ _5"></span>udział </span></span></div><div class="t m0 x2 h9 y4c7 ff5 fs0 fc0 sc0 ls0 ws0">uczniowie <span class="_ _31"> </span>szkół  branżow<span class="_ _1"></span>ych  oraz  t<span class="_ _5"></span>e<span class="_ _7"></span>chnicznych <span class="_ _c"> </span>o  kierunku  operat<span class="_ _1"></span>or  obrabiar<span class="_ _1"></span>ek  skrawają<span class="_ _1"></span>cych  ora<span class="_ _1"></span>z </div><div class="t m0 x2 h9 y4c8 ff5 fs0 fc0 sc0 ls0 ws0">technik <span class="_ _e"></span>mechanik <span class="_ _7"></span>z <span class="_ _e"></span>regionu <span class="_ _7"></span>dolnośląskiego: <span class="_ _e"></span>Kamienna <span class="_ _7"></span>Góra, <span class="_ _e"></span>Świdnica, <span class="_ _7"></span>Świebodzice, <span class="_ _7"></span>Wałbrzych, <span class="_ _7"></span>Środy </div><div class="t m0 x2 h9 y4af ff5 fs0 fc0 sc0 ls0 ws0">Śląskiej. <span class="_ _23"></span> <span class="_ _23"></span>W <span class="_ _23"></span>roku <span class="_ _23"></span>2023 <span class="_ _1c"></span>Masterform <span class="_ _23"></span>z <span class="_ _23"></span>Udziałem <span class="_ _23"></span>Uczniów <span class="_ _1c"></span>ze <span class="_ _23"></span>Szkoły <span class="_ _23"></span>branżowej <span class="_ _23"></span>w <span class="_ _1c"></span>Ś<span class="_ _7"></span>wiebodzicach <span class="_ _1c"></span>zajęli </div><div class="t m0 x2 h9 y4c9 ff2 fs0 fc0 sc0 ls0 ws0">I miejsce. <span class="_ _5"></span><span class="ff5">Jest to <span class="_ _3"></span>jeden z <span class="_ _3"></span>przykładów <span class="_ _5"></span>budowania <span class="_ _5"></span>zaangażowania<span class="_ _1"></span> <span class="_ _5"></span>lokalnej społ<span class="_ _5"></span>e<span class="_ _7"></span>czności <span class="_ _5"></span>oraz <span class="_ _1"></span>optymalizacji<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y4ca ff2 fs0 fc0 sc0 ls0 ws0">programu <span class="_ _3"></span>szkolenia <span class="_ _3"></span>w <span class="ff5">powstałych <span class="_ _3"></span>szkółkach. <span class="_ _3"></span>Powyższe <span class="_ _3"></span>aktywności <span class="_ _3"></span>są <span class="_ _5"></span>jednym <span class="_ _3"></span>z <span class="_ _5"></span>przykładów <span class="_ _3"></span>efektywnego<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y4cb ff5 fs0 fc0 sc0 ls0 ws0">budowania Emplo<span class="_ _5"></span>yer <span class="_ _7"></span>Brandi<span class="_ _1"></span>ng w Spółkach Gru<span class="_ _1"></span>py.<span class="ff2"> </span></div><div class="t m0 x2 h9 y4cc ff5 fs0 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _15"></span>mają <span class="_ _15"> </span>możliwość <span class="_ _15"> </span>podnoszenia<span class="_ _1"></span> <span class="_ _15"> </span>kwalifikacji <span class="_ _15"> </span>zawodowych, <span class="_ _15"> </span>a <span class="_ _15"> </span>Spółki <span class="_ _15"> </span>partycypują <span class="_ _15"> </span>w <span class="_ _15"> </span>kosztach </div><div class="t m0 x2 h9 y3e7 ff5 fs0 fc0 sc0 ls0 ws0">edukacji <span class="_ _15"> </span>zgodnie <span class="_ _15"> </span>z <span class="_ _15"> </span>obowiązującymi <span class="_ _15"></span>wewn<span class="_ _5"></span>ę<span class="_ _7"></span>trznymi <span class="_ _15"></span>poli<span class="_ _1"></span>tykami <span class="_ _15"> </span>i <span class="_ _15"> </span>procedurami <span class="_ _15"> </span>szkoleniowymi. <span class="_ _15"></span>Poniżej<span class="_ _5"></span> </div><div class="t m0 x2 h9 y4cd ff5 fs0 fc0 sc0 ls0 ws0">prezentujemy <span class="_ _15"> </span>średnią <span class="_ _c"> </span>liczbę <span class="_ _15"> </span>godzin <span class="_ _c"> </span>szkoleniowych <span class="_ _15"> </span>rocznie <span class="_ _c"> </span>na <span class="_ _15"> </span>pracow<span class="_ _7"></span><span class="ff2">nika <span class="_ _c"> </span>w <span class="_ _15"> </span>2023 <span class="_ _c"> </span>roku <span class="_ _c"> </span>w <span class="_ _c"> </span>podzi<span class="_ _1"></span>ale </span></div><div class="t m0 x2 h2 y4ce ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> wiek <span class="_ _5"></span>i <span class="_ _5"></span>funkcje.<span class="ff1"> <span class="_ _5"></span><span class="ff5">We wsz<span class="_ _5"></span>y<span class="_ _7"></span>stkich <span class="_ _5"></span>spółkach <span class="_ _5"></span>Grupy <span class="_ _5"></span>wdrożone <span class="_ _5"></span>zostały <span class="_ _5"></span>sformalizowan<span class="_ _1"></span>e <span class="_ _5"></span>procedury <span class="_ _1"></span>opisując<span class="_ _1"></span>e </span></span></span></div><div class="t m0 x2 h9 y4cf ff5 fs0 fc0 sc0 ls0 ws0">proces szkolenia prac<span class="_ _5"></span>owników. Zgodnie z wymaganiami norm ISO o<span class="_ _1"></span>pisują zarówno spo<span class="_ _1"></span>sób identyfikacji<span class="_ _5"></span> </div><div class="t m0 x2 h9 y3ec ff2 fs0 fc0 sc0 ls0 ws0">potrzeb szkol<span class="_ _1"></span>eniowych, przygot<span class="ff5">owani<span class="_ _1"></span>e planu szkoleń, <span class="_ _1"></span>realizację, ocenę szk<span class="_ _1"></span>oleń oraz odpowie<span class="_ _1"></span>dzialność,<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y4d0 ff5 fs0 fc0 sc0 ls0 ws0">ponadto <span class="_ _20"> </span>w <span class="_ _10"> </span>spółkach <span class="_ _10"> </span>wdrożone <span class="_ _20"> </span>zostały <span class="_ _10"> </span>rozwiązania <span class="_ _10"> </span>zapewniające <span class="_ _10"> </span>aktualność <span class="_ _10"> </span>wymaganych <span class="_ _10"> </span>pr<span class="_ _7"></span>zez </div><div class="t m0 x2 h9 y4d1 ff5 fs0 fc0 sc0 ls0 ws0">przepisy prawa, szkoleń <span class="_ _7"></span>terminowyc<span class="_ _1"></span>h. We <span class="_ _7"></span>wszystkich spółkach prowadzone są <span class="_ _7"></span>wskaźniki monitorujące<span class="ff2"> </span></div><div class="t m0 x2 h9 y4d2 ff5 fs0 fc0 sc0 ls0 ws0">proces <span class="_ _f"> </span>s<span class="_ _7"></span>zkoleniowy. <span class="_ _f"> </span>Spółki <span class="_ _16"> </span>wykorzystują <span class="_ _f"> </span>potencjał <span class="_ _16"> </span>doświadczonych <span class="_ _f"> </span>pracowników <span class="_ _16"> </span>angażując <span class="_ _f"> </span>ich </div><div class="t m0 x2 h9 y4d3 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">charakterze<span class="_ _1"></span> <span class="_ _15"> </span>trenerów <span class="_ _15"></span>do <span class="_ _15"></span>realiza<span class="_ _1"></span>cji <span class="_ _15"> </span>szkoleń <span class="_ _15"></span>wewnę<span class="_ _1"></span>trznych, <span class="_ _15"></span>posiadają<span class="_ _1"></span> <span class="_ _15"> </span>także <span class="_ _15"></span>warun<span class="_ _5"></span>k<span class="_ _7"></span>i <span class="_ _15"> </span>lokalowe <span class="_ _15"></span>oraz<span class="_ _5"></span> </span></div><div class="t m0 x2 h2 y4d4 ff5 fs0 fc0 sc0 ls0 ws0">wyposażenie w<span class="_ _1"></span>ymagane do<span class="_ _1"></span> realizacji szkole<span class="_ _1"></span>ń w miejscu pracy<span class="_ _1"></span>.<span class="ff1"> <span class="ff2"> </span></span></div><div class="t m0 x2 h9 y4d5 ff5 fs0 fc0 sc0 ls0 ws0">liczbę godzin sz<span class="_ _1"></span>koleniowych rocz<span class="_ _1"></span>nie na pracownika w<span class="_ _5"></span> 202<span class="ff2">3<span class="_ _7"></span> roku w podzia<span class="_ _1"></span>le na wi<span class="_ _1"></span>ek i funkcje. </span></div><div class="t m0 x2 h28 y51 ff5 fs6 fc0 sc0 ls0 ws0">Średnia liczba godzin szkolen<span class="_ _7"></span>iowych rocznie n<span class="_ _7"></span>a pracownika [w <span class="_ _7"></span><span class="ff2">podziale na fu<span class="_ _7"></span>nkcje] w <span class="ls1b">202<span class="_ _7"></span></span>3 roku. </span></div></div><div class="c x79 y4d6 w3f h45"><div class="t m0 xa3 h28 y281 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2"> </span></div></div><div class="c x8c y4d6 w40 h45"><div class="t m0 x32 h28 y27f ff5 fs6 fc0 sc1 ls0 ws0">Wyższa kadra </div><div class="t m0 x8a h28 y280 ff5 fs6 fc0 sc1 ls0 ws0">menedżerska<span class="ff2"> </span></div></div><div class="c x8d y4d6 w3e h45"><div class="t m0 x32 h28 y27f ff5 fs6 fc0 sc1 ls0 ws0">Średnia kadra </div><div class="t m0 x8a h28 y280 ff5 fs6 fc0 sc1 ls0 ws0">menedżerska<span class="ff2"> </span></div></div><div class="c x8e y4d6 w40 h45"><div class="t m0 x88 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">Pracownicy <span class="_ _7"></span>- </div><div class="t m0 x4c h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">produkcja </div></div><div class="c x8f y4d6 w3e h45"><div class="t m0 x88 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">Pracownicy <span class="_ _7"></span>- </div><div class="t m0 x8a h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">administracja </div></div><div class="c x90 y4d6 w3d h45"><div class="t m0 xd h28 y281 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c x79 y4d7 w3f h62"><div class="t m0 x4 h3 y4d8 ff5 fs1 fc0 sc0 ls0 ws0">Liczba osób korzystająca </div><div class="t m0 x4 h3 yb ff5 fs1 fc0 sc0 ls0 ws0">ze szkoleń<span class="ff2 sc1"> </span></div></div><div class="c x8c y4d7 w40 h62"><div class="t m0 x3e h28 y84 ff2 fs6 fc0 sc0 ls1b ws0">29<span class="ls0"> </span></div></div><div class="c x8d y4d7 w3e h62"><div class="t m0 x39 h28 y84 ff2 fs6 fc0 sc0 ls1b ws0">133<span class="ls0"> </span></div></div><div class="c x8e y4d7 w40 h62"><div class="t m0 x31 h28 y84 ff2 fs6 fc0 sc0 ls0 ws0">1 349 </div></div><div class="c x8f y4d7 w3e h62"><div class="t m0 x39 h28 y84 ff2 fs6 fc0 sc0 ls1b ws0">192<span class="ls0"> </span></div></div><div class="c x90 y4d7 w3d h62"><div class="t m0 x31 h28 y84 ff2 fs6 fc0 sc0 ls0 ws0">1 703 </div></div><div class="c x79 y5a w3f h62"><div class="t m0 x4 h3 y4d8 ff2 fs1 fc0 sc0 ls0 ws0">Liczba godzin </div><div class="t m0 x4 h3 yb ff2 fs1 fc0 sc0 ls0 ws0">szkoleniowych<span class="sc1"> </span></div></div><div class="c x8c y5a w40 h62"><div class="t m0 x39 h28 y84 ff2 fs6 fc0 sc0 ls1b ws0">900<span class="ls0"> </span></div></div><div class="c x8d y5a w3e h62"><div class="t m0 x31 h28 y84 ff2 fs6 fc0 sc0 ls0 ws0">2 215 </div></div><div class="c x8e y5a w40 h62"><div class="t m0 xd h28 y84 ff2 fs6 fc0 sc0 ls0 ws0">11 809 </div></div><div class="c x8f y5a w3e h62"><div class="t m0 x31 h28 y84 ff2 fs6 fc0 sc0 ls0 ws0">3 496 </div></div><div class="c x90 y5a w3d h62"><div class="t m0 xd h28 y84 ff2 fs6 fc0 sc0 ls0 ws0">18 420 </div></div><div class="c x79 y4d9 w3f h63"><div class="t m0 x4 h3 y4da ff5 fs1 fc0 sc0 ls0 ws0">Średnia liczba godzin </div><div class="t m0 x4 h3 yb ff2 fs1 fc0 sc0 ls0 ws0">szkoleniowych<span class="sc1"> </span></div></div><div class="c x8c y4d9 w40 h63"><div class="t m0 x71 h28 y84 ff2 fs6 fc0 sc0 ls0 ws0">22,0 </div></div><div class="c x8d y4d9 w3e h63"><div class="t m0 x71 h28 y84 ff2 fs6 fc0 sc0 ls0 ws0">20,0 </div></div><div class="c x8e y4d9 w40 h63"><div class="t m0 x77 h28 y84 ff2 fs6 fc0 sc0 ls0 ws0">8,6 </div></div><div class="c x8f y4d9 w3e h63"><div class="t m0 x71 h28 y84 ff2 fs6 fc0 sc0 ls0 ws0">13,2 </div></div><div class="c x90 y4d9 w3d h63"><div class="t m0 x71 h28 y84 ff2 fs6 fc0 sc0 ls0 ws0">10,3 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y3ba ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y4db w48 h38"><div class="t m0 x4 h5 y175 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x0 yc w24 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">42</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y2f6 ff5 fs6 fc0 sc0 ls0 ws0">Średnia liczba godzin szkolen<span class="_ _7"></span>iowych rocznie n<span class="_ _7"></span>a pracownika [w podzia<span class="_ _7"></span>le na funkcje] w 202<span class="_ _7"></span>2 r<span class="_ _7"></span><span class="ff2">oku. </span></div></div><div class="c x79 y4dc w3f h45"><div class="t m0 xa3 h28 y281 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2"> </span></div></div><div class="c x8c y4dc w40 h45"><div class="t m0 x32 h28 y27f ff5 fs6 fc0 sc1 ls0 ws0">Wyższa kadra </div><div class="t m0 x8a h28 y280 ff5 fs6 fc0 sc1 ls0 ws0">menedżerska<span class="ff2"> </span></div></div><div class="c x8d y4dc w3e h45"><div class="t m0 x32 h28 y27f ff5 fs6 fc0 sc1 ls0 ws0">Średnia kadra </div><div class="t m0 x8a h28 y280 ff5 fs6 fc0 sc1 ls0 ws0">menedżerska<span class="ff2"> </span></div></div><div class="c x8e y4dc w40 h45"><div class="t m0 x88 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">Pracownicy <span class="_ _7"></span>- </div><div class="t m0 x4c h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">produkcja </div></div><div class="c x8f y4dc w3e h45"><div class="t m0 x88 h28 y27f ff2 fs6 fc0 sc1 ls0 ws0">Pracownicy <span class="_ _7"></span>- </div><div class="t m0 x8a h28 y280 ff2 fs6 fc0 sc1 ls0 ws0">administracja </div></div><div class="c x90 y4dc w3d h45"><div class="t m0 xd h28 y281 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c x79 y4dd w3f h62"><div class="t m0 x4 h3 y4d8 ff5 fs1 fc0 sc0 ls0 ws0">Liczba osób korzystająca </div><div class="t m0 x4 h3 yb ff5 fs1 fc0 sc0 ls0 ws0">ze szkoleń<span class="ff2 sc1"> </span></div></div><div class="c x8c y4dd w40 h62"><div class="t m0 x3e h28 y84 ff2 fs6 fc0 sc0 ls1b ws0">18<span class="ls0"> </span></div></div><div class="c x8d y4dd w3e h62"><div class="t m0 x3e h28 y84 ff2 fs6 fc0 sc0 ls1b ws0">92<span class="sc1 ls0"> </span></div></div><div class="c x8e y4dd w40 h62"><div class="t m0 x39 h28 y84 ff2 fs6 fc0 sc0 ls1b ws0">784<span class="sc1 ls0"> </span></div></div><div class="c x8f y4dd w3e h62"><div class="t m0 x39 h28 y84 ff2 fs6 fc0 sc0 ls1b ws0">206<span class="sc1 ls0"> </span></div></div><div class="c x90 y4dd w3d h62"><div class="t m0 x31 h28 y84 ff2 fs6 fc0 sc0 ls0 ws0">1 100<span class="sc1"> </span></div></div><div class="c x79 y4de w3f h62"><div class="t m0 x4 h3 y4df ff2 fs1 fc0 sc0 ls0 ws0">Liczba godzin </div><div class="t m0 x4 h3 yb ff2 fs1 fc0 sc0 ls0 ws0">szkoleniowych<span class="sc1"> </span></div></div><div class="c x8c y4de w40 h62"><div class="t m0 x39 h28 y4e0 ff2 fs6 fc0 sc0 ls1b ws0">810<span class="sc1 ls0"> </span></div></div><div class="c x8d y4de w3e h62"><div class="t m0 x31 h28 y4e0 ff2 fs6 fc0 sc0 ls0 ws0">2 016<span class="sc1"> </span></div></div><div class="c x8e y4de w40 h62"><div class="t m0 xd h28 y4e0 ff2 fs6 fc0 sc0 ls0 ws0">13 045<span class="sc1"> </span></div></div><div class="c x8f y4de w3e h62"><div class="t m0 x31 h28 y4e0 ff2 fs6 fc0 sc0 ls0 ws0">3 842<span class="sc1"> </span></div></div><div class="c x90 y4de w3d h62"><div class="t m0 xd h28 y4e0 ff2 fs6 fc0 sc0 ls0 ws0">19 712<span class="sc1"> </span></div></div><div class="c x79 y22a w3f h62"><div class="t m0 x4 h3 y4df ff5 fs1 fc0 sc0 ls0 ws0">Średnia liczba godzin </div><div class="t m0 x4 h3 yb ff2 fs1 fc0 sc0 ls0 ws0">szkoleniowych<span class="sc1"> </span></div></div><div class="c x8c y22a w40 h62"><div class="t m0 x71 h28 y4e0 ff2 fs6 fc0 sc0 ls0 ws0">17,6<span class="sc1"> </span></div></div><div class="c x8d y22a w3e h62"><div class="t m0 x71 h28 y4e0 ff2 fs6 fc0 sc0 ls0 ws0">14,2<span class="sc1"> </span></div></div><div class="c x8e y22a w40 h62"><div class="t m0 x77 h28 y4e0 ff2 fs6 fc0 sc0 ls0 ws0">8,5<span class="sc1"> </span></div></div><div class="c x8f y22a w3e h62"><div class="t m0 x71 h28 y4e0 ff2 fs6 fc0 sc0 ls0 ws0">12,2<span class="sc1"> </span></div></div><div class="c x90 y22a w3d h62"><div class="t m0 x77 h28 y4e0 ff2 fs6 fc0 sc0 ls0 ws0">9,7<span class="sc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y4e1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y4e2 ff5 fs6 fc0 sc0 ls0 ws0">Średnia liczba godzin szkolen<span class="_ _7"></span>iowych rocznie n<span class="_ _7"></span>a pracownika [w <span class="_ _7"></span>podziale na płe<span class="_ _7"></span>ć] w <span class="ff2 ls1b">202<span class="_ _7"></span><span class="ls0">3  </span></span></div></div><div class="c xae y16a w49 h5d"><div class="t m0 xaf h28 y4e3 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2"> </span></div></div><div class="c xb0 y16a w3e h5d"><div class="t m0 x23 h28 y4e3 ff2 fs6 fc0 sc1 ls0 ws0">Kobiety </div></div><div class="c xb1 y16a w3d h5d"><div class="t m0 x59 h28 y4e3 ff5 fs6 fc0 sc1 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xb2 y16a w3c h5d"><div class="t m0 xd h28 y4e3 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c xae y4e4 w49 h44"><div class="t m0 x4 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Liczba osób korzystając<span class="_ _7"></span>a ze szkoleń<span class="_ _7"></span><span class="ff2 sc1"> </span></div></div><div class="c xb0 y4e4 w3e h44"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">275<span class="ls0"> </span></div></div><div class="c xb1 y4e4 w3d h44"><div class="t m0 x31 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 432 </div></div><div class="c xb2 y4e4 w3c h44"><div class="t m0 x31 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 707 </div></div><div class="c xae y276 w49 h3d"><div class="t m0 x4 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Liczba godzin szkoleniowyc<span class="_ _7"></span>h<span class="sc1"> </span></div></div><div class="c xb0 y276 w3e h3d"><div class="t m0 x31 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">4 215 </div></div><div class="c xb1 y276 w3d h3d"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">14 660 </div></div><div class="c xb2 y276 w3c h3d"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">18 875 </div></div><div class="c xae y442 w49 h44"><div class="t m0 x4 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Średnia liczba <span class="ff2">godzin szko<span class="_ _7"></span>leniowych<span class="_ _7"></span><span class="sc1"> </span></span></div></div><div class="c xb0 y442 w3e h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">12,3 </div></div><div class="c xb1 y442 w3d h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">10,1 </div></div><div class="c xb2 y442 w3c h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">10,3 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y4e5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y13b ff5 fs6 fc0 sc0 ls0 ws0">Średnia liczba godzin szkolen<span class="_ _7"></span>iowych rocznie n<span class="_ _7"></span>a pracownika [w podzia<span class="_ _7"></span>le na płeć] w 2022 <span class="_ _e"></span><span class="ff2"> </span></div></div><div class="c xae y4e6 w49 h44"><div class="t m0 xaf h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2"> </span></div></div><div class="c xb0 y4e6 w3e h44"><div class="t m0 x23 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Kobiety </div></div><div class="c xb1 y4e6 w3d h44"><div class="t m0 x59 h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xb2 y4e6 w3c h44"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c xae y4e7 w49 h3d"><div class="t m0 x4 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Liczba osób korzystając<span class="_ _7"></span>a ze szkoleń<span class="_ _7"></span><span class="ff2 sc1"> </span></div></div><div class="c xb0 y4e7 w3e h3d"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">166<span class="ls0"> </span></div></div><div class="c xb1 y4e7 w3d h3d"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">934<span class="sc1 ls0"> </span></div></div><div class="c xb2 y4e7 w3c h3d"><div class="t m0 x31 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 100<span class="sc1"> </span></div></div><div class="c xae y4e8 w49 h3a"><div class="t m0 x4 h28 y484 ff2 fs6 fc0 sc0 ls0 ws0">Liczba godzin szkolen<span class="_ _7"></span>iowych<span class="sc1"> </span></div></div><div class="c xb0 y4e8 w3e h3a"><div class="t m0 x31 h28 y484 ff2 fs6 fc0 sc0 ls0 ws0">3 407<span class="sc1"> </span></div></div><div class="c xb1 y4e8 w3d h3a"><div class="t m0 xd h28 y484 ff2 fs6 fc0 sc0 ls0 ws0">16 305<span class="sc1"> </span></div></div><div class="c xb2 y4e8 w3c h3a"><div class="t m0 xd h28 y484 ff2 fs6 fc0 sc0 ls0 ws0">19 712<span class="sc1"> </span></div></div><div class="c xae y4e9 w49 h3d"><div class="t m0 x4 h28 y35a ff5 fs6 fc0 sc0 ls0 ws0">Średnia liczba godzin szkolen<span class="_ _7"></span>iowych<span class="_ _7"></span><span class="ff2 sc1"> </span></div></div><div class="c xb0 y4e9 w3e h3d"><div class="t m0 x77 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">8,8<span class="sc1"> </span></div></div><div class="c xb1 y4e9 w3d h3d"><div class="t m0 x77 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">9,9<span class="sc1"> </span></div></div><div class="c xb2 y4e9 w3c h3d"><div class="t m0 x77 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">9,7<span class="sc1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y4ea ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4eb ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4ec ff2 fs0 fc0 sc0 ls0 ws0">Grupa  -  <span class="ff5">przy  współpracy  wszystkich  Spółek  </span>-  <span class="ff5">stworzyła  w  ramach  pilotażowego  Programu  Talent<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y4ed ff2 fs0 fc0 sc0 ls0 ws0">Management trz<span class="_ _1"></span>y procesy ta<span class="_ _1"></span>lentowe, tj.<span class="ls29">: </span> </div><div class="t m0 x33 h2 y4ee ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">ocena rozwojowa<span class="_ _1"></span>,  </span></span></div><div class="t m0 x33 h2 y4ef ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">ocena potencjału<span class="_ _1"></span>, <span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y4f0 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">rozwój pracownika<span class="_ _5"></span>.<span class="_ _7"></span> <span class="ff2"> </span></span></span></div><div class="t m0 x2 h28 y4f1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4f2 ff5 fs0 fc0 sc0 ls0 ws0">Procesy <span class="_ _15"></span>zdigi<span class="_ _1"></span>talizowa<span class="_ _1"></span>no <span class="_ _15"> </span>na <span class="_ _15"></span>Platfo<span class="_ _1"></span>rmie <span class="_ _15"></span>Empow<span class="_ _1"></span>er, <span class="_ _15"> </span>a <span class="_ _23"></span>w <span class="_ _15"> </span>ocenie <span class="_ _15"> </span>uczestniczyło <span class="_ _23"></span>ponad <span class="_ _15"> </span>450 <span class="_ _15"></span>pracow<span class="_ _1"></span>ników </div><div class="t m0 x2 h9 y4f3 ff2 fs0 fc0 sc0 ls19 ws0">ze<span class="ls0"> <span class="ff5">wszystkich <span class="_ _23"></span>Spółek. <span class="_ _15"> </span>Dzięki <span class="_ _15"></span>uzyska<span class="_ _1"></span>nej <span class="_ _15"> </span>od <span class="_ _15"></span>pracownik<span class="_ _1"></span>ów <span class="_ _15"></span>informacji <span class="_ _23"></span>zwrotnej <span class="_ _15"> </span>Grupa <span class="_ _15"></span>miała <span class="_ _23"></span>informacje </span></span></div><div class="t m0 x2 h9 y4f4 ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> <span class="ff5">temat <span class="_ _c"> </span>kluczowych <span class="_ _c"> </span>osób <span class="_ _c"> </span>i <span class="_ _c"> </span>posiadanych <span class="_ _c"> </span>przez <span class="_ _c"> </span>nich <span class="_ _c"> </span>kompetencji<span class="_ _1"></span> <span class="_ _c"> </span>oraz <span class="_ _c"> </span>miała <span class="_ _c"> </span>możliwość <span class="_ _c"> </span>weryfikacji </span></span></div><div class="t m0 x2 h9 y4f5 ff5 fs0 fc0 sc0 ls0 ws0">planów <span class="_ _c"> </span>sukcesji. <span class="_ _31"> </span>Przyjęcie <span class="_ _c"> </span>holistycznego <span class="_ _c"> </span>spojrzenia <span class="_ _c"> </span>na  teraźni<span class="_ _5"></span>ejszość  i <span class="_ _c"> </span>przyszłość <span class="_ _c"> </span>celów  p<span class="_ _5"></span>owoduje, </div><div class="t m0 x2 h9 y31 ff5 fs0 fc0 sc0 ls19 ws0">że<span class="ff2 ls0"> <span class="ff5">realizacja <span class="_ _1c"></span>tego <span class="_ _23"></span>projektu <span class="_ _e"></span>zape<span class="_ _7"></span>wni <span class="_ _1c"></span>Spółkom <span class="_ _1c"></span>Grupy <span class="_ _23"></span>właściwych <span class="_ _1c"></span>ludzi <span class="_ _1c"></span>na <span class="_ _23"></span>właściwym <span class="_ _1c"></span>miejscu <span class="_ _23"></span>zarówno<span class="_ _1"></span> </span></span></div><div class="t m0 x2 h9 y4f6 ff5 fs0 fc0 sc0 ls0 ws0">dziś, jak i<span class="ff2"> w </span>nadch<span class="_ _1"></span>odzących l<span class="_ _1"></span>at<span class="ff2">ach.  </span></div><div class="t m0 x2 h9 y4f7 ff5 fs0 fc0 sc0 ls0 ws0">Utrata kluczow<span class="_ _5"></span>ych umiejętności s<span class="_ _5"></span>pe<span class="_ _7"></span>cjalistyczn<span class="_ _5"></span>y<span class="_ _7"></span>ch i ko<span class="_ _1"></span>mpetencji <span class="_ _1"></span>pracowników na <span class="_ _5"></span>wszystkich szczeblach<span class="_ _5"></span> </div><div class="t m0 x2 h9 y4f8 ff5 fs0 fc0 sc0 ls0 ws0">organizacji może mieć <span class="_ _7"></span>istotny <span class="_ _7"></span>negatywny<span class="_ _1"></span> <span class="_ _7"></span>wpływ na <span class="_ _7"></span>wyniki finansowe Grupy. <span class="_ _7"></span>Osoby zaliczane <span class="_ _7"></span>do grona </div><div class="t m0 x2 h9 y4f9 ff5 fs0 fc0 sc0 ls0 ws0">kluczowych <span class="_ _7"></span>menadżerów <span class="_ _e"></span>i <span class="_ _e"></span>specjalistów <span class="_ _7"></span>w <span class="_ _e"></span>decydującym <span class="_ _e"></span>stopniu<span class="ff2"> <span class="_ _e"></span></span>przyczyniły <span class="_ _7"></span>s<span class="_ _7"></span>ię <span class="_ _e"></span>do <span class="_ _7"></span>sukcesu <span class="_ _e"></span>rynkowego<span class="_ _1"></span> </div><div class="t m0 x2 h9 y4fa ff5 fs0 fc0 sc0 ls0 ws0">Grupy. <span class="_ _15"> </span>Nie <span class="_ _15"> </span>ma <span class="_ _c"> </span>pewn<span class="_ _1"></span>ości, <span class="_ _15"> </span>że <span class="_ _15"> </span>uda <span class="_ _15"> </span>się <span class="_ _c"> </span>zatrz<span class="_ _1"></span>ymać <span class="_ _15"> </span>wszystkie <span class="_ _15"> </span>kluczowe <span class="_ _15"></span>dla <span class="_ _15"> </span>rozwoju <span class="_ _15"> </span>Grupy <span class="_ _15"> </span>osoby, <span class="_ _15"> </span>bądź </div><div class="t m0 x2 h9 y316 ff5 fs0 fc0 sc0 ls0 ws0">pozyskać <span class="_ _5"></span>na <span class="_ _5"></span>ich <span class="_ _5"></span>miejsce <span class="_ _5"></span>równie <span class="_ _5"></span>wartościowych <span class="_ _3"></span>pracowników. <span class="_ _3"></span>W <span class="_ _1"></span>celu <span class="_ _5"></span>zapobież<span class="_ _1"></span>enia <span class="_ _5"></span>utracie <span class="_ _5"></span>pracowników </div><div class="t m0 x2 h9 y4fb ff5 fs0 fc0 sc0 ls0 ws0">wprowadzone zostały systemy premiujące finansowo osoby wyróżniające się efektywnością pracy oraz </div></div><div class="c x57 y4fc w48 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x0 yc w24 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">43</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">system <span class="_ _3"></span>szerokiej <span class="_ _3"></span>delegacji <span class="_ _5"></span>kompetencji <span class="_ _3"></span>zarządczych</div></div><div class="c x0 y0 w41 h0"><div class="t m0 xb3 h56 y4fd ff2 fs8 fc0 sc0 ls0 ws0">6</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x48 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">, <span class="_ _5"></span>zmniejszający <span class="_ _3"></span>potencjaln<span class="_ _1"></span>e <span class="_ _5"></span>negatywne <span class="_ _3"></span>skutki <span class="_ _3"></span>utraty </div><div class="t m0 x2 h9 yf0 ff5 fs0 fc0 sc0 ls0 ws0">poszczególnych <span class="_ _1"></span>kluczowych pracowni<span class="_ _5"></span>ków.<span class="ff2"> </span></div><div class="t m0 x2 h9 y119 ff5 fs0 fc0 sc0 ls0 ws0">Każda ze <span class="_ _7"></span>spółek bardzo <span class="_ _7"></span>aktywnie w <span class="_ _7"></span>zakresie prowadzonych działań <span class="_ _7"></span>HR dba <span class="_ _7"></span>o <span class="_ _7"></span>komunikacj<span class="_ _1"></span>e <span class="_ _7"></span>w <span class="_ _7"></span>zakładzie,<span class="_ _5"></span> </div><div class="t m0 x2 h9 y11a ff5 fs0 fc0 sc0 ls0 ws0">wykorzystując różn<span class="_ _5"></span>e d<span class="_ _7"></span>ostęp<span class="_ _1"></span>ne źródła, na szcz<span class="_ _5"></span>e<span class="_ _7"></span>gólną uwagę zasł<span class="_ _5"></span>ugują następujące rozwi<span class="_ _1"></span>ązania:<span class="ff2"> </span></div><div class="t m0 x33 h9 y4fe ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Śrubena<span class="ff2"> <span class="_ _23"></span></span>–<span class="ff2"> <span class="_ _23"></span></span>wdrożenie <span class="_ _1c"></span>programu <span class="_ _1c"></span>„dobra <span class="_ _23"></span>komunikacja” <span class="_ _1c"></span>mająca <span class="_ _23"></span>na <span class="_ _1c"></span>ce<span class="_ _7"></span>lu <span class="_ _1c"></span>poprawę <span class="_ _23"></span>tego <span class="_ _1c"></span>obszaru </span></span></div><div class="t m0 x38 h9 y4ff ff5 fs0 fc0 sc0 ls0 ws0">między pracowni<span class="_ _5"></span>k<span class="_ _7"></span>iem a prz<span class="_ _1"></span>ełożonym,<span class="ff2"> </span></div><div class="t m0 x33 h9 y500 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Śrubena –<span class="ff2"> <span class="_ _7"></span></span>wykorzystywa<span class="_ _1"></span>nie Facebook przez dział HR i BHP <span class="_ _7"></span>do komunikowania najważni<span class="_ _1"></span>ejszych<span class="_ _1"></span> </span></span></div><div class="t m0 x38 h9 y501 ff5 fs0 fc0 sc0 ls0 ws0">wydarzeń w fir<span class="_ _1"></span>mie,<span class="ff2"> </span></div><div class="t m0 x33 h9 y502 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Kuźnia <span class="_ _7"></span>Polska <span class="_ _7"></span>Żory<span class="ff2"> <span class="_ _7"></span></span>–<span class="ff2 ls2a">  </span>organizowane są <span class="_ _7"></span>kwartalne spotkania <span class="_ _7"></span>z <span class="_ _7"></span>załogą <span class="_ _7"></span>oraz <span class="_ _7"></span>funkcjonuje<span class="_ _1"></span> <span class="_ _7"></span>skrzynka </span></span></div><div class="t m0 x38 h9 y503 ff5 fs0 fc0 sc0 ls0 ws0">uwag, <span class="_ _c"> </span>gdzie <span class="_ _c"> </span>pracownicy <span class="_ _c"> </span>mogą <span class="_ _c"> </span>zgłosić  sw<span class="_ _1"></span>oje <span class="_ _c"> </span>spostrzeżenia, <span class="_ _c"> </span>propozycje <span class="_ _c"> </span>ulepszeń<span class="_ _1"></span> <span class="_ _c"> </span>w  ramach<span class="_ _5"></span> </div><div class="t m0 x38 h9 y1ad ff2 fs0 fc0 sc0 ls0 ws0">pracy, </div><div class="t m0 x33 h9 y504 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Kuźnia Polska Skoczów<span class="ff2"> </span>–<span class="ff2"> utw<span class="_ _1"></span>orzono nowe sta<span class="_ _1"></span>nowisko specjal<span class="_ _1"></span>isty ds. komuni<span class="_ _1"></span>kacji,  </span></span></span></div><div class="t m0 x33 h9 y505 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff2">Zetkama <span class="ff5">–</span> <span class="ff5">wdrożyła prog<span class="_ _1"></span>ram dotyczący <span class="_ _1"></span>kluczowych i<span class="_ _1"></span>nformacji o spółce<span class="_ _1"></span> „wiedza w firmi<span class="_ _5"></span>e<span class="_ _7"></span>”.<span class="ff2"> </span></span></span></span></div><div class="t m0 x2 h9 y506 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _b"> </span>roku  2021  Spółki <span class="_ _b"> </span>Grupy  wzięły <span class="_ _b"> </span>udział  i  nadal <span class="_ _b"> </span>kontynuują  coroczną  aktualizację  w <span class="_ _b"> </span>mapowaniu<span class="_ _5"></span> </div><div class="t m0 x2 h9 y507 ff5 fs0 fc0 sc0 ls0 ws0">stanowisk <span class="_ _5"></span>pr<span class="_ _7"></span>acy w<span class="_ _1"></span>g. meto<span class="_ _5"></span>dologii manaHR<span class="_ _1"></span>. Każda<span class="_ _1"></span> ze <span class="_ _1"></span>Spółek z <span class="_ _5"></span>uwagi na <span class="_ _5"></span>lokalizację i <span class="_ _5"></span>sektor biznesowy<span class="_ _5"></span> ma </div><div class="t m0 x2 h9 y508 ff5 fs0 fc0 sc0 ls0 ws0">możliwość śledzenia trendów rynkowych <span class="_ _7"></span>związanych z poziomem <span class="_ _7"></span>wyn<span class="_ _7"></span>agrodzeń oraz innych benefitów </div><div class="t m0 x2 h9 y509 ff5 fs0 fc0 sc0 ls0 ws0">pracowniczych. Daje <span class="_ _e"></span>to również <span class="_ _7"></span>możliwość <span class="_ _7"></span>pozycjonowania Spółek <span class="_ _7"></span>Grupy <span class="_ _7"></span>nie <span class="_ _e"></span>tyl<span class="_ _1"></span>ko <span class="_ _7"></span>na <span class="_ _e"></span>lokalny<span class="_ _1"></span>m <span class="_ _7"></span>rynku, </div><div class="t m0 x2 h9 y50a ff2 fs0 fc0 sc0 ls0 ws0">ale i na rynku globa<span class="_ _1"></span>lnym.  </div><div class="t m0 x2 h9 y50b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y50c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y50d ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2a"> </span> </div><div class="t m0 x99 h2 y50e ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w41 h0"><div class="t m0 x2 h5e y50f ff2 fsc fc0 sc0 ls0 ws0">6</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x67 h28 y510 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="ff5">kompetencje deleg<span class="_ _7"></span>owane są prz<span class="_ _7"></span>ez kierownictwo wyższego <span class="_ _7"></span>szczebla kierown<span class="_ _7"></span>ictwu średniego szczeb<span class="_ _7"></span>la, a<span class="_ _7"></span></span> poprzez<span class="_ _7"></span> </div><div class="t m0 x2 h28 y3fc ff5 fs6 fc0 sc0 ls0 ws0">nich także pracownikom niższ<span class="_ _7"></span>ego szczebla<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x57 y511 w48 h38"><div class="t m0 x4 h5 y175 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:585.560000px;bottom:1513.160000px;width:8.050000px;height:14.490000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">44</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y1da ff2 fs4 fc2 sc2 ls0 ws0">4.4.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff5 sc2">Równość<span class="ff2">, </span>różnorodn<span class="_ _1"></span>ość i inkluzywność <span class="ff2"> </span></span></span></div><div class="t m0 x2 hd y4a5 ff7 fs0 fc0 sc0 ls0 ws0">GRI: 405-1; 405-2; <span class="_ _5"></span>4<span class="_ _7"></span>01-3 </div><div class="t m0 x2 hd y393 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y4a6 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y395 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y4a7 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd yb6 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4a8 ff5 fs0 fc0 sc0 ls0 ws0">Mangata <span class="_ _1d"> </span>Holding <span class="_ _2"> </span>S.A. <span class="_ _1d"> </span>nie <span class="_ _1d"> </span>opr<span class="_ _7"></span>acowała<span class="_ _1"></span> <span class="_ _2"> </span>jednej <span class="_ _1d"> </span>spójnej <span class="_ _1d"> </span>polityki <span class="_ _2"> </span>różnorodnoś<span class="_ _5"></span>ci, <span class="_ _13"> </span>niemniej<span class="_ _5"></span> <span class="_ _2"> </span>jednak </div><div class="t m0 x2 h9 y4a9 ff5 fs0 fc0 sc0 ls0 ws0">przestrzeganą <span class="_ _1d"> </span>zasadą <span class="_ _1d"> </span>jest <span class="_ _1d"> </span>to<span class="ff2">, <span class="_ _2"> </span></span>że <span class="_ _1d"> </span>członkowie <span class="_ _1d"> </span>organów <span class="_ _1d"> </span>zarządzających <span class="_ _16"> </span>Holdingu <span class="_ _2"> </span>oraz <span class="_ _1d"> </span>organów </div><div class="t m0 x2 h9 y4aa ff5 fs0 fc0 sc0 ls0 ws0">zarządzających <span class="_ _15"> </span>spółek <span class="_ _c"> </span>Grupy<span class="_ _1"></span>, <span class="_ _c"> </span>a <span class="_ _c"> </span>takż<span class="_ _1"></span>e <span class="_ _c"> </span>kluczowi <span class="_ _15"> </span>menadżerowie <span class="_ _15"> </span>są <span class="_ _c"> </span>wybierani <span class="_ _15"> </span>w <span class="_ _c"> </span>oparciu <span class="_ _c"> </span>o <span class="_ _15"> </span>posiadane </div><div class="t m0 x2 h9 y4ab ff5 fs0 fc0 sc0 ls0 ws0">kwalifikacje <span class="_ _1c"></span>i <span class="_ _23"></span>reprezentowane <span class="_ _23"></span>doświadcz<span class="_ _5"></span>e<span class="_ _7"></span>nie <span class="_ _23"></span>zawodowe. <span class="_ _1c"></span>Holding <span class="_ _23"></span>dokłada <span class="_ _23"></span>wszelkich <span class="_ _1c"></span>starań, <span class="_ _23"></span>aby <span class="_ _23"></span>były </div><div class="t m0 x2 h9 y512 ff2 fs0 fc0 sc0 ls13 ws0">to<span class="ls0"> <span class="ff5">osoby <span class="_ _e"></span>charakteryzujące <span class="_ _e"></span>się <span class="_ _1c"></span>wysokim <span class="_ _e"></span>profesjonalizm<span class="_ _5"></span>e<span class="_ _7"></span>m, <span class="_ _e"></span>szeroką <span class="_ _1c"></span>wiedzą <span class="_ _e"></span>i <span class="_ _1c"></span>merytory<span class="_ _1"></span>ką <span class="_ _1c"></span>oraz <span class="_ _e"></span>praktyką </span></span></div><div class="t m0 x2 h9 y513 ff5 fs0 fc0 sc0 ls0 ws0">zawodową. Kierowa<span class="_ _1"></span>nie się powyższy<span class="_ _1"></span>mi kryteriami pozw<span class="_ _1"></span>ala na zapewnienie spraw<span class="_ _5"></span>nego funkcjonowania </div><div class="t m0 x2 h9 y514 ff5 fs0 fc0 sc0 ls0 ws0">Holdingu i jego sta<span class="_ _1"></span>łego roz<span class="_ _1"></span>woju. <span class="ff2"> </span></div><div class="t m0 x2 h28 y515 ff5 fs6 fc0 sc0 ls0 ws0">Liczba <span class="_ _7"></span>o<span class="_ _7"></span>sób <span class="_ _e"></span>w <span class="_ _7"></span>organa<span class="_ _7"></span>ch <span class="_ _e"></span>zarządzających <span class="_ _e"></span>i <span class="_ _e"></span>w <span class="_ _7"></span>p<span class="_ _7"></span>oszczególnych <span class="_ _e"></span>kategoriach <span class="_ _e"></span>pracow<span class="_ _7"></span>niczych <span class="_ _e"></span>w <span class="_ _e"></span>roku <span class="_ _e"></span>202<span class="_ _7"></span><span class="ff2">3 <span class="_ _e"></span>[w <span class="_ _7"></span>p<span class="_ _7"></span>odziale </span></div><div class="t m0 x2 h28 y516 ff5 fs6 fc0 sc0 ls0 ws0">na płeć i wiek]<span class="ff2">: </span></div></div><div class="c x7a y517 w4a h3a"><div class="t m0 x4b h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c xb4 y517 w4b h3a"><div class="t m0 x36 h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Płeć<span class="ff2"> </span></div></div><div class="c xb5 y517 w4c h3a"><div class="t m0 x29 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">do 30 lat </div></div><div class="c xb6 y517 w4c h3a"><div class="t m0 x29 h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">30<span class="ls0">-50 lat </span></div></div><div class="c xb7 y517 w4b h3a"><div class="t m0 x8a h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">pow. 50 lat </div></div><div class="c x90 y517 w4c h3a"><div class="t m0 x21 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c x7a y518 w4a h35"><div class="t m0 x4 h28 y358 ff5 fs6 fc0 sc0 ls0 ws0">Wyższa kadra menedżerska<span class="_ _7"></span><span class="ff2 sc1"> </span></div></div><div class="c xb4 y309 w4b h3d"><div class="t m0 x4c h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xb5 y309 w4c h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xb6 y309 w4c h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c xb7 y309 w4b h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x90 y309 w4c h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">7 </div></div><div class="c xb4 y518 w4b h44"><div class="t m0 x19 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2 sc1"> </span></div></div><div class="c xb5 y518 w4c h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xb6 y518 w4c h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">17<span class="ls0"> </span></div></div><div class="c xb7 y518 w4b h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">17<span class="ls0"> </span></div></div><div class="c x90 y518 w4c h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">34<span class="ls0"> </span></div></div><div class="c x7a y519 w4a h35"><div class="t m0 x4 h28 y358 ff5 fs6 fc0 sc0 ls0 ws0">Średnia kadra menedżersk<span class="_ _7"></span>a<span class="ff2"> </span></div></div><div class="c xb4 y51a w4b h3d"><div class="t m0 x4c h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xb5 y51a w4c h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xb6 y51a w4c h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">18<span class="ls0"> </span></div></div><div class="c xb7 y51a w4b h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x90 y51a w4c h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">20<span class="ls0"> </span></div></div><div class="c xb4 y519 w4b h44"><div class="t m0 x19 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xb5 y519 w4c h44"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xb6 y519 w4c h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">59<span class="ls0"> </span></div></div><div class="c xb7 y519 w4b h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">31<span class="ls0"> </span></div></div><div class="c x90 y519 w4c h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">91<span class="ls0"> </span></div></div><div class="c x7a y51b w4a h35"><div class="t m0 x4 h28 y358 ff2 fs6 fc0 sc0 ls0 ws0">Pracownicy - produkcja<span class="_ _7"></span> </div></div><div class="c xb4 y285 w4b h3d"><div class="t m0 x4c h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xb5 y285 w4c h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">39<span class="ls0"> </span></div></div><div class="c xb6 y285 w4c h3d"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">113<span class="ls0"> </span></div></div><div class="c xb7 y285 w4b h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">45<span class="ls0"> </span></div></div><div class="c x90 y285 w4c h3d"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">197<span class="ls0"> </span></div></div><div class="c xb4 y51b w4b h44"><div class="t m0 x19 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xb5 y51b w4c h44"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">190<span class="ls0"> </span></div></div><div class="c xb6 y51b w4c h44"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">569<span class="ls0"> </span></div></div><div class="c xb7 y51b w4b h44"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">423<span class="ls0"> </span></div></div><div class="c x90 y51b w4c h44"><div class="t m0 x23 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 182 </div></div><div class="c x7a y15e w4a h5f"><div class="t m0 x4 h28 y358 ff2 fs6 fc0 sc0 ls0 ws0">Pracownicy - adminis<span class="_ _7"></span>tracja </div></div><div class="c xb4 y51c w4b h3d"><div class="t m0 x4c h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xb5 y51c w4c h3d"><div class="t m0 x71 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">15<span class="ls0"> </span></div></div><div class="c xb6 y51c w4c h3d"><div class="t m0 x71 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">74<span class="ls0"> </span></div></div><div class="c xb7 y51c w4b h3d"><div class="t m0 x71 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">30<span class="ls0"> </span></div></div><div class="c x90 y51c w4c h3d"><div class="t m0 x14 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">119<span class="ls0"> </span></div></div><div class="c xb4 y15e w4b h5d"><div class="t m0 x19 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2 sc1"> </span></div></div><div class="c xb5 y15e w4c h5d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">16<span class="ls0"> </span></div></div><div class="c xb6 y15e w4c h5d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">79<span class="ls0"> </span></div></div><div class="c xb7 y15e w4b h5d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">50<span class="ls0"> </span></div></div><div class="c x90 y15e w4c h5d"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">145<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y51d ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y51e ff5 fs6 fc0 sc0 ls0 ws0">Liczba <span class="_ _7"></span>o<span class="_ _7"></span>sób <span class="_ _e"></span>w <span class="_ _7"></span>organa<span class="_ _7"></span>ch <span class="_ _e"></span>zarządzających <span class="_ _e"></span>i <span class="_ _e"></span>w <span class="_ _7"></span>p<span class="_ _7"></span>oszczególnych <span class="_ _e"></span>kategoriach <span class="_ _e"></span>pracow<span class="_ _7"></span>niczych <span class="_ _e"></span>w <span class="_ _e"></span>roku <span class="_ _1c"></span><span class="ff2 ls1b">202<span class="ls0">2 <span class="_ _e"></span>[w <span class="_ _7"></span>p<span class="_ _7"></span>odziale </span></span></div><div class="t m0 x2 h28 y51f ff5 fs6 fc0 sc0 ls0 ws0">na płeć i wiek]<span class="ff2">: </span></div></div><div class="c x7a y520 w4a h44"><div class="t m0 x4b h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022 </div></div><div class="c xb4 y520 w4b h44"><div class="t m0 x36 h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Płeć<span class="ff2"> </span></div></div><div class="c xb5 y520 w4c h44"><div class="t m0 x29 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">do 30 lat </div></div><div class="c xb6 y520 w4c h44"><div class="t m0 x29 h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">30<span class="ls0">-50 lat </span></div></div><div class="c xb7 y520 w4b h44"><div class="t m0 x8a h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">pow. 50 lat </div></div><div class="c x90 y520 w4c h44"><div class="t m0 x21 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c x7a y521 w4a h35"><div class="t m0 x4 h28 y358 ff5 fs6 fc0 sc0 ls0 ws0">Wyższa kadra menedżerska<span class="_ _7"></span><span class="ff2 sc1"> </span></div></div><div class="c xb4 y522 w4b h3d"><div class="t m0 x4c h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xb5 y522 w4c h3d"><div class="t m0 x4f h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">-<span class="sc1"> </span></div></div><div class="c xb6 y522 w4c h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">8<span class="sc1"> </span></div></div><div class="c xb7 y522 w4b h3d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">3<span class="sc1"> </span></div></div><div class="c x90 y522 w4c h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">11<span class="sc1 ls0"> </span></div></div><div class="c xb4 y521 w4b h44"><div class="t m0 x19 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2 sc1"> </span></div></div><div class="c xb5 y521 w4c h44"><div class="t m0 x4f h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">-<span class="sc1"> </span></div></div><div class="c xb6 y521 w4c h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">17<span class="sc1 ls0"> </span></div></div><div class="c xb7 y521 w4b h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">18<span class="sc1 ls0"> </span></div></div><div class="c x90 y521 w4c h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">35<span class="sc1 ls0"> </span></div></div><div class="c x7a y523 w4a h5f"><div class="t m0 x4 h28 y524 ff5 fs6 fc0 sc0 ls0 ws0">Średnia kadra menedżer<span class="_ _7"></span>ska<span class="ff2"> </span></div></div><div class="c xb4 y525 w4b h3d"><div class="t m0 x4c h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xb5 y525 w4c h3d"><div class="t m0 x77 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xb6 y525 w4c h3d"><div class="t m0 x71 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">21<span class="ls0"> </span></div></div><div class="c xb7 y525 w4b h3d"><div class="t m0 x77 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x90 y525 w4c h3d"><div class="t m0 x71 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">23<span class="ls0"> </span></div></div><div class="c xb4 y523 w4b h5d"><div class="t m0 x19 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xb5 y523 w4c h5d"><div class="t m0 x77 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c xb6 y523 w4c h5d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">65<span class="ls0"> </span></div></div><div class="c xb7 y523 w4b h5d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">52<span class="ls0"> </span></div></div><div class="c x90 y523 w4c h5d"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">119<span class="ls0"> </span></div></div><div class="c x7a y526 w4a h44"><div class="t m0 x4 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Pracownicy - produkcja<span class="_ _7"></span> </div></div><div class="c xb4 y526 w4b h44"><div class="t m0 x4c h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xb5 y526 w4c h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">49<span class="ls0"> </span></div></div><div class="c xb6 y526 w4c h44"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">126<span class="ls0"> </span></div></div><div class="c xb7 y526 w4b h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">40<span class="ls0"> </span></div></div><div class="c x90 y526 w4c h44"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">215<span class="ls0"> </span></div></div><div class="c xd yb3 w1a h18"><div class="t m0 x4 h5 y92 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">45</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y40e w4a h5d"><div class="t m0 x4b h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2022 </div></div><div class="c xb4 y40e w4b h5d"><div class="t m0 x36 h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Płeć<span class="ff2"> </span></div></div><div class="c xb5 y40e w4c h5d"><div class="t m0 x29 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">do 30 lat </div></div><div class="c xb6 y40e w4c h5d"><div class="t m0 x29 h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">30<span class="ls0">-50 lat </span></div></div><div class="c xb7 y40e w4b h5d"><div class="t m0 x8a h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">pow. 50 lat </div></div><div class="c x90 y40e w4c h5d"><div class="t m0 x21 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c xb4 y40f w4b h44"><div class="t m0 x19 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c xb5 y40f w4c h44"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">255<span class="ls0"> </span></div></div><div class="c xb6 y40f w4c h44"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">598<span class="ls0"> </span></div></div><div class="c xb7 y40f w4b h44"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">461<span class="ls0"> </span></div></div><div class="c x90 y40f w4c h44"><div class="t m0 x23 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">1 314 </div></div><div class="c x7a y411 w4a h35"><div class="t m0 x4 h28 y358 ff2 fs6 fc0 sc0 ls0 ws0">Pracownicy - adminis<span class="_ _7"></span>tracja </div></div><div class="c xb4 y410 w4b h3d"><div class="t m0 x4c h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xb5 y410 w4c h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">15<span class="ls0"> </span></div></div><div class="c xb6 y410 w4c h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">80<span class="ls0"> </span></div></div><div class="c xb7 y410 w4b h3d"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">42<span class="ls0"> </span></div></div><div class="c x90 y410 w4c h3d"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">137<span class="ls0"> </span></div></div><div class="c xb4 y411 w4b h44"><div class="t m0 x19 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2 sc1"> </span></div></div><div class="c xb5 y411 w4c h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">28<span class="sc1 ls0"> </span></div></div><div class="c xb6 y411 w4c h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">98<span class="sc1 ls0"> </span></div></div><div class="c xb7 y411 w4b h44"><div class="t m0 x71 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">52<span class="sc1 ls0"> </span></div></div><div class="c x90 y411 w4c h44"><div class="t m0 x14 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">178<span class="sc1 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y527 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y528 ff2 fs0 fc0 sc0 ls0 ws0">Przy <span class="_ _1c"></span>naborze <span class="_ _1c"></span>nowych <span class="_ _23"></span><span class="ff5">pracowników, <span class="_ _1c"></span>kluczowymi <span class="_ _1c"></span>cechami, <span class="_ _e"></span>które <span class="_ _23"></span>ocenia <span class="_ _1c"></span>pracodawca <span class="_ _1c"></span>są: <span class="_ _1c"></span>k<span class="_ _7"></span>ompet<span class="_ _1"></span>encje </span></div><div class="t m0 x2 h9 y529 ff5 fs0 fc0 sc0 ls0 ws0">zawodowe, <span class="_ _16"> </span>doświadczenie, <span class="_ _16"> </span>kwalifikacje <span class="_ _16"> </span>oraz <span class="_ _16"> </span>sumienność <span class="_ _16"> </span>w <span class="_ _1d"> </span>wykonywaniu <span class="_ _16"> </span>obowiązków. <span class="_ _1d"> </span>Oceni<span class="_ _5"></span>e </div><div class="t m0 x2 h9 y414 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">weryfikacji  podlegają <span class="_ _b"> </span>tylko <span class="_ _b"> </span>te <span class="_ _b"> </span>cechy,  na <span class="_ _b"> </span>k<span class="_ _7"></span>tóre <span class="_ _b"> </span>pracownik  ma <span class="_ _d"> </span>rzeczywist<span class="_ _1"></span>y <span class="_ _b"> </span>wpływ.  W <span class="_ _d"> </span>odniesieniu<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y52a ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">pracowników <span class="_ _7"></span>or<span class="_ _7"></span>az <span class="_ _e"></span>potencjalnych <span class="_ _7"></span>pr<span class="_ _7"></span>acowników <span class="_ _e"></span>czy<span class="_ _1"></span>nniki <span class="_ _e"></span>takie <span class="_ _e"></span>jak <span class="_ _e"></span>płeć, <span class="_ _e"></span>wiek, <span class="_ _e"></span>rasa, <span class="_ _e"></span>pochodzenie <span class="_ _e"></span>czy </span></span></div><div class="t m0 x2 h9 y52b ff5 fs0 fc0 sc0 ls0 ws0">niepełnosprawno<span class="_ _5"></span>ś<span class="_ _7"></span>ć  nie  s<span class="_ _7"></span>ą  wyznacznikami  podejmowa<span class="_ _1"></span>nia  decyzji <span class="_ _b"> </span>w  obszarze  polityki  zatrudnienia, </div><div class="t m0 x2 h9 y221 ff5 fs0 fc0 sc0 ls0 ws0">wynagrodzenia <span class="_ _e"></span>czy <span class="_ _e"></span>awan<span class="_ _1"></span>sów. <span class="_ _e"></span>Dla <span class="_ _e"></span>Spółek <span class="_ _e"></span>Grupy <span class="_ _e"></span>najważniejsz<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _e"></span>jest <span class="_ _e"></span>t<span class="_ _7"></span>o, <span class="_ _e"></span>co <span class="_ _e"></span>pracownik <span class="_ _e"></span>może <span class="_ _e"></span>zaoferować<span class="_ _5"></span> </div><div class="t m0 x2 h9 y52c ff5 fs0 fc0 sc0 ls0 ws0">spółce oraz co spó<span class="_ _1"></span>łka może<span class="_ _1"></span> zaoferować pracowni<span class="_ _5"></span>kowi, z korzyścią dla obu <span class="_ _5"></span>s<span class="_ _7"></span>tron.<span class="ff2"> </span></div><div class="t m0 x2 h28 y52d ff5 fs6 fc0 sc0 ls0 ws0">Liczba pracowników niep<span class="_ _7"></span>ełnosprawnych [w p<span class="_ _7"></span>odziale na płeć <span class="_ _7"></span>i wiek]<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x67 y52e w49 h44"><div class="t m0 x53 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c xb8 y52e w3e h44"><div class="t m0 x21 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">do 30 lat </div></div><div class="c xb9 y52e w3c h44"><div class="t m0 x21 h28 y273 ff2 fs6 fc0 sc1 ls1a ws0">30<span class="ls0">-50 lat </span></div></div><div class="c xba y52e w3d h44"><div class="t m0 x29 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">pow. 50 lat </div></div><div class="c x97 y52e w3e h44"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c x67 y52f w49 h3d"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Kobiety<span class="sc1"> </span></div></div><div class="c xb8 y52f w3e h3d"><div class="t m0 x74 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xb9 y52f w3c h3d"><div class="t m0 x74 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">7 </div></div><div class="c xba y52f w3d h3d"><div class="t m0 x75 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c x97 y52f w3e h3d"><div class="t m0 x3e h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">12<span class="ls0"> </span></div></div><div class="c x67 y530 w49 h44"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2 sc1"> </span></div></div><div class="c xb8 y530 w3e h44"><div class="t m0 x74 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c xb9 y530 w3c h44"><div class="t m0 x74 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">7 </div></div><div class="c xba y530 w3d h44"><div class="t m0 x3e h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">15<span class="ls0"> </span></div></div><div class="c x97 y530 w3e h44"><div class="t m0 x3e h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">25<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y531 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y532 ff5 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _23"></span>dzień <span class="_ _23"></span>31 <span class="_ _15"></span>grud<span class="_ _1"></span>nia <span class="_ _23"></span>202<span class="ff2">3 <span class="_ _23"></span></span>w <span class="_ _15"></span>Grupie <span class="_ _23"></span>zatrudnion<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _23"></span>były <span class="_ _15"></span>3<span class="ff2">7 <span class="_ _23"></span></span>osoby <span class="_ _23"></span>niepełnosprawn<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _23"></span>(<span class="ff2">wzrost <span class="_ _15"></span>o <span class="_ _1c"></span>2 <span class="_ _15"></span>osoby<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y533 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">porównaniu do <span class="_ _5"></span>2<span class="_ _7"></span>022 roku<span class="ff2 ls2b">).<span class="ls0"> </span></span></span></div><div class="t m0 x2 h9 y534 ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"></span>potępia <span class="_ _7"></span>jakiekolwiek przejawy <span class="_ _7"></span>dyskryminacji lub <span class="_ _7"></span>mobbingu, <span class="_ _7"></span>dlatego <span class="_ _7"></span>w <span class="_ _7"></span>prowadzeniu działalności </div><div class="t m0 x2 h9 y535 ff5 fs0 fc0 sc0 ls0 ws0">operacyjnej nie<span class="_ _1"></span> są akceptow<span class="_ _1"></span>ane takie zachowa<span class="_ _1"></span>nia zarówno z<span class="_ _1"></span>e strony pracow<span class="_ _5"></span>ników, jak i ze strony osó<span class="_ _5"></span>b </div><div class="t m0 x2 h9 y536 ff5 fs0 fc0 sc0 ls0 ws0">trzecich. <span class="_ _1c"></span>Jak<span class="_ _7"></span>o <span class="_ _23"></span>szczególnie <span class="_ _23"></span>istotn<span class="_ _1"></span>e <span class="_ _23"></span>Spółki <span class="_ _23"></span>uznają <span class="_ _23"></span>zapewnienie <span class="_ _1c"></span>pracownikom <span class="_ _23"></span>możliwości <span class="_ _23"></span>anonimowego<span class="_ _5"></span> </div><div class="t m0 x2 h9 y537 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">bezpiecznego<span class="_ _1"></span> <span class="_ _1c"></span>zgłaszania<span class="_ _5"></span> <span class="_ _1c"></span>wszelkich <span class="_ _e"></span>nieprawidłowości<span class="_ _5"></span>,<span class="_ _7"></span> <span class="_ _1c"></span>w <span class="_ _e"></span>tym <span class="_ _1c"></span>przypadków <span class="_ _e"></span>dyskryminacji <span class="_ _e"></span>pracowniczej<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y538 ff5 fs0 fc0 sc0 ls0 ws0">celem <span class="_ _c"> </span>szybkiej <span class="_ _15"> </span>reakcji <span class="_ _c"> </span>na <span class="_ _c"> </span>zaistnia<span class="_ _1"></span>łe <span class="_ _c"> </span>naruszenia <span class="_ _c"> </span>lub <span class="_ _15"> </span>nadużycia, <span class="_ _c"> </span>a <span class="_ _15"> </span>także <span class="_ _c"> </span>zapewnienie <span class="_ _15"> </span>działań <span class="_ _c"> </span>zgodnie </div><div class="t m0 x2 h9 y112 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">obowiązującymi pr<span class="_ _5"></span>ocedurami i standardami <span class="_ _5"></span>e<span class="_ _7"></span>tycznymi. <span class="ff2"> </span></span></div><div class="t m0 x2 h9 y539 ff5 fs0 fc0 sc0 ls0 ws0">Mangata <span class="_ _1c"></span>Holding <span class="_ _e"></span>przywiązuje <span class="_ _1c"></span>dużą <span class="_ _1c"></span>wagę <span class="_ _1c"></span>do <span class="_ _1c"></span>tego, <span class="_ _1c"></span>aby <span class="_ _1c"></span>pracownicy <span class="_ _1c"></span>czerpal<span class="_ _1"></span>i <span class="_ _1c"></span>satysfakcję <span class="_ _e"></span>ze <span class="_ _1c"></span>współpracy </div><div class="t m0 x2 h9 y53a ff2 fs0 fc0 sc0 ls19 ws0">z <span class="_ _e"></span><span class="ls0"> <span class="ff5">Holdingiem <span class="_ _e"></span>oraz <span class="_ _e"></span>by <span class="_ _e"></span>ich <span class="_ _e"></span>praca <span class="_ _7"></span>była <span class="_ _e"></span>odpowiednio <span class="_ _e"></span>gratyfikowana <span class="_ _7"></span>finansowo. <span class="_ _e"></span>Wszystkim <span class="_ _7"></span>pracownikom </span></span></div><div class="t m0 x2 h9 y53b ff5 fs0 fc0 sc0 ls0 ws0">Grupy <span class="_ _15"> </span>zape<span class="_ _7"></span>wnion<span class="_ _1"></span>e <span class="_ _c"> </span>są: <span class="_ _15"> </span>s<span class="_ _7"></span>tabilne <span class="_ _15"> </span>warunki <span class="_ _c"> </span>pracy<span class="_ _5"></span>,<span class="_ _7"></span> <span class="_ _15"> </span>ró<span class="_ _7"></span>wne <span class="_ _15"> </span>szanse, <span class="_ _c"> </span>jasne <span class="_ _15"> </span>kryteria <span class="_ _c"> </span>oceny <span class="_ _15"> </span>pracy <span class="_ _c"> </span>i <span class="_ _c"> </span>awans<span class="_ _5"></span>u, </div><div class="t m0 x2 h9 y53c ff5 fs0 fc0 sc0 ls0 ws0">dbałość <span class="_ _e"></span>o <span class="_ _e"></span>możliwości <span class="_ _e"></span>rozwoju <span class="_ _e"></span>zawodowego <span class="_ _e"></span>i <span class="_ _e"></span>osobistego <span class="_ _e"></span>pracownika <span class="_ _e"></span>na <span class="_ _1c"></span>każdym <span class="_ _7"></span>poziomie <span class="_ _e"></span>organizacji, </div><div class="t m0 x2 h9 y53d ff5 fs0 fc0 sc0 ls0 ws0">oraz poszanowani<span class="_ _5"></span>e<span class="_ _7"></span> zasad bezpiecz<span class="_ _5"></span>e<span class="_ _7"></span>ństwa i higi<span class="_ _5"></span>eny pracy. <span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h28 y53e ff5 fs6 fc0 sc0 ls0 ws0">Stosunek <span class="_ _15"> </span>przecię<span class="_ _7"></span>tnego <span class="_ _15"> </span>wyn<span class="_ _7"></span>agrodzenia <span class="_ _c"> </span>kobiet <span class="_ _15"> </span>do <span class="_ _15"> </span>wyn<span class="_ _7"></span>agrodzeń <span class="_ _c"> </span>mężczyzn <span class="_ _15"> </span>w <span class="_ _15"> </span>z<span class="_ _7"></span>ależności <span class="_ _c"> </span>od <span class="_ _15"> </span>rodzaju <span class="_ _c"> </span>pełnionych </div><div class="t m0 x2 h9 y1fd ff2 fs6 fc0 sc0 ls0 ws0">funkcji. <span class="ff7 fs0 fc1">Tabela <span class="ff2">2 </span></span></div></div><div class="c xac y53f w49 h3d"><div class="t m0 x53 h28 y273 ff2 fs6 fc0 sc1 ls0 ws0">2023 </div></div><div class="c xb1 y53f w3d h3d"><div class="t m0 x57 h28 y273 ff5 fs6 fc0 sc1 ls0 ws0">Udział %<span class="ff2"> </span></div></div><div class="c xac y10d w49 h44"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Wyższa kadra menedżerska<span class="_ _7"></span><span class="ff2 sc1"> </span></div></div><div class="c xb1 y10d w3d h44"><div class="t m0 x1b h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">118,4% </div></div><div class="c xac y540 w49 h3d"><div class="t m0 xd h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Średnia kadra menedżersk<span class="_ _7"></span>a<span class="ff2 sc1"> </span></div></div><div class="c xb1 y540 w3d h3d"><div class="t m0 x1b h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">103,0%<span class="sc1"> </span></div></div><div class="c xac y167 w49 h44"><div class="t m0 xd h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">Pracownicy - produkcja<span class="_ _7"></span> </div></div><div class="c xb1 y167 w3d h44"><div class="t m0 x36 h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">85,1% </div></div><div class="c xac y541 w49 h5d"><div class="t m0 xd h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">Pracownicy - adminis<span class="_ _7"></span>tracja </div></div><div class="c xb1 y541 w3d h5d"><div class="t m0 x36 h28 y35a ff2 fs6 fc0 sc0 ls0 ws0">84,1% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y542 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8a y543 w48 h38"><div class="t m0 x4 h5 y175 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x0 yc w24 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">46</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _5"></span>2023 <span class="_ _5"></span>roku, <span class="ff5">w <span class="_ _3"></span>skali <span class="_ _5"></span>Grupy <span class="_ _5"></span>uprawnionych <span class="_ _5"></span>do <span class="_ _1"></span>urlopów <span class="_ _3"></span>macierzyńskich/ojcows<span class="_ _1"></span>kich <span class="_ _5"></span>było <span class="ff2 ls15">67<span class="ls0"> <span class="_ _5"></span><span class="ff5">pracowników </span></span></span></span></div><div class="t m0 x2 h9 yf0 ff2 fs0 fc0 sc0 ls0 ws0">(w <span class="_ _e"></span>tym <span class="_ _e"></span>13 <span class="_ _e"></span>kobiet <span class="_ _e"></span>i <span class="_ _e"></span>5<span class="ff5">2 <span class="_ _e"></span>mężczyzn). <span class="_ _e"></span>Do <span class="_ _e"></span>pracy <span class="_ _e"></span>wróciło <span class="_ _e"></span></span><span class="ls1">51</span> <span class="_ _7"></span><span class="ff5">pracowników <span class="_ _e"></span>(w <span class="_ _e"></span>tym <span class="_ _e"></span></span>3 <span class="_ _e"></span>kobiety <span class="_ _e"></span><span class="ff5">i <span class="_ _e"></span>48 <span class="_ _e"></span>mężczyzn).</span> </div><div class="t m0 x2 h9 yf1 ff5 fs0 fc0 sc0 ls0 ws0">Liczba powrotów<span class="ff2"> </span>po <span class="_ _7"></span>urlopach macierzyń<span class="_ _1"></span>skich/ojcowski<span class="_ _5"></span>ch <span class="_ _7"></span>była <span class="_ _7"></span>większa niż w<span class="ff2"> <span class="_ _7"></span>2022 roku, kiedy <span class="_ _7"></span>do pracy </span></div><div class="t m0 x2 h9 yf2 ff5 fs0 fc0 sc0 ls0 ws0">wróciło <span class="ff2 ls15">29<span class="ls0"> </span></span>pracowników <span class="_ _1"></span>(w tym <span class="ff2">1 kobieta <span class="lsc">i <span class="ls15">28</span></span> </span>mężczyz<span class="_ _5"></span>n). <span class="ff2"> </span></div><div class="t m0 x2 h28 y544 ff5 fs6 fc0 sc0 ls0 ws0">Liczba osób uprawniony<span class="_ _7"></span>ch i korzystających z url<span class="_ _7"></span>opów rodzicielskich w 202<span class="_ _e"></span><span class="ff2">3 </span></div></div><div class="c xbb y4ff w4d h3d"><div class="t m0 x5c h28 y35a ff5 fs6 fc0 sc1 ls0 ws0">Wyszczeg<span class="_ _7"></span>ólnienie<span class="ff2"> </span></div></div><div class="c xbc y4ff w4e h3d"><div class="t m0 x21 h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">Kobiety </div></div><div class="c x8f y4ff w4f h3d"><div class="t m0 x27 h28 y35a ff5 fs6 fc0 sc1 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x97 y4ff w4f h3d"><div class="t m0 xf h28 y35a ff2 fs6 fc0 sc1 ls0 ws0">Razem </div></div><div class="c xbb y545 w4d h44"><div class="t m0 x4 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Uprawnieni do urlopów ma<span class="_ _7"></span>cierzyńskich / ojcow<span class="_ _7"></span>skich<span class="ff2 sc1"> </span></div></div><div class="c xbc y545 w4e h44"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">15<span class="ls0"> </span></div></div><div class="c x8f y545 w4f h44"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">52<span class="ls0"> </span></div></div><div class="c x97 y545 w4f h44"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">67<span class="ls0"> </span></div></div><div class="c xbb y546 w4d h3d"><div class="t m0 x4 h28 y35a ff5 fs6 fc0 sc0 ls0 ws0">Korzystający z urlopów m<span class="_ _7"></span>acierzyńskich / ojcowsk<span class="_ _7"></span>ich<span class="_ _7"></span><span class="ff2 sc1"> </span></div></div><div class="c xbc y546 w4e h3d"><div class="t m0 x39 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">17<span class="ls0"> </span></div></div><div class="c x8f y546 w4f h3d"><div class="t m0 x39 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">54<span class="ls0"> </span></div></div><div class="c x97 y546 w4f h3d"><div class="t m0 x39 h28 y35a ff2 fs6 fc0 sc0 ls1b ws0">71<span class="ls0"> </span></div></div><div class="c xbb y547 w4d h3d"><div class="t m0 x4 h28 y273 ff5 fs6 fc0 sc0 ls0 ws0">Powracający z urlopów m<span class="_ _7"></span>acierzyńskich / ojcowsk<span class="_ _7"></span>ich<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c xbc y547 w4e h3d"><div class="t m0 x3e h28 y273 ff2 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x8f y547 w4f h3d"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">48<span class="ls0"> </span></div></div><div class="c x97 y547 w4f h3d"><div class="t m0 x39 h28 y273 ff2 fs6 fc0 sc0 ls1b ws0">51<span class="ls0"> </span></div></div><div class="c xbb y548 w4d h3e"><div class="t m0 x4 h28 y27f ff5 fs6 fc0 sc0 ls0 ws0">Powracający z urlopów m<span class="_ _7"></span>acierzyńskich / ojcowsk<span class="_ _7"></span>ich i </div><div class="t m0 x4 h28 y280 ff5 fs6 fc0 sc0 ls0 ws0">pozostający w zatrudnien<span class="_ _7"></span>iu min. 12 m<span class="ff2">-<span class="_ _7"></span>cy od powrotu<span class="_ _7"></span><span class="sc1"> </span></span></div></div><div class="c xbc y548 w4e h3e"><div class="t m0 x3e h28 y281 ff2 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8f y548 w4f h3e"><div class="t m0 x39 h28 y281 ff2 fs6 fc0 sc0 ls1b ws0">12<span class="ls0"> </span></div></div><div class="c x97 y548 w4f h3e"><div class="t m0 x39 h28 y281 ff2 fs6 fc0 sc0 ls1b ws0">12<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y549 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y54a ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _e"></span>Grupy <span class="_ _e"></span>tworzą <span class="_ _e"></span>kulturę <span class="_ _e"></span>współpracy, <span class="_ _e"></span>w <span class="_ _e"></span>której <span class="_ _e"></span>szanują <span class="_ _e"></span>pracownika <span class="_ _e"></span>i <span class="_ _e"></span>zapewniają<span class="_ _5"></span> <span class="_ _1c"></span>realizację <span class="_ _e"></span>aspiracji </div><div class="t m0 x2 h9 y2d3 ff5 fs0 fc0 sc0 ls0 ws0">zawodowych, <span class="_ _2b"> </span>z <span class="_ _a"> </span>poszanow<span class="_ _1"></span>aniem <span class="_ _a"> </span>życia <span class="_ _2b"> </span>prywatnego. <span class="_ _1e"> </span>S<span class="_ _7"></span>półki <span class="_ _2b"> </span>zapewniają <span class="_ _2b"> </span>pozapłacowe <span class="_ _2b"> </span>formy </div><div class="t m0 x2 h9 y52e ff5 fs0 fc0 sc0 ls0 ws0">wynagradzania<span class="_ _1"></span> <span class="_ _1e"> </span>pr<span class="_ _7"></span>acownik<span class="_ _5"></span>ów, <span class="_ _2b"> </span>profilaktykę <span class="_ _1e"> </span>zdrowotną<span class="_ _1"></span>, <span class="_ _1e"> </span>promują <span class="_ _1e"> </span>aktywności <span class="_ _1e"> </span>sp<span class="_ _7"></span>ortowe <span class="_ _1e"> </span>wśród </div><div class="t m0 x2 h9 y54b ff5 fs0 fc0 sc0 ls0 ws0">pracowników <span class="_ _c"> </span>oraz <span class="_ _c"> </span>udzielają <span class="_ _c"> </span>wsparcia <span class="_ _c"> </span>w  trudnych <span class="_ _c"> </span>sytuacjach <span class="_ _c"> </span>życiowych. <span class="_ _c"> </span>Spółki <span class="_ _c"> </span>szanują <span class="_ _c"> </span>i  doceniają<span class="_ _5"></span> </div><div class="t m0 x2 h9 y54c ff5 fs0 fc0 sc0 ls0 ws0">różnorodność swoich<span class="_ _5"></span> pracowników. <span class="ff2"> </span></div><div class="t m0 x2 h9 y54d ff5 fs0 fc0 sc0 ls0 ws0">Spółki  na<span class="_ _1"></span>szej  grupy<span class="_ _1"></span>  mogą <span class="_ _c"> </span>pochwalić  się <span class="_ _c"> </span>szeroką  ofertą <span class="_ _c"> </span>benefitów,  kierowan<span class="_ _5"></span>ych  przede  wsz<span class="_ _5"></span>ys<span class="_ _7"></span>tkim </div><div class="t m0 x2 h9 y54e ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">pracowników, <span class="_ _20"> </span>a <span class="_ _f"> </span>w <span class="_ _f"> </span>ogranicz<span class="_ _1"></span>onym <span class="_ _f"> </span>zakresie <span class="_ _20"> </span>także <span class="_ _f"> </span>do <span class="_ _f"> </span>członków <span class="_ _20"> </span>rodzin <span class="_ _f"> </span>pracowników<span class="_ _5"></span>. <span class="_ _f"> </span>Benefity </span></span></div><div class="t m0 x2 h9 y54f ff5 fs0 fc0 sc0 ls0 ws0">oferowane <span class="_ _d"> </span>przez <span class="_ _10"> </span>spółki <span class="_ _d"> </span>Grupy <span class="_ _d"> </span>stanowią <span class="_ _d"> </span>je<span class="_ _7"></span>den <span class="_ _d"> </span>z <span class="_ _10"> </span>obszarów <span class="_ _d"> </span>wprowadzania <span class="_ _d"> </span>wellbeingu <span class="_ _d"> </span>w <span class="_ _10"> </span>naszych </div><div class="t m0 x2 h9 y550 ff5 fs0 fc0 sc0 ls0 ws0">organizacjach,  m.in.  elastyczny  czas  pracy,  dodatkowy  płatny  urlop,  możliwość  świ<span class="_ _7"></span><span class="ff2">adczenia  pracy </span></div><div class="t m0 x2 h9 y551 ff5 fs0 fc0 sc0 ls0 ws0">zdalnej, <span class="_ _7"></span>spotkania integracyjne / <span class="_ _7"></span>pikniki <span class="_ _7"></span>rodzinne, „<span class="_ _7"></span>owocowe środy”. <span class="_ _7"></span>W <span class="_ _7"></span>zakresie wybranych <span class="_ _7"></span>benefitów </div><div class="t m0 x2 h9 y552 ff5 fs0 fc0 sc0 ls0 ws0">wykorzystywany <span class="_ _23"></span>jest <span class="_ _15"></span>pot<span class="_ _1"></span>encjał <span class="_ _23"></span>Gru<span class="_ _7"></span>py <span class="_ _15"> </span>–<span class="ff2"> <span class="_ _23"></span></span>„efekt<span class="ff2"> <span class="_ _15"></span></span>skali” <span class="_ _23"></span>w <span class="_ _15"></span>procesie <span class="_ _23"></span>negocjacji <span class="_ _23"></span>k<span class="_ _7"></span>osztów<span class="_ _1"></span> <span class="_ _15"></span>zakupu, <span class="_ _23"></span>m.in. <span class="_ _23"></span>w </div><div class="t m0 x2 h9 y553 ff5 fs0 fc0 sc0 ls0 ws0">zakresie <span class="_ _23"></span>ubezpieczeń <span class="_ _23"></span>grupowych <span class="_ _23"></span>na <span class="_ _15"> </span>życie, <span class="_ _23"></span>ubezpieczeni<span class="_ _1"></span>e <span class="_ _23"></span>NN<span class="_ _7"></span>W <span class="_ _23"></span>dla <span class="_ _15"></span>dzieci <span class="_ _23"></span>oraz <span class="_ _23"></span>w <span class="_ _15"></span>zakresie <span class="_ _23"></span>prywatnej<span class="_ _5"></span> </div><div class="t m0 x2 h9 y554 ff5 fs0 fc0 sc0 ls0 ws0">opieki medycznej. W większości Spół<span class="_ _1"></span>ek funkcjonuje również Zakładow<span class="_ _1"></span>y Fundusz Świadczeń Socjalnych,<span class="_ _1"></span> </div><div class="t m0 x2 h9 y555 ff5 fs0 fc0 sc0 ls0 ws0">oferujący zróżnicow<span class="_ _1"></span>ane formy w<span class="_ _1"></span>sparcia finan<span class="_ _1"></span>sowego pracow<span class="_ _1"></span>ników.<span class="ff2"> </span></div><div class="t m0 x2 h9 y556 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y557 ff5 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _5"></span>najistotni<span class="_ _1"></span>ejszych <span class="_ _3"></span>oraz <span class="_ _5"></span>najbardziej <span class="_ _3"></span>powszechnyc<span class="_ _1"></span>h <span class="_ _5"></span>świadczeń <span class="_ _3"></span>pozapłacowych <span class="_ _3"></span>w <span class="_ _3"></span>Spółkach <span class="_ _5"></span>Grupy <span class="_ _3"></span>można </div><div class="t m0 x2 h9 y4a1 ff5 fs0 fc0 sc0 ls0 ws0">zaliczyć:<span class="ff2"> </span></div><div class="t m0 x33 h2 y558 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">pakiety medyczn<span class="_ _1"></span>e, </span></span></div><div class="t m0 x33 h2 y559 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">ubezpieczenia g<span class="_ _5"></span>ru<span class="_ _7"></span>powe, </span></span></div><div class="t m0 x33 h2 y55a ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">dofinansowani<span class="_ _1"></span>e  w<span class="_ _1"></span>ypoczynku <span class="_ _c"> </span>pracowników  i<span class="_ _5"></span>  ich <span class="_ _c"> </span>dzieci <span class="_ _31"> </span>z  Za<span class="_ _5"></span>kładowego  Fund<span class="_ _5"></span>us<span class="_ _7"></span>zu <span class="_ _c"> </span>Świadczeń </span></span></div><div class="t m0 x38 h9 y55b ff2 fs0 fc0 sc0 ls0 ws0">Socjalnych, </div><div class="t m0 x33 h2 y55c ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">okolicznościowe <span class="_ _1"></span>paczki dla dzieci,<span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y55d ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">abonamenty na <span class="_ _1"></span>korzystanie<span class="_ _1"></span> z infrastruktury s<span class="_ _1"></span>portowej, </span></span></div><div class="t m0 x33 h2 y55e ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">dofinansowani<span class="_ _1"></span>e do posiłkó<span class="_ _1"></span>w, <span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y55f ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">nagrody jubileu<span class="_ _1"></span>szowe,  </span></span></div><div class="t m0 x33 h2 y560 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">finansowanie tran<span class="_ _5"></span>sportu pracowniczego. </span></span></div><div class="t m0 x2 h9 y561 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y562 ff5 fs0 fc0 sc0 ls0 ws0">Niezależnie <span class="_ _3"></span>od dzia<span class="_ _1"></span>łań <span class="_ _5"></span>na <span class="_ _5"></span>poziomie <span class="_ _5"></span>Grupy, <span class="_ _5"></span>niektóre <span class="_ _5"></span>Spółki <span class="_ _5"></span>Grupy <span class="_ _5"></span>wprowadziły<span class="_ _5"></span> i <span class="_ _3"></span>s<span class="_ _7"></span>tosują <span class="_ _5"></span>Kodeksy <span class="_ _5"></span>Etyczn<span class="_ _1"></span>e, </div><div class="t m0 x2 h9 y208 ff5 fs0 fc0 sc0 ls0 ws0">Polityki Odpowi<span class="_ _5"></span>e<span class="_ _7"></span>dzialności Bi<span class="_ _1"></span>znesu oraz Polity<span class="_ _1"></span>ki Antymobbingow<span class="_ _1"></span>e.<span class="ff2"> </span></div></div><div class="c x3a y176 w48 h38"><div class="t m0 x4 h5 y175 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">47</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y24c ff2 fs4 fc2 sc2 ls0 ws0">4.5.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff2 sc2">Dialog z pracownika<span class="_ _1"></span>mi  </span></span></div><div class="t m0 x2 hd y563 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y564 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y565 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y566 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y567 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y568 ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"></span>respektuje <span class="_ _7"></span>prawo <span class="_ _7"></span>do <span class="_ _e"></span>wolności<span class="_ _1"></span> <span class="_ _e"></span>zrzeszania się. <span class="_ _e"></span>W <span class="_ _7"></span>największych spółkach <span class="_ _e"></span>o <span class="_ _7"></span>profilu <span class="_ _7"></span>produkcyjny<span class="_ _1"></span>m, </div><div class="t m0 x2 h9 y569 ff5 fs0 fc0 sc0 ls0 ws0">posiadających <span class="_ _16"> </span>długą <span class="_ _1d"> </span>trad<span class="_ _1"></span>ycję, <span class="_ _1d"> </span>funkcjonują <span class="_ _16"> </span>nieprzerw<span class="_ _1"></span>anie <span class="_ _16"> </span>reprezentacje <span class="_ _16"> </span>pracownicze, <span class="_ _1d"> </span>z <span class="_ _16"> </span>którymi </div><div class="t m0 x2 h9 y56a ff5 fs0 fc0 sc0 ls0 ws0">pracodawca <span class="_ _b"> </span>utrzymuje  bieżące <span class="_ _d"> </span>relacje.  W <span class="_ _d"> </span>trzech <span class="_ _b"> </span>spółkach <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>f<span class="_ _7"></span>unkcjonują<span class="_ _5"></span> <span class="_ _d"> </span>związki <span class="_ _b"> </span>zawodowe. </div><div class="t m0 x2 h9 y56b ff2 fs0 fc0 sc0 ls0 ws0">W <span class="ff5">spółce Kuźni</span>a Pols<span class="_ _5"></span>k<span class="_ _7"></span>a <span class="ff5">S.A. funkcjo<span class="_ _5"></span>nu<span class="_ _7"></span>ją związki zaw<span class="_ _1"></span>odowe, do któ<span class="_ _1"></span>rych należy ok<span class="_ _5"></span>.<span class="_ _7"></span> 34% pracowników<span class="_ _5"></span>.<span class="_ _7"></span><span class="ff2">  </span></span></div><div class="t m0 x2 h9 y56c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y56d ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y217 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y56e ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2a"> </span> </div></div><div class="c xd yef w9 h27"><div class="t m0 x4 h5 y141 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">48</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y24c ff2 fs4 fc2 sc2 ls0 ws0">4.6.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff5 sc2">Przestrzeganie praw <span class="_ _1"></span>człowieka<span class="ff2"> </span></span></span></div><div class="t m0 x2 hd y563 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y564 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y565 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y566 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y567 ff5 fs0 fc0 sc0 ls0 ws0">Poszanowanie <span class="_ _7"></span>praw <span class="_ _7"></span>człowieka <span class="_ _7"></span>w <span class="_ _e"></span>ramach <span class="_ _7"></span>prowadzone<span class="_ _1"></span>j <span class="_ _7"></span>pr<span class="_ _7"></span>zez <span class="_ _7"></span>Grupę <span class="_ _7"></span>działalności <span class="_ _7"></span>jest <span class="_ _7"></span>niezwykle <span class="_ _e"></span>istot<span class="_ _1"></span>ne. </div><div class="t m0 x2 h9 y56f ff5 fs0 fc0 sc0 ls0 ws0">Celem  Grupy  jest <span class="_ _b"> </span>prowadzenie  bizn<span class="_ _1"></span>esu <span class="_ _b"> </span>w  zgodzie  z  najwyższymi  s<span class="_ _7"></span>tandarda<span class="_ _5"></span>mi, <span class="_ _b"> </span>a  w <span class="_ _b"> </span>szczególności </div><div class="t m0 x2 h9 y3e ff5 fs0 fc0 sc0 ls0 ws0">dotyczącymi pr<span class="_ _7"></span>aw <span class="_ _7"></span>człowieka. Pr<span class="_ _7"></span>zy <span class="_ _7"></span>czym <span class="_ _7"></span>dla <span class="_ _7"></span>Grupy <span class="_ _e"></span>istotne<span class="_ _1"></span> <span class="_ _e"></span>jest<span class="_ _1"></span> <span class="_ _e"></span>nie <span class="_ _7"></span>tylko <span class="_ _e"></span>przestrz<span class="_ _1"></span>eganie <span class="_ _7"></span>praw <span class="_ _7"></span>człowieka </div><div class="t m0 x2 h9 y570 ff5 fs0 fc0 sc0 ls0 ws0">przez Spółki, ale<span class="_ _5"></span> także przez ich dostawców i <span class="_ _5"></span>klientów w łańcuchu wartości. <span class="ff2"> </span></div><div class="t m0 x2 h9 y56b ff5 fs0 fc0 sc0 ls0 ws0">Jako <span class="_ _5"></span>główne <span class="_ _3"></span>obszary <span class="_ _3"></span>wpływu <span class="_ _5"></span>Grupy <span class="_ _3"></span>na <span class="_ _5"></span>prawa <span class="_ _3"></span>człowieka <span class="_ _3"></span>można <span class="_ _5"></span>wskazać: <span class="_ _3"></span>obszar <span class="_ _5"></span>pracowniczy <span class="_ _3"></span>oraz <span class="_ _5"></span>obszar<span class="_ _1"></span> </div><div class="t m0 x2 h9 y571 ff5 fs0 fc0 sc0 ls0 ws0">społeczności lo<span class="_ _1"></span>kalnych.<span class="ff2"> </span></div><div class="t m0 x2 h9 y572 ff5 fs0 fc0 sc0 ls0 ws0">Organizacja <span class="_ _15"> </span>szanuje <span class="_ _c"> </span>i <span class="_ _15"> </span>przestrzega <span class="_ _15"> </span>prawa <span class="_ _c"> </span>pracownikó<span class="_ _1"></span>w, <span class="_ _15"> </span>k<span class="_ _7"></span>ieruje <span class="_ _15"> </span>s<span class="_ _7"></span>ię <span class="_ _c"> </span>za<span class="_ _5"></span>s<span class="_ _7"></span>adami <span class="_ _c"> </span>w<span class="_ _1"></span>zajemnego <span class="_ _15"> </span>szacunku, </div><div class="t m0 x2 h9 y509 ff5 fs0 fc0 sc0 ls0 ws0">tolerancji <span class="_ _23"></span>oraz <span class="_ _23"></span>nieakceptac<span class="_ _5"></span>ji <span class="_ _15"></span>jakichk<span class="_ _1"></span>olwiek <span class="_ _23"></span>form <span class="_ _23"></span>dyskryminacji.<span class="_ _5"></span> <span class="_ _15"> </span>W <span class="_ _23"></span>trzech <span class="_ _23"></span>spółkac<span class="_ _5"></span>h <span class="_ _15"></span>Grupy <span class="_ _1c"></span>funkcjonują </div><div class="t m0 x2 h9 y573 ff5 fs0 fc0 sc0 ls0 ws0">związki <span class="_ _3"></span>zawodowe, <span class="_ _5"></span>do <span class="_ _3"></span>których <span class="_ _5"></span>mogą <span class="_ _5"></span>przystąpić<span class="_ _1"></span> <span class="_ _5"></span>pracownicy, <span class="_ _3"></span>a <span class="_ _5"></span>Zarządy <span class="_ _5"></span>spółek <span class="_ _5"></span>współpracują<span class="_ _5"></span> <span class="_ _5"></span>ze <span class="_ _5"></span>związkami </div><div class="t m0 x2 h9 y574 ff5 fs0 fc0 sc0 ls0 ws0">zawodowymi  w  o<span class="_ _1"></span>bszarze  usta<span class="_ _1"></span>lania  zasad  ws<span class="_ _5"></span>półpracy  z  pracownikami<span class="_ _5"></span>.<span class="_ _7"></span>  W  spółkach,  w <span class="_ _c"> </span>k<span class="_ _7"></span>tórych  ni<span class="_ _1"></span>e </div><div class="t m0 x2 h9 y575 ff5 fs0 fc0 sc0 ls0 ws0">funkcjonują <span class="_ _23"></span>związki<span class="_ _1"></span> <span class="_ _23"></span>zawodowe, <span class="_ _23"></span>celem <span class="_ _23"></span>weryfikacji <span class="_ _23"></span>czy<span class="_ _1"></span> <span class="_ _23"></span>pracownicy <span class="_ _23"></span>mają <span class="_ _23"></span>do <span class="_ _23"></span>czynienia <span class="_ _23"></span>z <span class="_ _23"></span>zachowaniami </div><div class="t m0 x2 h9 y576 ff5 fs0 fc0 sc0 ls0 ws0">stanowiącymi prz<span class="_ _5"></span>e<span class="_ _7"></span>jaw naru<span class="_ _1"></span>szenia ich praw podej<span class="_ _1"></span>mowany jest<span class="_ _1"></span> bieżący dialog z <span class="_ _5"></span>pr<span class="_ _7"></span>acownikami<span class="_ _5"></span>.<span class="_ _7"></span> <span class="ff2"> </span></div><div class="t m0 x2 h9 y577 ff5 fs0 fc0 sc0 ls0 ws0">Przestrzegan<span class="_ _1"></span>e <span class="_ _e"></span>są <span class="_ _e"></span>zasady <span class="_ _e"></span>Kodeksu <span class="_ _7"></span>Pracy <span class="_ _e"></span>w <span class="_ _e"></span>zakresie <span class="_ _e"></span>norm <span class="_ _e"></span>czasu <span class="_ _e"></span>pracy <span class="_ _e"></span>oraz <span class="_ _e"></span>polityki<span class="_ _5"></span> <span class="_ _1c"></span>wynagradzania<span class="_ _1"></span> <span class="_ _e"></span>(np. </div><div class="t m0 x2 h9 y578 ff5 fs0 fc0 sc0 ls0 ws0">pracownikom <span class="_ _c"> </span>wykonującym <span class="_ _c"> </span>podobną <span class="_ _c"> </span>pracę  p<span class="_ _5"></span>rzysługuje  po<span class="_ _1"></span>dobne <span class="_ _c"> </span>wynagrodzenie). <span class="_ _c"> </span>Grupa  p<span class="_ _5"></span>rowadzi </div><div class="t m0 x2 h9 y579 ff5 fs0 fc0 sc0 ls0 ws0">działania <span class="_ _23"></span>mające <span class="_ _15"> </span>na <span class="_ _15"></span>celu <span class="_ _23"></span>stosowanie <span class="_ _23"></span>spójnej <span class="_ _15"> </span>i <span class="_ _15"> </span>jednoli<span class="_ _1"></span>tej <span class="_ _15"></span>polityki<span class="_ _1"></span> <span class="_ _15"> </span>zarządzania <span class="_ _15"></span>obs<span class="_ _5"></span>zarem <span class="_ _15"> </span>personalnym </div><div class="t m0 x2 h9 y57a ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">Grupie, <span class="_ _c"> </span>uwzględniające <span class="_ _c"> </span>podstawowe  za<span class="_ _5"></span>s<span class="_ _7"></span>ady <span class="_ _c"> </span>poszanowania <span class="_ _c"> </span>praw  człowi<span class="_ _1"></span>eka. <span class="_ _c"> </span>Pr<span class="_ _7"></span>ocedury <span class="_ _c"> </span>i  prakty<span class="_ _1"></span>ki </span></div><div class="t m0 x2 h9 y57b ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">tym obszarze mają <span class="_ _7"></span>za zadanie przede wszystkim wyeliminować możliwość wystąpienia jakichkolwiek<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y57c ff5 fs0 fc0 sc0 ls0 ws0">sytuacji <span class="_ _1c"></span>mogących <span class="_ _1c"></span>mieć <span class="_ _1c"></span>negatywny <span class="_ _1c"></span>wpływ <span class="_ _1c"></span>na <span class="_ _1c"></span>prawa <span class="_ _1c"></span>człowieka, <span class="_ _1c"></span>a <span class="_ _1c"></span>jeżeli <span class="_ _1c"></span>do <span class="_ _23"></span>takiej <span class="_ _e"></span>s<span class="_ _7"></span>ytuacji <span class="_ _1c"></span>by <span class="_ _1c"></span>doszło <span class="_ _23"></span>–<span class="ff2"> </span></div><div class="t m0 x2 h9 y57d ff5 fs0 fc0 sc0 ls0 ws0">określić zasady<span class="_ _1"></span> niezwłoczn<span class="_ _1"></span>ego podjęcia działa<span class="_ _1"></span>ń koryguj<span class="_ _5"></span>ących i naprawczych. <span class="ff2"> </span></div><div class="t m0 x2 h9 y57e ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _e"></span>Grupy <span class="_ _1c"></span>rzadko <span class="_ _e"></span>zatrudniają <span class="_ _e"></span>podwykonawców <span class="_ _e"></span>do <span class="_ _1c"></span>swoich <span class="_ _1c"></span>prac <span class="_ _1c"></span>–<span class="ff2"> <span class="_ _e"></span></span>działalność <span class="_ _1c"></span>operacyjna <span class="_ _e"></span>opiera <span class="_ _1c"></span>si<span class="_ _1"></span>ę </div><div class="t m0 x2 h9 y57f ff5 fs0 fc0 sc0 ls0 ws0">przede <span class="_ _7"></span>wszystki<span class="_ _5"></span>m <span class="_ _e"></span>na produkcji <span class="_ _7"></span>wykonywanej przez pracowników <span class="_ _7"></span>zatrudnion<span class="_ _1"></span>ych bezpośrednio w <span class="_ _7"></span>danej </div><div class="t m0 x2 h9 y580 ff5 fs0 fc0 sc0 ls0 ws0">spółce. <span class="_ _10"> </span>W <span class="_ _10"> </span>obszarach <span class="_ _10"> </span>pro<span class="_ _1"></span>dukcyjnych <span class="_ _d"> </span>spółki <span class="_ _10"> </span>Grupy <span class="_ _10"> </span>współpracują <span class="_ _10"> </span>z <span class="_ _10"> </span>ag<span class="_ _7"></span><span class="ff2">encjami <span class="_ _10"> </span>pracy <span class="_ _10"> </span>tymczasow<span class="_ _1"></span>ej. </span></div><div class="t m0 x2 h9 y581 ff5 fs0 fc0 sc0 ls0 ws0">Pracownicy  zatrudniani  pr<span class="_ _1"></span>zez  podmioty  zewnętrzne  mają  jednakowe  prawa<span class="_ _1"></span>,  takie  jak <span class="_ _b"> </span>pracownicy </div><div class="t m0 x2 h9 y582 ff5 fs0 fc0 sc0 ls0 ws0">zatrudnieni bezp<span class="_ _5"></span>ośrednio w Spółkach. <span class="ff2"> </span></div><div class="t m0 x2 h9 y583 ff5 fs0 fc0 sc0 ls0 ws0">Spółki  zatrudniają  także <span class="_ _d"> </span>pracowników  z <span class="_ _b"> </span>zagranicy.  W <span class="_ _d"> </span>ramach <span class="_ _b"> </span>zapewniania  równych  szans, <span class="_ _b"> </span>Spółki </div><div class="t m0 x2 h9 y584 ff5 fs0 fc0 sc0 ls0 ws0">wspomagają pracowników za<span class="_ _1"></span>granicznych w obszarach, które są dla nich istotne, np. legaliza<span class="_ _1"></span>cja pobytu,<span class="_ _1"></span> </div><div class="t m0 x2 h9 y585 ff5 fs0 fc0 sc0 ls0 ws0">zatrudnienie na <span class="_ _5"></span>um<span class="_ _7"></span>owę o p<span class="_ _1"></span>racę, pomoc w uzy<span class="_ _1"></span>skaniu Karty P<span class="_ _1"></span>olaka dla pracowników<span class="_ _1"></span> z Ukrainy.<span class="ff2"> </span></div><div class="t m0 x2 h9 y586 ff5 fs0 fc0 sc0 ls0 ws0">Żaden <span class="_ _7"></span>z <span class="_ _7"></span>istotnych obszarów działalności <span class="_ _7"></span>Grupy nie <span class="_ _e"></span>koncent<span class="_ _5"></span>ru<span class="_ _7"></span>je się <span class="_ _7"></span>w <span class="_ _7"></span>br<span class="_ _7"></span>anżach szczególnie narażonych </div><div class="t m0 x2 h9 y587 ff5 fs0 fc0 sc0 ls0 ws0">na ryzyko związa<span class="_ _5"></span>ne z pracą dzieci oraz pracą <span class="_ _5"></span>przymusową (np. rolnictwo,<span class="_ _5"></span> b<span class="_ _7"></span>udownict<span class="_ _1"></span>wo). <span class="ff2"> </span></div><div class="t m0 x2 h9 y1cf ff5 fs0 fc0 sc0 ls0 ws0">Dialog <span class="_ _3"></span>ze <span class="_ _5"></span>społecznością<span class="_ _5"></span> <span class="_ _5"></span>lokalną <span class="_ _3"></span>pr<span class="_ _7"></span>owadzą <span class="_ _3"></span>wszystkie<span class="_ _1"></span> <span class="_ _5"></span>Spółki <span class="_ _3"></span>Grupy, <span class="_ _3"></span>dostosowując <span class="_ _3"></span>komunikację <span class="_ _3"></span>do <span class="_ _3"></span>lokalnej </div><div class="t m0 x2 h9 y588 ff5 fs0 fc0 sc0 ls0 ws0">sytuacji <span class="_ _23"></span>i <span class="_ _23"></span>uwarunkowań, <span class="_ _23"></span>a <span class="_ _15"></span>działania<span class="_ _1"></span> <span class="_ _23"></span>w <span class="_ _15"></span>tym <span class="_ _23"></span>obszarze <span class="_ _23"></span>nie <span class="_ _15"></span>podlega<span class="_ _1"></span>ją <span class="_ _23"></span>jednolitej <span class="_ _23"></span>polityce <span class="_ _23"></span>G<span class="_ _7"></span>rupy <span class="_ _23"></span>z <span class="_ _23"></span>uwagi </div><div class="t m0 x2 h9 y589 ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> <span class="ff5">zróżnicowan<span class="_ _1"></span>e oddziaływ<span class="_ _5"></span>anie poszczególnych zakład<span class="_ _5"></span>ów pr<span class="_ _7"></span>odukcyj<span class="_ _1"></span>nych na lokaln<span class="_ _5"></span>e<span class="_ _7"></span> społeczności.<span class="_ _1"></span> <span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y2c3 ff2 fs0 fc0 sc0 lse ws0">W <span class="ls0">2023 <span class="ff5">roku ni<span class="_ _1"></span>e zgłoszono <span class="_ _1"></span>przypadków narusz<span class="_ _5"></span>e<span class="_ _7"></span>nia praw<span class="_ _1"></span> człowieka w Grupi<span class="_ _1"></span>e.<span class="ff2"> </span></span></span></div></div><div class="c xd yb3 w9 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x0 yc w50 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">49</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">Każda <span class="_ _c"> </span>Spółka <span class="_ _c"> </span>z <span class="_ _c"> </span>Grupy <span class="_ _c"> </span>identyfi<span class="_ _5"></span>k<span class="_ _7"></span>uje <span class="_ _c"> </span>ryzyko <span class="_ _c"> </span>zaistnie<span class="_ _5"></span>nia <span class="_ _31"> </span>przypadków <span class="_ _c"> </span>narusz<span class="_ _5"></span>e<span class="_ _7"></span>nia <span class="_ _c"> </span>praw <span class="_ _15"> </span>człowieka <span class="_ _c"> </span>przez </div><div class="t m0 x2 h9 yf0 ff5 fs0 fc0 sc0 ls0 ws0">podmioty <span class="_ _5"></span>z nią<span class="_ _1"></span> <span class="_ _5"></span>współpracujące <span class="_ _5"></span>–<span class="ff2"> </span>do<span class="_ _1"></span>stawców <span class="_ _5"></span>oraz <span class="_ _1"></span>klientów. <span class="_ _5"></span>Szeroka <span class="_ _5"></span>skala <span class="_ _5"></span>działalności <span class="_ _5"></span>Grupy, s<span class="_ _1"></span>kutkująca<span class="_ _1"></span> </div><div class="t m0 x2 h9 yf1 ff5 fs0 fc0 sc0 ls0 ws0">współpracą <span class="_ _7"></span>z <span class="_ _e"></span>dużą <span class="_ _7"></span>liczbą <span class="_ _e"></span>podmiotów <span class="_ _7"></span><span class="ff2">- <span class="_ _e"></span></span>zarówno <span class="_ _7"></span>z <span class="_ _e"></span>dosta<span class="_ _1"></span>wcami,<span class="ff2"> <span class="_ _e"></span></span>jak <span class="_ _7"></span>i <span class="_ _e"></span>z <span class="_ _e"></span>odbiorcami produktów <span class="_ _e"></span>lub <span class="_ _7"></span>usług </div><div class="t m0 x2 h9 yf2 ff5 fs0 fc0 sc0 ls0 ws0">spółek <span class="_ _23"></span><span class="ff2">- <span class="_ _15"></span></span>znaczą<span class="_ _1"></span>co <span class="_ _23"></span>ogranicza <span class="_ _23"></span>możliwość <span class="_ _1c"></span>szczegółowej <span class="_ _23"></span>weryfikacji <span class="_ _23"></span>przestrzega<span class="_ _5"></span>nia <span class="_ _15"></span>przez <span class="_ _23"></span>każdy <span class="_ _23"></span>podmiot<span class="_ _1"></span> </div><div class="t m0 x2 h9 yf3 ff5 fs0 fc0 sc0 ls0 ws0">współpracując<span class="_ _1"></span>y <span class="_ _1c"></span>praw <span class="_ _1c"></span>człowieka. <span class="_ _e"></span>N<span class="_ _7"></span>awiązując <span class="_ _e"></span>i <span class="_ _1c"></span>prowadząc <span class="_ _1c"></span>współprac<span class="_ _1"></span>ę <span class="_ _1c"></span>z <span class="_ _23"></span>dostawca<span class="_ _1"></span>mi <span class="_ _1c"></span>i <span class="_ _1c"></span>klientami <span class="_ _1c"></span>Grupa </div><div class="t m0 x2 h9 y95 ff5 fs0 fc0 sc0 ls0 ws0">stara <span class="_ _15"> </span>się <span class="_ _15"> </span>jednak <span class="_ _15"> </span>skupiać <span class="_ _c"> </span>na<span class="_ _1"></span> <span class="_ _15"> </span>podmiotach <span class="_ _15"> </span>dających <span class="_ _15"> </span>należytą <span class="_ _15"> </span>rękojmię <span class="_ _15"> </span>przestrzeg<span class="_ _1"></span>ania <span class="_ _15"> </span>praw <span class="_ _15"> </span>człowieka, </div><div class="t m0 x2 h9 yf4 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">sytuacjach <span class="_ _b"> </span>zaś <span class="_ _10"> </span>pojawien<span class="_ _1"></span>ia <span class="_ _d"> </span>się <span class="_ _10"> </span>podejrzenia<span class="_ _5"></span>, <span class="_ _10"> </span>że <span class="_ _d"> </span>podmiot <span class="_ _d"> </span>może <span class="_ _d"> </span>tych <span class="_ _10"> </span>funda<span class="_ _1"></span>mentalnych <span class="_ _d"> </span>zasad <span class="_ _d"> </span>nie </span></div><div class="t m0 x2 h9 y3da ff5 fs0 fc0 sc0 ls0 ws0">przestrzegać, <span class="_ _e"></span>współpraca <span class="_ _e"></span>taka <span class="_ _e"></span>nie <span class="_ _1c"></span>jest <span class="_ _1c"></span>podejmowana <span class="_ _7"></span>lub <span class="_ _1c"></span>też <span class="_ _1c"></span>współpraca <span class="_ _e"></span>podlega <span class="_ _e"></span>zakończeniu. <span class="_ _1c"></span>Spółki<span class="_ _5"></span> </div><div class="t m0 x2 h9 y3db ff5 fs0 fc0 sc0 ls0 ws0">prowadzą <span class="_ _c"> </span>politykę  in<span class="_ _1"></span>formacyjną <span class="_ _c"> </span>wśród  swoic<span class="_ _1"></span>h <span class="_ _c"> </span>pr<span class="_ _7"></span>acowników <span class="_ _c"> </span>mającą  na <span class="_ _c"> </span>ce<span class="_ _7"></span>lu <span class="_ _c"> </span>uświadomienie <span class="_ _c"> </span>braku </div><div class="t m0 x2 h9 y3dc ff5 fs0 fc0 sc0 ls0 ws0">tolerancji dla ja<span class="_ _1"></span>kichkolwiek <span class="_ _1"></span>przejawów nar<span class="_ _1"></span>uszenia pra<span class="_ _1"></span>w człowieka oraz <span class="_ _1"></span>dla dyskry<span class="_ _1"></span>minacji.<span class="ff2 fs7"> </span></div></div><div class="c x4c y511 w48 h38"><div class="t m0 x4 h5 y175 ff3 fs2 fcb sc0 ls0 ws0">PRACOWNICY </div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x0 yc w24 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">50</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbd hc y17f ff2 fs2 fc2 sc2 ls3 ws0">5.<span class="ff6 sc0 ls0"> <span class="_ _b"> </span><span class="ff5 sc2">Społeczeństwo <span class="ff2"> </span></span></span></div><div class="t m0 x16 h39 y3a0 ffc fs4 fc2 sc0 ls0 ws0">Odpowiedzialna i prz<span class="_ _5"></span>yjazna organizacja </div><div class="t m0 x2 ha y1a5 ff2 fs4 fc2 sc2 ls0 ws0">5.1.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff5 sc2">Relacje ze społecznoś<span class="_ _1"></span>ciami lokalnymi<span class="ff2"> </span></span></span></div><div class="t m0 x2 hd y58a ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y58b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y58c ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y58d ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y2a6 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y58e ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _1"></span>w ramac<span class="_ _5"></span>h bieżącej <span class="_ _5"></span>działalności <span class="_ _5"></span>operacyjnej ide<span class="_ _1"></span>ntyfikują <span class="_ _5"></span>potencjalne <span class="_ _1"></span>i fa<span class="_ _5"></span>ktyczne uciążl<span class="_ _5"></span>iwości<span class="_ _7"></span><span class="ff2">, jakie<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y58f ff5 fs0 fc0 sc0 ls0 ws0">mogą <span class="_ _1d"> </span>powodować <span class="_ _16"> </span>dla <span class="_ _1d"> </span>społeczności <span class="_ _1d"> </span>lokalnych<span class="_ _1"></span> <span class="_ _1d"> </span>poprzez <span class="_ _1d"> </span>swój <span class="_ _1d"> </span>wpływ <span class="_ _16"> </span>na <span class="_ _1d"> </span>czynniki <span class="_ _1d"> </span>środowiskowe<span class="_ _5"></span> </div><div class="t m0 x2 h9 y590 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ls9">na</span> otoczenie. <span class="_ _f"> </span><span class="ff5">Grupa <span class="_ _f"> </span>stara <span class="_ _16"> </span>się, <span class="_ _16"> </span>aby <span class="_ _f"> </span>jej <span class="_ _16"> </span>działal<span class="_ _1"></span>ność <span class="_ _16"> </span>możliwie<span class="_ _1"></span> <span class="_ _16"> </span>minimalnie<span class="_ _1"></span> <span class="_ _16"> </span>wpływała <span class="_ _f"> </span>na <span class="_ _16"> </span>komfort<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y591 ff5 fs0 fc0 sc0 ls0 ws0">funkcjonowania <span class="_ _27"> </span>lokalnych<span class="_ _5"></span> <span class="_ _26"> </span>społeczności <span class="_ _27"> </span>i <span class="_ _26"> </span>warunki <span class="_ _27"> </span>koegzystencji <span class="_ _27"> </span>w <span class="_ _27"> </span>sąsiedztwi<span class="_ _1"></span>e <span class="_ _26"> </span>jej <span class="_ _27"> </span>zakładów </div><div class="t m0 x2 h9 y592 ff5 fs0 fc0 sc0 ls0 ws0">produkcyjnych<span class="_ _1"></span>. <span class="_ _10"> </span>Szczególna<span class="_ _5"></span> <span class="_ _20"> </span>uwaga<span class="_ _1"></span> <span class="_ _10"> </span>zwracana <span class="_ _10"> </span>jest <span class="_ _d"> </span>na <span class="_ _10"> </span>takie <span class="_ _d"> </span>uciążliwości <span class="_ _10"> </span>jak: <span class="_ _d"> </span>emisja <span class="_ _10"> </span>zanieczyszczeń </div><div class="t m0 x2 h9 yfb ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">powietrza, emi<span class="_ _1"></span>sja hałasu, zaniecz<span class="_ _5"></span>yszczenie wód.<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y37e ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _b"> </span>celu <span class="_ _b"> </span>poszanowania  praw  lokalnych <span class="_ _b"> </span>społeczności<span class="ff2">, <span class="_ _b"> </span></span>Grupa <span class="_ _b"> </span>stara <span class="_ _b"> </span>się <span class="_ _b"> </span>uwzględnia<span class="_ _1"></span>ć <span class="_ _b"> </span>ich <span class="_ _b"> </span>oczekiwania </div><div class="t m0 x2 h9 y516 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">planach <span class="_ _23"></span>dalszego<span class="_ _1"></span> <span class="_ _23"></span>rozwoju, <span class="_ _23"></span>jak <span class="_ _23"></span>i <span class="_ _15"></span>pod<span class="_ _5"></span>e<span class="_ _7"></span>jmować <span class="_ _23"></span>działania<span class="_ _5"></span> <span class="_ _15"> </span>minimali<span class="_ _1"></span>zujące <span class="_ _23"></span>negatywny <span class="_ _1c"></span>wpływ <span class="_ _15"></span>za<span class="_ _5"></span>kładów </span></div><div class="t m0 x2 h9 y593 ff5 fs0 fc0 sc0 ls0 ws0">produkcyjnych<span class="_ _1"></span> <span class="_ _d"> </span>na <span class="_ _b"> </span>najbliższe <span class="_ _d"> </span>otoczenie. <span class="_ _b"> </span>Do <span class="_ _d"> </span>takich <span class="_ _b"> </span>działań <span class="_ _b"> </span>zaliczyć <span class="_ _d"> </span>można <span class="_ _b"> </span>na <span class="_ _b"> </span>przykład: <span class="_ _d"> </span>inwestycje </div><div class="t m0 x2 h9 y594 ff5 fs0 fc0 sc0 ls0 ws0">ograniczające hałas<span class="_ _1"></span>, redukujące emisji gazów do atmosfery<span class="_ _1"></span>, prowadze<span class="ff2">nie <span class="_ _7"></span>gospoda<span class="_ _5"></span>rk<span class="_ _7"></span>i wodno-<span class="ff5">ściekowej </span></span></div><div class="t m0 x2 h9 y595 ff2 fs0 fc0 sc0 ls0 ws0">zgodnie z posiadan<span class="_ _5"></span>ymi zgodami i zezwoleniami<span class="_ _1"></span>. </div><div class="t m0 x2 h9 y596 ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _d"> </span>prowadzi <span class="_ _d"> </span>również <span class="_ _b"> </span>s<span class="_ _7"></span>zereg <span class="_ _d"> </span>działań <span class="_ _d"> </span>filantropijn<span class="_ _1"></span>ych <span class="_ _d"> </span>i <span class="_ _10"> </span>wspierają<span class="_ _1"></span>cych <span class="_ _d"> </span>funkcjonowanie <span class="_ _d"> </span>lokalnych<span class="_ _1"></span> </div><div class="t m0 x2 h9 y7d ff5 fs0 fc0 sc0 ls0 ws0">społeczności. <span class="_ _5"></span>Działania <span class="_ _5"></span>te <span class="_ _5"></span>zależą <span class="_ _5"></span>w duż<span class="_ _5"></span>e<span class="_ _7"></span>j <span class="_ _5"></span>mierze od<span class="_ _5"></span> pos<span class="_ _1"></span>zczególnych <span class="_ _5"></span>spółek <span class="_ _5"></span>oraz l<span class="_ _1"></span>okal<span class="_ _1"></span>nych <span class="_ _1"></span>uwarunkowań<span class="_ _5"></span> </div><div class="t m0 x2 h9 y597 ff5 fs0 fc0 sc0 ls0 ws0">i potrzeb <span class="_ _7"></span>społecznych, a <span class="_ _7"></span>prowadzone są <span class="_ _7"></span>w <span class="_ _7"></span>różnych <span class="_ _7"></span>obszarach życia <span class="_ _7"></span>społecznego. Wsparcie skierowane </div><div class="t m0 x2 h9 y15a ff5 fs0 fc0 sc0 ls0 ws0">jest <span class="_ _d"> </span>m.in. <span class="_ _d"> </span>dla <span class="_ _10"> </span>dzieci <span class="_ _d"> </span>i <span class="_ _d"> </span>młodzieży, <span class="_ _d"> </span>w <span class="_ _10"> </span>kierun<span class="_ _1"></span>ku <span class="_ _d"> </span>osób <span class="_ _d"> </span>nie<span class="_ _7"></span>pełnosprawn<span class="_ _5"></span>y<span class="_ _7"></span>ch, <span class="_ _d"> </span>wspiera <span class="_ _d"> </span>rozwój <span class="_ _10"> </span>inicjatyw<span class="_ _5"></span> </div><div class="t m0 x2 h9 y598 ff5 fs0 fc0 sc0 ls0 ws0">sportowych, <span class="_ _16"> </span>lokaln<span class="_ _1"></span>e <span class="_ _16"> </span>jednostki <span class="_ _16"> </span>i <span class="_ _16"> </span>organiza<span class="_ _1"></span>cje <span class="_ _16"> </span>pożytku <span class="_ _16"> </span>publicznego<span class="_ _1"></span>.<span class="_ _7"></span><span class="ff2"> <span class="_ _16"> </span></span>Celem <span class="_ _16"> </span>zaangażowania<span class="_ _1"></span> <span class="_ _16"> </span>Grupy </div><div class="t m0 x2 h9 y599 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">działania <span class="_ _1a"> </span>na <span class="_ _1a"> </span>rzecz <span class="_ _1a"> </span>lokalnych <span class="_ _1a"> </span>społeczno<span class="_ _1"></span>ści <span class="_ _1a"> </span>jest <span class="_ _1a"> </span>budowanie <span class="_ _1a"> </span>długofalowych <span class="_ _1a"> </span>relacji, <span class="_ _1a"> </span>opartych<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y59a ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> <span class="ff5">wzajemnym<span class="_ _5"></span> <span class="_ _e"></span>zaufaniu, które <span class="_ _7"></span>umożliwią sprawne <span class="_ _7"></span>i <span class="_ _7"></span>bezkonfliktowe funkcjonowani<span class="_ _1"></span>e <span class="_ _7"></span>korzystne dla <span class="_ _7"></span>obu </span></span></div><div class="t m0 x2 h9 y4a2 ff2 fs0 fc0 sc0 ls0 ws0">stron. </div><div class="t m0 x2 h9 y59b ff5 fs0 fc0 sc0 ls0 ws0">Wśród działań o cha<span class="_ _5"></span>rakterze filantropijn<span class="_ _1"></span>ym realizowa<span class="_ _1"></span>nych w roku 202<span class="ff2">3 </span>można wyróżnić:<span class="_ _5"></span><span class="ff2"> </span></div><div class="t m0 x33 h9 y59c ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff2">Projekt ZUZA <span class="ff5">–</span> <span class="ff5">„Zawsze Us<span class="_ _5"></span>pr<span class="_ _7"></span>awniaj Z Auto<span class="_ _1"></span>refleksją” <span class="ff2"> </span></span></span></span></div><div class="t m0 xbe h9 y59d ff2 fs0 fcd sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y59e ff2 fs0 fcd sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y59f ff2 fs0 fcd sc0 ls0 ws0">Mangata <span class="_ _15"> </span>Holding <span class="_ _15"> </span>S.A. <span class="_ _15"> </span><span class="ff5">i <span class="_ _c"> </span>spółki <span class="_ _15"></span>Grupy</span> <span class="_ _15"> </span>kolejny <span class="_ _15"> </span>rok <span class="_ _c"> </span><span class="ff5">są <span class="_ _15"> </span>partnerami <span class="_ _15"> </span>Projektu <span class="_ _15"> </span>ZUZA <span class="_ _15"> </span>realizowa<span class="_ _1"></span>nego <span class="_ _15"> </span>przez </span></div><div class="t m0 x2 h9 y5a0 ff5 fs0 fcd sc0 ls0 ws0">Towarzystwo Opi<span class="_ _5"></span>ek<span class="_ _7"></span>i nad Ni<span class="_ _5"></span>e<span class="_ _7"></span>pełnosprawn<span class="_ _5"></span>ymi w Ustroni<span class="ff2">u</span>. Ta wyjątkowa<span class="_ _5"></span> inicjatywa ma na cel<span class="_ _1"></span>u wsparcie<span class="_ _1"></span> </div></div><div class="c x3a y2f5 w1a h18"><div class="t m0 x4 h5 y92 ff4 fs2 fce sc0 ls0 ws0">SPOŁECZEŃSTWO<span class="ff3"> </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 x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">51</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fcd sc0 ls0 ws0">dzieci <span class="_ _e"></span>i <span class="ff5">młodzieży <span class="_ _e"></span>z <span class="_ _e"></span>niepełnospraw<span class="_ _1"></span>nością, <span class="_ _e"></span>które <span class="_ _e"></span>wychowują <span class="_ _7"></span>s<span class="_ _7"></span>ię <span class="_ _e"></span>w <span class="_ _e"></span>rodzinach <span class="_ _e"></span>zastępczych<span class="_ _1"></span>, <span class="_ _e"></span>adopcyjnych </span></div><div class="t m0 x2 h9 y5a1 ff5 fs0 fcd sc0 ls0 ws0">lub placówkach o<span class="_ _5"></span>piekuńczo<span class="ff2">-wychowawczych.  </span></div><div class="t m0 x2 h9 y5a2 ff5 fs0 fcd sc0 ls0 ws0">Holding <span class="_ _7"></span>podziela <span class="_ _7"></span>troskę <span class="_ _7"></span>o <span class="_ _7"></span>najmłodszych, <span class="_ _7"></span>którzy <span class="_ _7"></span>wymagają wszechstronnej <span class="_ _7"></span>pomocy <span class="_ _7"></span>i <span class="_ _7"></span>oddania <span class="_ _e"></span>ze strony </div><div class="t m0 x2 h9 y5a3 ff5 fs0 fcd sc0 ls0 ws0">specjalistów. <span class="_ _7"></span>Dzięki <span class="_ _e"></span>w<span class="ff2">sparci<span class="_ _1"></span>u <span class="_ _e"></span>finansow<span class="_ _1"></span>e<span class="ls2c">mu</span> <span class="_ _e"></span>Towarzystwa, <span class="_ _7"></span><span class="ff5">spółk</span>i <span class="_ _e"></span><span class="ff5">są <span class="_ _e"></span>częścią <span class="_ _7"></span>niezwykłego <span class="_ _7"></span>procesu, <span class="_ _7"></span>który </span></span></div><div class="t m0 x2 h9 y5a4 ff5 fs0 fcd sc0 ls0 ws0">pozwala <span class="_ _7"></span>dzieciom <span class="_ _e"></span>i <span class="_ _7"></span>młodzieży <span class="_ _7"></span>os<span class="_ _7"></span>iągać <span class="_ _7"></span>cele <span class="_ _e"></span>na <span class="_ _7"></span>miarę <span class="_ _e"></span>indywidualn<span class="_ _5"></span>ych <span class="_ _e"></span>możliwości, <span class="_ _7"></span>korzystać <span class="_ _7"></span>z<span class="_ _7"></span><span class="ff2"> <span class="_ _e"></span>troskliwej </span></div><div class="t m0 x2 h9 y3a ff5 fs0 fcd sc0 ls0 ws0">opieki oraz zaznać l<span class="_ _5"></span>udzkiej życzliwości.<span class="ff2">  </span></div><div class="t m0 x2 h9 y5a5 ff5 fs0 fcd sc0 ls0 ws0">Pomoc  H<span class="_ _1"></span>oldingu  p<span class="_ _5"></span>om<span class="_ _7"></span>aga <span class="_ _c"> </span>Towarzystwu <span class="_ _c"> </span>finansować<span class="ff2">.<span class="_ _7"></span> <span class="_ _c"> </span></span>m.<span class="_ _7"></span>in. <span class="_ _c"> </span>s<span class="_ _7"></span>pecjalistycz<span class="_ _5"></span>ne<span class="_ _7"></span> <span class="_ _31"> </span>szkolenia <span class="_ _c"> </span>or<span class="_ _7"></span>az <span class="_ _c"> </span>doposażać </div><div class="t m0 x2 h9 y5a6 ff5 fs0 fcd sc0 ls0 ws0">rodziny zastępcz<span class="_ _5"></span>e<span class="_ _7"></span> i opiekuńcze oraz<span class="_ _5"></span> placówki zamieszkiw<span class="_ _1"></span>ane przez dzieci<span class="_ _1"></span>.<span class="ff2"> </span></div><div class="t m0 x33 h9 y5a7 ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff5">Projekt utrzymania Ośro<span class="_ _1"></span>dka Edukacyj<span class="_ _1"></span>no<span class="ff2">-Rehabilitacyjno-Wychowa<span class="_ _5"></span>wczego w Ustroniu </span></span></span></div><div class="t m0 x2b h9 y5a8 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y5a9 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _5"></span>2016 <span class="_ _5"></span>roku <span class="ff5">Spół<span class="_ _5"></span>k<span class="_ _7"></span>i <span class="_ _5"></span>Holdingu <span class="_ _5"></span>zaangażowały <span class="_ _5"></span>się<span class="ff2"> <span class="_ _5"></span><span class="ff5">w długo<span class="_ _5"></span>term<span class="_ _7"></span>inowy <span class="_ _5"></span>projekt <span class="_ _5"></span>wsparcia <span class="_ _5"></span><span class="ff2 fcd">Towarzystwa <span class="_ _5"></span>Opieki </span></span></span></span></div><div class="t m0 x2 h9 y5aa ff5 fs0 fcd sc0 ls0 ws0">nad  Ni<span class="_ _5"></span>e<span class="_ _7"></span>pełnosprawny<span class="_ _1"></span>mi  w<span class="_ _5"></span>  Ustroniu  <span class="ff2 fc0">w <span class="_ _c"> </span>rozbudowie <span class="_ _c"> </span>i  utrzymaniu <span class="_ _c"> </span>nowoczesnego <span class="_ _c"> </span>obiektu  dla <span class="_ _c"> </span>dzieci </span></div><div class="t m0 x2 h9 y47a ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">niepełnosprawno<span class="_ _5"></span>ś<span class="_ _7"></span>cią.  Prace  rozpoczęły  się <span class="_ _b"> </span>w  2016 <span class="_ _b"> </span>roku,  a <span class="_ _b"> </span>pierwsze  zajęcia  w <span class="_ _b"> </span>nowym  Ośrodku </span></div><div class="t m0 x2 h9 y5ab ff2 fs0 fc0 sc0 ls0 ws0">Edukacyjno-Rehabi<span class="_ _1"></span>litacyjno-<span class="ff5">Wychowawcz<span class="_ _5"></span>ym w Ustroniu odbyły się <span class="ff2">w 2<span class="_ _1"></span>018 roku<span class="ls2">. </span> </span></span></div><div class="t m0 x2 h9 y5ac ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>ramach <span class="_ _e"></span>inwestycji <span class="_ _7"></span>wybudowano, <span class="_ _7"></span>m.in. <span class="_ _7"></span>bazę <span class="_ _e"></span>profesjonal<span class="_ _1"></span>nego <span class="_ _e"></span>wspa<span class="_ _1"></span>rcia <span class="_ _7"></span>dzieci <span class="_ _e"></span>i <span class="_ _7"></span>mło<span class="_ _7"></span>dzieży <span class="_ _7"></span>w <span class="_ _e"></span>zakresie<span class="_ _1"></span> </div><div class="t m0 x2 h9 y5ad ff5 fs0 fc0 sc0 ls0 ws0">fizjoterapii, psychologii, <span class="_ _7"></span>logopedii oraz <span class="_ _7"></span>pedagogiki. Wielkim <span class="_ _7"></span>osiągnięci<span class="_ _1"></span>em <span class="_ _7"></span>jest <span class="_ _7"></span>fakt, <span class="_ _7"></span>że <span class="_ _7"></span>zaledwie w <span class="_ _7"></span>ciągu </div><div class="t m0 x2 h9 y5ae ff5 fs0 fc0 sc0 ls0 ws0">tygodnia <span class="_ _e"></span>ponad <span class="_ _1c"></span>600 <span class="_ _1c"></span>dzieci <span class="_ _1c"></span>z <span class="_ _1c"></span>niepełnosprawności<span class="_ _1"></span>ą <span class="_ _1c"></span>lub <span class="_ _1c"></span>wymagające <span class="_ _1c"></span>wczesnego <span class="_ _1c"></span>wspomaga<span class="_ _1"></span>nia <span class="_ _e"></span>ro<span class="_ _7"></span>zwoju </div><div class="t m0 x2 h9 y5af ff5 fs0 fc0 sc0 ls0 ws0">korzysta <span class="_ _5"></span>z pro<span class="_ _1"></span>fesjonalnego <span class="_ _5"></span>wsparcia <span class="_ _5"></span>specjalistów, <span class="_ _5"></span>rozwijając <span class="_ _5"></span>swe u<span class="_ _5"></span>mie<span class="_ _7"></span>jętności <span class="_ _5"></span>na <span class="_ _5"></span>miarę indywi<span class="_ _1"></span>dualnych<span class="_ _5"></span> </div><div class="t m0 x2 h9 y5b0 ff5 fs0 fc0 sc0 ls0 ws0">możliwości. <span class="_ _23"></span>Holding <span class="_ _23"></span><span class="ff2">kontynuuje <span class="_ _23"></span>regularne <span class="_ _15"></span>ws<span class="_ _1"></span>parcie <span class="_ _23"></span>Towarzystwa <span class="_ _23"></span>w <span class="_ _15"></span>utrzymani<span class="_ _5"></span>u <span class="_ _15"> </span>tego <span class="_ _23"></span>obiektu, <span class="_ _23"></span>celem </span></div><div class="t m0 x2 h9 y5b1 ff2 fs0 fc0 sc0 ls0 ws0">zapewnienia j<span class="_ _1"></span>ego c<span class="ff5">iągłego i efektyw<span class="_ _5"></span>ne<span class="_ _7"></span>go funkcjonowa<span class="_ _5"></span>nia. <span class="ff2"> </span></span></div></div><div class="c xd y5b2 w9 h27"><div class="t m0 x4 h5 y141 ff4 fs2 fce sc0 ls0 ws0">SPOŁECZEŃSTWO<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x0 yc w18 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">52</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">Projekt <span class="_ _15"> </span>ten <span class="_ _15"> </span>ma <span class="_ _c"> </span>dla <span class="_ _15"> </span>Holdingu <span class="_ _15"> </span>szczególne <span class="_ _15"> </span>znaczenie <span class="_ _15"> </span>w <span class="_ _15"> </span>kontekście <span class="_ _15"> </span>współpracy <span class="_ _15"> </span>biznesu <span class="_ _15"> </span>z <span class="_ _15"> </span>tzw. <span class="_ _c"> </span>trzeci<span class="_ _5"></span>m </div><div class="t m0 x2 h9 yf0 ff5 fs0 fc0 sc0 ls0 ws0">sektorem, <span class="_ _23"></span>bezcenn<span class="_ _1"></span>ego <span class="_ _23"></span>doświadczenia <span class="_ _23"></span>wsparcia <span class="_ _23"></span>osób <span class="_ _1c"></span>z <span class="_ _15"></span>niepełnospraw<span class="_ _1"></span>nością <span class="_ _23"></span>oraz <span class="_ _23"></span>próbą <span class="_ _23"></span>zrozumienia<span class="_ _1"></span> </div><div class="t m0 x2 h9 yf1 ff5 fs0 fc0 sc0 ls0 ws0">złożoności proble<span class="_ _5"></span>mó<span class="_ _7"></span>w orga<span class="_ _1"></span>nizacji pozarządowyc<span class="_ _5"></span>h.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y11a ff5 fs0 fc0 sc0 ls0 ws0">Wspieranie <span class="_ _10"> </span>lokaln<span class="_ _5"></span>y<span class="_ _7"></span>ch <span class="_ _10"> </span>społeczności <span class="_ _d"> </span>przez <span class="_ _10"> </span>spółki <span class="_ _10"> </span>obejmuje <span class="_ _10"> </span>szereg <span class="_ _10"> </span>działań <span class="_ _10"> </span>realizowa<span class="_ _1"></span>nych <span class="_ _10"> </span>na <span class="_ _10"> </span>rzecz </div><div class="t m0 x2 h9 y1db ff5 fs0 fc0 sc0 ls0 ws0">stowarzyszeń, <span class="_ _e"></span>fundacji <span class="_ _1c"></span>i <span class="_ _1c"></span>różnych <span class="_ _1c"></span>instytucji <span class="_ _1c"></span>m.in. <span class="_ _1c"></span>darowizny <span class="_ _e"></span>na <span class="_ _23"></span>rzecz <span class="_ _e"></span>Zespołu <span class="_ _1c"></span>Szkolno<span class="_ _7"></span><span class="ff2">- <span class="_ _1c"></span>Pr<span class="_ _7"></span>zedszk<span class="_ _1"></span>olnego<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y177 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">Żywcu, Specjalnego Ośrodka Szkolno</span>- <span class="ff5">Wy<span class="_ _7"></span>chowawcz<span class="_ _1"></span>ego <span class="_ _7"></span>w Żywcu, stała <span class="_ _7"></span>współpraca<span class="_ _1"></span> <span class="_ _7"></span>z Zespołem <span class="_ _7"></span>Szkół<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y178 ff5 fs0 fc0 sc0 ls0 ws0">w <span class="_ _1c"></span>Świebodzicach <span class="_ _1c"></span>w <span class="_ _23"></span>zakresie <span class="_ _1c"></span>promocji <span class="_ _23"></span>szkoły <span class="_ _1c"></span>i <span class="_ _23"></span>organizacji<span class="_ _5"></span> <span class="_ _23"></span>praktyk <span class="_ _23"></span>zawodowych. <span class="_ _1c"></span>Ponadto <span class="_ _1c"></span>przekazanie </div><div class="t m0 x2 h9 yf5 ff5 fs0 fc0 sc0 ls0 ws0">paczek <span class="_ _b"> </span>dla <span class="_ _10"> </span>dzieci <span class="_ _b"> </span>MCK <span class="_ _d"> </span>w <span class="_ _d"> </span>Żywcu, <span class="_ _d"> </span>Domu <span class="_ _d"> </span>Dziecka <span class="_ _d"> </span>Catharina <span class="_ _b"> </span>w <span class="_ _d"> </span>Nowym <span class="_ _d"> </span>Siod<span class="_ _7"></span>le, <span class="_ _b"> </span>Zakładu <span class="_ _d"> </span>Leczniczo<span class="ff2">-</span></div><div class="t m0 x2 h2 yf6 ff5 fs0 fc0 sc0 ls0 ws0">Opiekuńczy dla <span class="_ _5"></span>Dzieci w Piszkowicach oraz Domu <span class="_ _1"></span>Matki i dziecka „<span class="_ _1"></span>Słonecznik” w Ci<span class="_ _1"></span>eszynie.<span class="ff8"> <span class="ff2"> </span></span></div><div class="t m0 x38 h9 y5b3 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x33 h9 y5b4 ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff9 ls0"> <span class="_ _27"> </span><span class="ff2">Sponsoring sportowy </span></span></div><div class="t m0 x1c h9 y5b5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x30 h9 y5b6 ff5 fs0 fc0 sc0 ls0 ws0">Mangata <span class="_ _3"></span>k<span class="_ _7"></span>olejny <span class="_ _3"></span>s<span class="_ _7"></span>ezon <span class="_ _5"></span> <span class="_ _5"></span>wspierała <span class="_ _5"></span>drużynę </div><div class="t m0 x30 h9 y5b7 ff5 fs0 fc0 sc0 ls0 ws0">siatkówki kobiet<span class="_ _5"></span> <span class="_ _7"></span><span class="ff2">- </span>BKS Bielsko Biała<span class="_ _1"></span>. Dzięki<span class="_ _5"></span> </div><div class="t m0 x30 h9 y52e ff2 fs0 fc0 sc0 ls0 ws0">temu, <span class="_ _1c"></span>Mangata <span class="_ _1c"></span>posiada <span class="_ _1c"></span>na <span class="_ _e"></span>mo<span class="_ _7"></span>cy <span class="_ _1c"></span>umowy<span class="_ _1"></span> </div><div class="t m0 x30 h9 y5b8 ff5 fs0 fc0 sc0 ls0 ws0">sponsorskiej<span class="_ _1"></span> <span class="_ _d"> </span>rangę <span class="_ _b"> </span>Silver, <span class="_ _d"> </span>a <span class="_ _d"> </span>logo <span class="_ _d"> </span>Spółki </div><div class="t m0 x30 h9 y5b9 ff2 fs0 fc0 sc0 ls0 ws0">znajduje <span class="_ _7"></span><span class="ff5">się <span class="_ _7"></span>m.<span class="_ _7"></span>in. <span class="_ _7"></span>na <span class="_ _e"></span>strojach <span class="_ _7"></span>meczowyc<span class="_ _1"></span>h </span></div><div class="t m0 x30 h9 y5ba ff5 fs0 fc0 sc0 ls0 ws0">drużyny. <span class="ff2"> </span></div><div class="t m0 x30 h9 y5bb ff5 fs0 fc0 sc0 ls0 ws0">Sponsoring <span class="_ _16"> </span>ma <span class="_ _1d"> </span>doraźne <span class="_ _16"> </span>i <span class="_ _1d"> </span>długofalowe<span class="_ _1"></span> </div><div class="t m0 x30 h9 y5bc ff5 fs0 fc0 sc0 ls0 ws0">cele, <span class="_ _29"> </span>takie <span class="_ _29"> </span>jak <span class="_ _29"> </span>wsparcie <span class="_ _29"> </span>bieżącej<span class="_ _5"></span> </div><div class="t m0 x30 h9 y5bd ff5 fs0 fc0 sc0 ls0 ws0">działalności <span class="_ _36"> </span>klubu, <span class="_ _36"> </span>wyzwolenie <span class="_ _21"> </span>j<span class="_ _1"></span>ego </div><div class="t m0 x30 h9 y5be ff5 fs0 fc0 sc0 ls0 ws0">potencjału sportowego, a <span class="_ _7"></span>także <span class="_ _7"></span>promocję </div><div class="t m0 x30 h9 y5bf ff5 fs0 fc0 sc0 ls0 ws0">sportu oraz akt<span class="_ _5"></span>y<span class="_ _7"></span>wności fizy<span class="_ _5"></span>czne<span class="_ _7"></span>j. <span class="ff2"> </span></div><div class="t m0 x2 h9 y5c0 ff2 fs0 fc0 sc0 ls0 ws0">W<span class="ff5">sparcie <span class="_ _c"> </span>fina<span class="_ _1"></span>nsowe <span class="_ _c"> </span>umożliw<span class="_ _1"></span>iające <span class="_ _c"> </span>rozwój <span class="_ _c"> </span>sportow<span class="_ _5"></span>y<span class="_ _7"></span> <span class="_ _c"> </span>i <span class="_ _c"> </span>uzyskiwanie<span class="_ _5"></span>  l<span class="_ _1"></span>epszych <span class="_ _c"> </span>wyn<span class="_ _5"></span>ików  służy <span class="_ _c"> </span>równi<span class="_ _1"></span>eż </span></div><div class="t m0 x2 h9 y5c1 ff5 fs0 fc0 sc0 ls0 ws0">integracji  regional<span class="_ _5"></span>ne<span class="_ _7"></span>j  społeczno<span class="_ _1"></span>ści  wokół  miejscow<span class="_ _5"></span>ej  drużyny.  Tym  sam<span class="_ _1"></span>ym  Holding  w<span class="ff2"> sponsoringu </span></div><div class="t m0 x2 h9 y5c2 ff5 fs0 fc0 sc0 ls0 ws0">sportowym <span class="_ _16"> </span>upatruje <span class="_ _1d"> </span>korzyści <span class="_ _1d"> </span>w <span class="_ _1d"> </span>wymiarze <span class="_ _16"> </span>społecznym <span class="_ _16"> </span>związanym <span class="_ _1d"> </span>z <span class="_ _1d"> </span>tożsamością <span class="_ _16"> </span>lokalną <span class="_ _1d"> </span>oraz </div><div class="t m0 x2 h9 y5c3 ff5 fs0 fc0 sc0 ls0 ws0">przywiązaniem <span class="_ _1"></span>do wspólnych wa<span class="_ _1"></span>rtości w duchu<span class="_ _1"></span> fair pla<span class="_ _1"></span>y. <span class="ff2"> </span></div><div class="t m0 x2 h9 y5c4 ff5 fs0 fc0 sc0 ls0 ws0">Również poszcz<span class="_ _5"></span>ególne spółki a<span class="_ _1"></span>ngażują się w<span class="_ _1"></span> działal<span class="_ _1"></span>ność wspierają<span class="_ _1"></span>cą lokalny <span class="_ _1"></span>sport, <span class="_ _5"></span>np.<span class="_ _7"></span> Zet<span class="_ _1"></span>kama wspiera<span class="_ _5"></span> </div><div class="t m0 x2 h9 y3ef ff5 fs0 fc0 sc0 ls0 ws0">drużynę kosz<span class="_ _1"></span>ykówki mężczy<span class="_ _1"></span>zn MKS <span class="ff2">- </span>Nysa ZETKA<span class="_ _1"></span>MA z Kłodzka.<span class="ff2"> </span></div><div class="t m0 x33 h9 y451 ff2 fs0 fc0 sc0 ls1 ws0">4.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff2">Inne </span></span></div><div class="t m0 x2 h9 y5c5 ff5 fs0 fc0 sc0 ls0 ws0">Oprócz <span class="_ _e"></span>opisanych <span class="_ _e"></span>wyżej <span class="_ _e"></span>inicjatyw, <span class="_ _1c"></span><span class="ff2">s</span>półki <span class="_ _e"></span>Grupy <span class="_ _e"></span>angażują <span class="_ _e"></span>się <span class="_ _e"></span>ró<span class="_ _7"></span>wnież <span class="_ _e"></span>w <span class="_ _e"></span>mniejsze <span class="_ _e"></span>projekty <span class="_ _e"></span>lokalne<span class="ff2">,<span class="_ _7"></span> <span class="_ _e"></span>jak </span></div><div class="t m0 x2 h9 y5c6 ff2 fs0 fc0 sc0 ls0 ws0">np. wsparcie dla<span class="_ _1"></span> <span class="ff5">lokalnych<span class="_ _5"></span> Ochotniczych Straży Poża<span class="_ _5"></span>rnych, Domów Dziecka<span class="ff2"> </span>i inn<span class="_ _1"></span>ych organiza<span class="_ _1"></span>cji pożytku </span></div><div class="t m0 x2 h9 y4f7 ff2 fs0 fc0 sc0 ls0 ws0">publicznego. </div><div class="t m0 x2 h9 y5c7 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y5c8 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y5c9 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y5ca ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y5cb ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y5b2 w9 h27"><div class="t m0 x4 h5 y141 ff4 fs2 fce sc0 ls0 ws0">SPOŁECZEŃSTWO<span class="ff3"> </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 x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">53</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y10 ff2 fs4 fc2 sc2 ls0 ws0">5.2.<span class="ff6 sc0"> <span class="_ _2c"></span><span class="ff5 sc2">Członkostwo w organ<span class="_ _5"></span>izacjac<span class="_ _7"></span>h <span class="ff2"> </span></span></span></div><div class="t m0 x2 hd y1a3 ff7 fs0 fc0 sc0 ls0 ws0"> GRI: 2-28 </div><div class="t m0 x2 hd y5cc ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y5cd ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y229 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y5ce ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y5cf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y5d0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y502 ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _e"></span>z <span class="_ _e"></span>Grupy <span class="_ _7"></span>uczestniczą <span class="_ _e"></span>w <span class="_ _e"></span>zależności <span class="_ _e"></span>od <span class="_ _e"></span>własnych <span class="_ _7"></span>celów <span class="_ _e"></span>i <span class="_ _e"></span>priorytetów <span class="_ _e"></span>w <span class="_ _e"></span>różnych <span class="_ _e"></span><span class="ff2">s<span class="_ _7"></span>towarzysz<span class="_ _5"></span>e<span class="_ _7"></span>niach </span></div><div class="t m0 x2 h9 y5d1 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">organizacjach zewnętrznych. Członkostwo takie</span> <span class="_ _7"></span><span class="ff5">wspiera zarówno <span class="_ _7"></span>realizację ich strategii biznesowych</span>, </div><div class="t m0 x2 h9 y1ad ff2 fs0 fc0 sc0 ls0 ws0">jak i <span class="_ _1"></span>pozwala<span class="_ _1"></span> efektywniej<span class="_ _5"></span> za<span class="ff5">rządzać</span> <span class="ff5">bieżącymi<span class="_ _5"></span> operacj<span class="ff2">ami, w<span class="_ _1"></span> tym <span class="_ _1"></span>w <span class="ls19">za</span><span class="ff5">kr<span class="_ _1"></span>esie zrówn<span class="_ _5"></span>oważonego rozwoju.<span class="_ _5"></span> </span></span></span></div><div class="t m0 x2 h9 y5d2 ff2 fs0 fc0 sc0 ls0 ws0">S<span class="ff5">towarzyszenia i orga<span class="_ _5"></span>nizacje, w które angażują <span class="_ _5"></span>się spółki Grupy<span class="ff2"> to min.: </span></span></div><div class="t m0 x33 h2 y5d3 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Stowarzyszenie<span class="_ _1"></span> Emitentów Gi<span class="_ _1"></span>ełdowych, <span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y1d5 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Business Cent<span class="_ _5"></span>e<span class="_ _7"></span>r Club, </span></span></div><div class="t m0 x33 h2 y5d4 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Stowarzyszenie<span class="_ _1"></span> Producentów Armat<span class="_ _5"></span>ury Przemysłowej, <span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y5d5 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Izba odlewnicza<span class="_ _5"></span>, </span></span></div><div class="t m0 x33 h2 y5d6 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Związek Kuźni P<span class="_ _1"></span>olskich<span class="ff2">, </span></span></span></div><div class="t m0 x33 h2 y5d7 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Polska Izba Kon<span class="_ _5"></span>s<span class="_ _7"></span>trukcji Stal<span class="_ _1"></span>owych,  </span></span></div><div class="t m0 x33 h2 y5d8 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Exclusive Club.  <span class="_ _2a"> </span> </span></span></div></div><div class="c xd yb3 w9 h27"><div class="t m0 x4 h5 y141 ff4 fs2 fce sc0 ls0 ws0">SPOŁECZEŃSTWO<span class="ff3"> </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 x0 yc w6 h2d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">54</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbf hc y17f ff2 fs2 fc2 sc2 ls3 ws0">6.<span class="ff6 sc0 ls0"> <span class="_ _b"> </span><span class="ff5 sc2">Struktura zarządzania <span class="ff2"> </span></span></span></div><div class="t m0 xc0 h39 y3a0 ffd fs4 fc2 sc0 ls0 ws0">Doskonałość pro<span class="_ _1"></span>cesowa i operacyjna<span class="_ _5"></span><span class="ffc"> </span></div><div class="t m0 x2 hd y5d9 ff7 fs0 fc0 sc0 ls0 ws0">GRI: 2-9; 2-10; 2-11;2-<span class="_ _1"></span>12;2-13; 2-14;2-<span class="_ _5"></span>1<span class="_ _7"></span>7;2-18;2-19;<span class="_ _1"></span>2-20;2-23;2-26;<span class="_ _5"></span> </div><div class="t m0 x2 hd y229 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y22a ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y22b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y22c ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y22d ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h17 y5da ff5 fs3 fc2 sc2 ls0 ws0">Organy zarządcze i nadzorcze Grupy <span class="_ _7"></span>–<span class="ff2"> </span>struktura i skład<span class="ff2"> </span></div><div class="t m0 x2 h9 y5db ff5 fs0 fcd sc5 ls0 ws0">Skład Rady Nadzorcz<span class="_ _1"></span>ej Spółki dominującej<span class="ff2"> </span></div><div class="t m0 x2 h9 y1b2 ff5 fs0 fc0 sc0 ls0 ws0">W skład Rady Nadzo<span class="_ _5"></span>rcze<span class="_ _7"></span>j Spółki <span class="_ _1"></span>do dnia 15 grud<span class="_ _5"></span>nia 2023 roku wchodziły nast<span class="_ _5"></span>ępujące osoby:<span class="ff2"> </span></div><div class="t m0 xc1 h9 y5dc ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff2">Grzegorz Morawiec <span class="ff5">–</span> <span class="ff5">Prz<span class="_ _5"></span>ewodniczący Rady Nadzorcz<span class="_ _5"></span>e<span class="_ _7"></span>j,<span class="ff2"> </span></span></span></span></div><div class="t m0 xc1 h9 y5dd ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff2">Tomasz Jurczyk <span class="ff5">–</span> <span class="ff5">Zast<span class="_ _5"></span>ę<span class="_ _7"></span>pca Przewodnicz<span class="_ _1"></span>ącego Rady <span class="_ _1"></span>Nadzorcz<span class="_ _1"></span>ej,<span class="ff2"> </span></span></span></span></div><div class="t m0 xc1 h9 y5de ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff2">Jan Jurczyk <span class="ff5">–</span> Sekr<span class="_ _1"></span>etarz Rady Na<span class="_ _1"></span>dzorczej, </span></span></div><div class="t m0 xc1 h9 y496 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff5">Michał Zawisza –<span class="ff2"> </span>Człone<span class="_ _1"></span>k Rady Na<span class="_ _1"></span>dzorczej, <span class="ff2"> </span></span></span></div><div class="t m0 xc1 h9 y5df ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff5">Marcin Knieć –<span class="ff2"> </span>Człon<span class="_ _1"></span>ek Rady Nadzorcz<span class="_ _1"></span>ej,<span class="ff2"> </span></span></span></div><div class="t m0 xc1 h9 y5e0 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff2">Robert Czajkowski<span class="_ _1"></span> <span class="ff5">–</span> <span class="ff5">Członek Rady Nadzorcz<span class="_ _5"></span>e<span class="_ _7"></span>j.<span class="ff2"> </span></span></span></span></div><div class="t m0 x2 h28 y5e1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y5e2 ff5 fs0 fc0 sc0 ls0 ws0">W  dniu  2<span class="_ _1"></span>2  listopada  2<span class="_ _1"></span>023  roku <span class="_ _c"> </span>Pan  Robert  Czajkowski  złoż<span class="_ _1"></span>ył  rezygnacj<span class="_ _5"></span>ę  z  członkostwa  w <span class="_ _c"> </span>Radzie </div><div class="t m0 x2 h9 y5e3 ff5 fs0 fc0 sc0 ls0 ws0">Nadzorczej Manga<span class="_ _1"></span>ta Holding S.A.<span class="_ _1"></span> ze skutkiem na <span class="_ _5"></span>dzień 15 grudnia 202<span class="_ _1"></span>3 roku.<span class="ff2"> </span></div><div class="t m0 x2 h9 y5e4 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y5e5 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _c"> </span>dniu <span class="_ _15"> </span>21 <span class="_ _c"> </span>grudnia<span class="_ _1"></span> <span class="_ _c"> </span>2023 <span class="_ _15"> </span>roku <span class="_ _c"> </span>Nadzw<span class="_ _1"></span>yczajne <span class="_ _15"> </span>Walne <span class="_ _15"> </span>Zgromadzenie <span class="_ _c"> </span>Mangata <span class="_ _c"> </span>Holdi<span class="_ _1"></span>ng <span class="_ _c"> </span><span class="ff5">S.A. <span class="_ _15"> </span>powołało </span></div><div class="t m0 x2 h9 y370 ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">Rady Nadzorcz<span class="_ _5"></span>e<span class="_ _7"></span>j Spółki Pana Jac<span class="_ _5"></span>ka Osowskiego.<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y5e6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y5e7 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _23"></span>skład <span class="_ _15"></span>Rad<span class="_ _1"></span>y <span class="_ _23"></span>Nadzorczej <span class="_ _23"></span>Spółki <span class="_ _23"></span>na <span class="_ _15"></span>dzi<span class="_ _5"></span>e<span class="_ _7"></span>ń <span class="_ _23"></span>sporządzenia, <span class="_ _23"></span>jak <span class="_ _23"></span>również <span class="_ _23"></span>na <span class="_ _23"></span>dzień <span class="_ _15"></span>31<span class="_ _5"></span> <span class="_ _15"> </span>grudnia <span class="_ _23"></span>2023 <span class="_ _23"></span>roku, </div><div class="t m0 x2 h9 y5e8 ff5 fs0 fc0 sc0 ls0 ws0">wchodziły nast<span class="_ _1"></span>ępujące osoby: <span class="ff2"> </span></div><div class="t m0 xc1 h9 y5e9 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff2">Grzegorz Morawiec <span class="ff5">–</span> <span class="ff5">Prz<span class="_ _5"></span>ewodniczący Rady Nadzorcz<span class="_ _5"></span>e<span class="_ _7"></span>j,<span class="ff2"> </span></span></span></span></div><div class="t m0 xc1 h9 y5ea ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff2">Tomasz Jurczyk <span class="ff5">–</span> <span class="ff5">Zast<span class="_ _5"></span>ę<span class="_ _7"></span>pca Przewodnicz<span class="_ _1"></span>ącego Rady <span class="_ _1"></span>Nadzorcz<span class="_ _1"></span>ej,<span class="ff2"> </span></span></span></span></div><div class="t m0 xc1 h9 y5eb ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff2">Jan Jurczyk <span class="ff5">–</span> Sekr<span class="_ _1"></span>etarz Rady Na<span class="_ _1"></span>dzorczej, </span></span></div><div class="t m0 xc1 h9 y5ec ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff5">Michał Zawisza –<span class="ff2"> </span>Człone<span class="_ _1"></span>k Rady Na<span class="_ _1"></span>dzorczej, <span class="ff2"> </span></span></span></div><div class="t m0 xc1 h9 y5ed ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff5">Marcin Knieć –<span class="ff2"> </span>Człon<span class="_ _1"></span>ek Rady Nadzorcz<span class="_ _1"></span>ej,<span class="ff2"> </span></span></span></div><div class="t m0 xc1 h9 y5ee ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff2">Jacek Osowski <span class="ff5">–</span> <span class="ff5">Człone<span class="_ _1"></span>k Rady Nadzorcz<span class="_ _1"></span>ej.<span class="ff2"> </span></span></span></span></div><div class="t m0 x2 h9 y5ef ff5 fs0 fcd sc0 ls0 ws0">W skład Komitetu<span class="_ _1"></span> Audytu <span class="ff2">do dnia </span>15 g<span class="_ _1"></span>rudnia 2023 <span class="_ _5"></span>ro<span class="_ _7"></span>ku wchodziły<span class="ff2"> </span>nast<span class="_ _1"></span>ępujące osoby:<span class="ff2"> </span></div><div class="t m0 x33 h2 y59e ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Marcin Knieć <span class="ff2">- </span>Prz<span class="_ _1"></span>ewodniczący Komitet<span class="_ _1"></span>u Audytu,<span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y5f0 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Grzegorz Morawi<span class="_ _5"></span>e<span class="_ _7"></span>c - <span class="ff5">Członek Komitet<span class="_ _5"></span>u <span class="_ _7"></span>Audytu,<span class="ff2"> </span></span></span></span></div><div class="t m0 x33 h2 y37a ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Robert Czajkowski <span class="ff5">–</span> <span class="ff5">Czło<span class="_ _5"></span>nek <span class="ff2">Komitetu Audytu. </span></span></span></span></div><div class="t m0 x2 h9 y5f1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y5b2 w51 h18"><div class="t m0 x4 h5 y175 ff4 fs2 fcf sc0 ls0 ws0">STRUKTURA ZARZĄDZANIA<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x0 yc w6 h2d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">55</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y11 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _15"></span>dniu<span class="_ _5"></span> <span class="_ _15"> </span><span class="ff5">22 <span class="_ _15"></span>li<span class="_ _5"></span>stopada <span class="_ _15"></span>2023<span class="_ _1"></span> <span class="_ _23"></span>roku <span class="_ _15"></span>Pan <span class="_ _23"></span>Robert <span class="_ _23"></span>Czajkowski <span class="_ _23"></span>złożył <span class="_ _15"></span>rezyg<span class="_ _5"></span>nację <span class="_ _15"> </span>z <span class="_ _23"></span>członkostwa <span class="_ _23"></span>w <span class="_ _15"> </span>Komiteci<span class="_ _5"></span>e </span></div><div class="t m0 x2 h9 y12 ff5 fs0 fc0 sc0 ls0 ws0">Audytu Mangata<span class="_ _1"></span> Holding S.A. z<span class="_ _5"></span>e<span class="_ _7"></span> skutkiem na dzi<span class="_ _5"></span>eń 15 grudnia 2023 ro<span class="_ _1"></span>ku.<span class="ff2"> </span></div><div class="t m0 x2 h9 y5f2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y5f3 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>dn<span class="_ _7"></span>iu <span class="_ _3"></span>21 <span class="_ _5"></span>grudnia <span class="_ _3"></span>2023 <span class="_ _3"></span>roku <span class="_ _5"></span>Rada <span class="_ _5"></span>Nadzorcza <span class="_ _3"></span>Mangata <span class="_ _3"></span>Holding <span class="_ _3"></span><span class="ff5">S.A. <span class="_ _5"></span>powołał<span class="ff2">a <span class="_ _3"></span><span class="ff5">do <span class="_ _5"></span>Komitetu <span class="_ _3"></span>Audytu <span class="_ _3"></span>Spółki </span></span></span></div><div class="t m0 x2 h9 y5f4 ff2 fs0 fc0 sc0 ls0 ws0">Pana Jacka Osow<span class="_ _1"></span>skiego. </div><div class="t m0 x2 h9 y3a2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y5f5 ff5 fs0 fcd sc0 ls0 ws0">W skład Komitetu<span class="_ _1"></span> Audytu na<span class="_ _1"></span> dzień sporządz<span class="_ _1"></span>enia, jak również na <span class="_ _5"></span>dzień 31 grudnia 20<span class="_ _1"></span>2<span class="_ _7"></span><span class="ff2">3 </span>roku wchodzą:<span class="_ _5"></span><span class="ff2"> </span></div><div class="t m0 x33 h2 y5f6 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Marcin Knieć <span class="ff2">- </span>Prz<span class="_ _1"></span>ewodniczący Komitet<span class="_ _1"></span>u Audytu<span class="ff2">, </span></span></span></div><div class="t m0 x33 h2 y5f7 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Grzegorz Morawi<span class="_ _5"></span>e<span class="_ _7"></span>c - <span class="ff5">Członek Komitet<span class="_ _5"></span>u <span class="_ _7"></span>Audytu<span class="ff2">, </span></span></span></span></div><div class="t m0 x33 h2 y4c4 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Jacek Osowski <span class="ff5">–</span> <span class="ff5">Czło<span class="_ _1"></span>nek <span class="ff2">Komitetu Audytu<span class="_ _1"></span>. </span></span></span></span></div><div class="t m0 x2 h9 y5f8 ff5 fs0 fcd sc0 ls0 ws0">W o<span class="_ _5"></span>k<span class="_ _7"></span>resie <span class="_ _5"></span>objętym <span class="ff2">Ra<span class="_ _5"></span>portem <span class="_ _1"></span>Niefinansowy<span class="_ _1"></span>m <span class="ff5">do<span class="_ _1"></span> d<span class="_ _1"></span>nia <span class="_ _1"></span>jego <span class="_ _5"></span>zatwierdzenia, <span class="_ _5"></span>nie <span class="_ _1"></span>miały <span class="_ _5"></span>miejsca i<span class="_ _1"></span>nne <span class="_ _5"></span>zmiany </span></span></div><div class="t m0 x2 h9 y5f9 ff5 fs0 fcd sc0 ls0 ws0">w składzie Komit<span class="_ _1"></span>ecie Audytu Spółki<span class="_ _1"></span>.<span class="ff2"> </span></div><div class="t m0 x2 h9 y5fa ff5 fs0 fcd sc0 ls0 ws0">Komitet <span class="_ _e"></span>Audytu <span class="_ _e"></span>Mangata <span class="_ _e"></span>Holding <span class="_ _1c"></span>S.A. <span class="_ _e"></span>w <span class="_ _1c"></span>powyższym <span class="_ _e"></span>składzie <span class="_ _e"></span>spełnia <span class="_ _e"></span>kryteria <span class="_ _1c"></span>określon<span class="_ _1"></span>e <span class="_ _1c"></span>przez <span class="_ _e"></span>ustawę </div><div class="t m0 x2 h9 y5fb ff2 fs0 fcd sc0 ls0 ws0">o <span class="ff5">biegłych r<span class="_ _5"></span>e<span class="_ _7"></span>widentach<span class="_ _1"></span>, firmach a<span class="_ _1"></span>udytorskich <span class="_ _1"></span>i nadz<span class="_ _1"></span>orze p<span class="_ _1"></span>ublicznym <span class="_ _5"></span>(<span class="_ _7"></span>Dz. U. <span class="_ _1"></span>z 20<span class="_ _1"></span>2<span class="ff2">3 r., poz. 1<span class="_ _5"></span>0<span class="_ _7"></span>15 <span class="ff5">z p<span class="_ _5"></span>óźn. </span></span></span></div><div class="t m0 x2 h9 y5fc ff2 fs0 fcd sc0 ls0 ws0">zm.). </div><div class="t m0 x2 h3 y5fd ff2 fs1 fcd sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y5fe ff2 fs1 fcd sc0 ls0 ws0"> </div><div class="t m0 x2 h17 y5ff ff5 fs0 fcd sc5 ls0 ws0">Skład Zarządu Spółki d<span class="_ _1"></span>ominującej<span class="ff2 fs3 sc0"> </span></div><div class="t m0 x2 h9 y600 ff5 fs0 fc0 sc0 ls0 ws0">Na dzień 31 gru<span class="_ _5"></span>dn<span class="_ _7"></span>ia 2023 w<span class="_ _1"></span> skład Zarządu Sp<span class="_ _1"></span>ółki dominującej wc<span class="_ _5"></span>hodzili:<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 xc1 h9 y601 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff2">Leszek Jurasz <span class="ff5">–</span> <span class="ff5">Prez<span class="_ _5"></span>e<span class="_ _7"></span>s Zarządu,<span class="ff2"> </span></span></span></span></div><div class="t m0 xc1 h9 y51a ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff5">Kazimierz Przełom<span class="_ _1"></span>ski –<span class="ff2"> </span>Wiceprezes Zarzą<span class="_ _5"></span>du,<span class="ff2"> </span></span></span></div><div class="t m0 xc1 h9 y602 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff5">Michał Jankowiak –<span class="ff2"> </span>Czło<span class="_ _1"></span>nek Zarządu,<span class="ff2"> </span></span></span></div><div class="t m0 xc1 h9 y603 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff2">Leszek Targosz <span class="ff5">–</span> <span class="ff5">Człone<span class="_ _5"></span>k<span class="_ _7"></span> Zarządu.<span class="ff2"> </span></span></span></span></div><div class="t m0 x2 h9 y604 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y475 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _2"> </span>skład <span class="_ _2"> </span>Zarządu <span class="_ _1d"> </span>S<span class="_ _7"></span>półki <span class="_ _1d"> </span>dominującej <span class="_ _2"> </span>na <span class="_ _2"> </span>dzień <span class="_ _1d"> </span>zatwierdzenia <span class="_ _2"> </span>skonsolidowa<span class="_ _1"></span>nego <span class="_ _2"> </span>sprawozdania </div><div class="t m0 x2 h9 y605 ff2 fs0 fc0 sc0 ls0 ws0">finansowego do pu<span class="_ _1"></span>blikacji wchodzi<span class="_ _1"></span>li: </div><div class="t m0 xc1 h9 y606 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff2">Leszek Jurasz <span class="ff5">–</span> <span class="ff5">Prez<span class="_ _5"></span>e<span class="_ _7"></span>s Zarządu<span class="ff2"> </span></span></span></span></div><div class="t m0 xc1 h9 y31 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff5">Kazimierz Przełom<span class="_ _1"></span>ski –<span class="ff2"> </span>Wiceprezes Zarzą<span class="_ _5"></span>du<span class="ff2"> </span></span></span></div><div class="t m0 xc1 h9 y607 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff5">Michał Jankowiak –<span class="ff2"> </span>Czło<span class="_ _1"></span>nek Zarządu<span class="_ _5"></span><span class="ff2"> </span></span></span></div><div class="t m0 xc1 h9 y608 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _31"> </span><span class="ff2">Leszek Targosz <span class="ff5">–</span> <span class="ff5">Człone<span class="_ _5"></span>k<span class="_ _7"></span> Zarządu<span class="ff2"> </span></span></span></span></div><div class="t m0 x2 h9 y609 ff2 fs0 fcd sc0 ls0 ws0"> </div><div class="t m0 x2 h17 y60a ff5 fs3 fc2 sc2 ls0 ws0">Proces i kryteria nominacji i wyboru <span class="_ _7"></span>do organów zarządczych i nadzorczych Grupy<span class="ff2"> </span></div><div class="t m0 x2 h9 y26c ff2 fs0 fc0 sc0 ls0 ws0">Przy <span class="_ _15"></span>wybo<span class="_ _1"></span>rze <span class="_ _15"> </span><span class="ff5">najwyższyc<span class="_ _1"></span>h <span class="_ _23"></span>organów <span class="_ _15"> </span>zarządczych<span class="_ _1"></span> <span class="_ _15"> </span>i <span class="_ _15"></span>nad<span class="_ _5"></span>zorczych, <span class="_ _15"> </span>Grupa <span class="_ _15"></span>kier<span class="_ _1"></span>uje <span class="_ _15"></span>się <span class="_ _23"></span>przepisami <span class="_ _23"></span>pr<span class="_ _7"></span>awa. </span></div><div class="t m0 x2 h9 y26d ff2 fs0 fc0 sc0 ls0 ws0">W <span class="ff5">Grupie <span class="_ _7"></span>nie <span class="_ _e"></span>występują <span class="_ _7"></span>dodatkowe <span class="_ _7"></span>re<span class="_ _7"></span>gulacje <span class="_ _7"></span>wewnętrzne. <span class="_ _7"></span>Główne <span class="_ _7"></span>k<span class="_ _7"></span>ryterium <span class="_ _7"></span>przy <span class="_ _e"></span>wyborze <span class="_ _e"></span>członków<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y60b ff5 fs0 fc0 sc0 ls0 ws0">organów to ich <span class="_ _1"></span>kompetencje.<span class="ff2"> </span></div><div class="t m0 x2 h9 y60c ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1"></span>nie <span class="_ _1"></span>posiada <span class="_ _5"></span>polityki <span class="_ _5"></span>różnorodności <span class="_ _1"></span>wobec <span class="_ _5"></span>Zarządu i <span class="_ _5"></span>Rady Na<span class="_ _5"></span>dzorczej. Spółka <span class="_ _5"></span>umieściła <span class="_ _5"></span>na stronie<span class="_ _5"></span> </div><div class="t m0 x2 h9 y60d ff5 fs0 fc0 sc0 ls0 ws0">internetowej <span class="_ _16"> </span>http://www<span class="_ _1"></span>.mangata.com.<span class="_ _1"></span>pl/ <span class="_ _16"> </span>w <span class="_ _1d"> </span>zakładce <span class="_ _16"> </span>Relacje <span class="_ _16"> </span>inwestorskie<span class="_ _5"></span> <span class="_ _1d"> </span>/ <span class="_ _1d"> </span>Ład <span class="_ _16"> </span>korporacyjny </div></div><div class="c xd y5b2 w51 h18"><div class="t m0 x4 h5 y175 ff4 fs2 fcf sc0 ls0 ws0">STRUKTURA ZARZĄDZANIA<span class="ff3"> </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 x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">56</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">oświadczenie o <span class="_ _5"></span>niestosowaniu poli<span class="_ _1"></span>tyki różn<span class="_ _1"></span>orodności <span class="_ _1"></span>i jego p<span class="_ _1"></span>rzyczynach. <span class="_ _1"></span>Zgodnie z<span class="_ _5"></span> ww. oświadcz<span class="_ _5"></span>e<span class="_ _7"></span>niem </div><div class="t m0 x2 h9 yf0 ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _15"></span>wskazuj<span class="_ _5"></span>e<span class="_ _7"></span>, <span class="_ _15"></span>że <span class="_ _15"></span>Człon<span class="_ _5"></span>kowie <span class="_ _15"> </span>Zarządu <span class="_ _15"></span>oraz <span class="_ _23"></span>Rady <span class="_ _15"> </span>Nadzorczej<span class="_ _1"></span> <span class="_ _15"> </span>są <span class="_ _15"> </span>wybi<span class="_ _1"></span>erani <span class="_ _15"> </span>w <span class="_ _15"></span>oparciu <span class="_ _23"></span>o <span class="_ _15"> </span>posiadane </div><div class="t m0 x2 h9 yf1 ff5 fs0 fc0 sc0 ls0 ws0">kwalifikacje <span class="_ _1d"> </span>i <span class="_ _1d"> </span>doświadczenie<span class="_ _1"></span> <span class="_ _2"> </span>zawodow<span class="_ _1"></span>e. <span class="_ _1d"> </span>Spółka <span class="_ _1d"> </span>dokłada <span class="_ _1d"> </span>wszelkich <span class="_ _1d"> </span>s<span class="_ _7"></span>tarań, <span class="_ _1d"> </span>aby <span class="_ _1d"> </span>były <span class="_ _1d"> </span>to <span class="_ _2"> </span>osoby<span class="_ _1"></span> </div><div class="t m0 x2 h9 yf2 ff5 fs0 fc0 sc0 ls0 ws0">charakteryzujące  się  wysokim  profesjonalizmem,  wiedzą  oraz  praktyką  zawodową.  Kierowanie  się </div><div class="t m0 x2 h9 yf3 ff5 fs0 fc0 sc0 ls0 ws0">powyższymi <span class="_ _e"></span>kryteriami <span class="_ _1c"></span>pozwala <span class="_ _e"></span>na <span class="_ _23"></span>zapewnienie <span class="_ _e"></span>merytorycznego <span class="_ _1c"></span>wsparcia <span class="_ _1c"></span>dla <span class="_ _1c"></span>osiągania<span class="_ _1"></span> <span class="_ _1c"></span>przez <span class="_ _23"></span>Spółkę<span class="_ _5"></span> </div><div class="t m0 x2 h9 y95 ff5 fs0 fc0 sc0 ls0 ws0">celów strategicznych<span class="_ _1"></span>, sprawnego funkcjonowania<span class="_ _1"></span> Spółki i jej stałego rozwoju. Inne cechy, jak wiek oraz </div><div class="t m0 x2 h9 yf4 ff5 fs0 fc0 sc0 ls0 ws0">płeć, nie stanowi<span class="_ _1"></span>ą kluczowych k<span class="_ _1"></span>ryteriów prz<span class="_ _1"></span>y podejmowaniu d<span class="_ _5"></span>e<span class="_ _7"></span>cyzji personalnyc<span class="_ _5"></span>h.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 yf5 ff2 fs0 fc0 sc0 ls0 ws0">Grupa, <span class="_ _7"></span><span class="ff5">dążąc <span class="_ _7"></span>do <span class="_ _e"></span>stworzeni</span>a <span class="_ _7"></span><span class="ff5">elastycznego <span class="_ _7"></span>i <span class="_ _7"></span>zwinnego mo<span class="_ _7"></span>delu <span class="_ _7"></span>zarządzania</span>, <span class="_ _7"></span><span class="ff5">bierze <span class="_ _e"></span>pod <span class="_ _7"></span>uwagę <span class="_ _7"></span>najlepsze </span></div><div class="t m0 x2 h9 yf6 ff5 fs0 fc0 sc0 ls0 ws0">praktyki <span class="_ _1c"></span>krajowe <span class="_ _1c"></span>i <span class="_ _1c"></span>międzynarodowe, <span class="_ _1c"></span>w <span class="_ _1c"></span>tym <span class="_ _23"></span>Dobre <span class="_ _e"></span>Praktyki <span class="_ _23"></span>Spółek <span class="_ _1c"></span>Notowanych <span class="_ _e"></span>na <span class="_ _23"></span>GPW <span class="_ _1c"></span>2021 <span class="_ _1c"></span>(DPSN </div><div class="t m0 x2 h9 yf7 ff5 fs0 fc0 sc0 ls0 ws0">2021). <span class="_ _5"></span>W <span class="_ _5"></span>tym <span class="_ _5"></span>kontekście <span class="_ _5"></span>Grupa <span class="_ _5"></span>podjęła <span class="_ _5"></span>decyzję<span class="ff2"> o<span class="_ _1"></span> <span class="_ _5"></span>niestosowaniu <span class="_ _5"></span>zasad <span class="_ _5"></span>2.1 <span class="_ _5"></span>i 2<span class="_ _5"></span>.<span class="_ _7"></span>2 <span class="_ _5"></span>(polityka <span class="_ _5"></span><span class="ff5">różnorodności<span class="_ _1"></span>) </span></span></div><div class="t m0 x2 h9 yf8 ff2 fs0 fc0 sc0 ls0 ws0">DPSN 2021 <span class="_ _7"></span><span class="ff5">–</span> <span class="_ _7"></span><span class="ff5">koncentrują<span class="_ _1"></span>c się <span class="_ _7"></span>na kwalifikacjach <span class="_ _7"></span>i doświadczeniach zawodowyc<span class="_ _1"></span>h <span class="_ _7"></span>członków najwyższych<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y60e ff5 fs0 fc0 sc0 ls0 ws0">organów zarządczych<span class="_ _5"></span> i nadzorczych. <span class="ff2"> </span></div><div class="t m0 x2 h17 y60f ff5 fs3 fc2 sc2 ls0 ws0">Rola organów zarządczych i nadzorczych Grupy w zarządzaniu zrównoważonym rozwojem<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y610 ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _23"></span>wypracowała <span class="_ _23"></span>Strategię <span class="_ _23"></span>Zrównoważonego <span class="_ _23"></span>Roz<span class="_ _1"></span>woju<span class="ff2">, <span class="_ _15"></span></span>w <span class="_ _23"></span>ramach <span class="_ _23"></span>której<span class="ff2">, <span class="_ _23"></span></span>oprócz <span class="_ _23"></span>celów <span class="_ _15"></span>i <span class="_ _23"></span>inicjatyw </div><div class="t m0 x2 h9 y5b7 ff5 fs0 fc0 sc0 ls0 ws0">wspierających <span class="_ _c"> </span>ich <span class="_ _31"> </span>realizację,<span class="_ _1"></span>  zd<span class="_ _5"></span>efiniowane  zo<span class="_ _5"></span>s<span class="_ _7"></span>tały <span class="_ _c"> </span>role  i<span class="_ _5"></span>  odpowiedzialno<span class="_ _5"></span>ś<span class="_ _7"></span>ci <span class="_ _31"> </span>zwią<span class="_ _1"></span>zane  z<span class="ff2"> </span>wdrażaniem<span class="_ _1"></span> </div><div class="t m0 x2 h2 y1f ff5 fs0 fc0 sc0 ls0 ws0">Strategii, <span class="_ _5"></span>w <span class="_ _5"></span>tym <span class="_ _5"></span>ro<span class="_ _7"></span>le <span class="_ _5"></span>i <span class="_ _5"></span>odpowiedzialności <span class="_ _3"></span>najwyższych <span class="_ _5"></span>organów <span class="_ _1"></span>zarządczych<span class="_ _5"></span> i<span class="ff2"> nadzorczych<span class="_ _5"></span>.<span class="_ _7"></span> <span class="_ _5"></span><span class="ff8">Zarząd <span class="_ _5"></span>Grupy </span></span></div><div class="t m0 x2 h2 y611 ff8 fs0 fc0 sc0 ls0 ws0">odpowiada <span class="_ _c"> </span>za <span class="_ _c"> </span>całokształt <span class="_ _15"> </span>prowadzonej <span class="_ _c"> </span>Polityki <span class="_ _c"> </span>i <span class="_ _c"> </span>Strategii <span class="_ _c"> </span>zrówno<span class="_ _5"></span>ważo<span class="_ _7"></span>nego <span class="_ _c"> </span>rozwoju. <span class="_ _15"> </span>W <span class="_ _c"> </span>każdej <span class="_ _c"> </span>ze </div><div class="t m0 x2 h2 y612 ff8 fs0 fc0 sc0 ls0 ws0">spółek <span class="_ _5"></span>przypisane <span class="_ _5"></span>odpowiedzial<span class="_ _1"></span>ności <span class="_ _5"></span>w <span class="_ _5"></span>o<span class="_ _7"></span>bszarze <span class="_ _5"></span>środowiska, <span class="_ _3"></span>HR i<span class="_ _1"></span> <span class="_ _5"></span>zarzadzania. <span class="_ _5"></span>Od <span class="_ _5"></span>roku <span class="_ _5"></span>2024 d<span class="_ _5"></span>o spół<span class="_ _1"></span>ek<span class="ff1"> </span></div><div class="t m0 x2 h2 y613 ff1 fs0 fc0 sc0 ls0 ws0">Grupy delegowane <span class="ff8">zostają zadania związane z wdrażaniem <span class="_ _7"></span>wypracowanej strate<span class="_ _5"></span>gii.<span class="ff2"> <span class="_ _7"></span>Na pos<span class="_ _7"></span>iedzeniach </span></span></div><div class="t m0 x2 h9 y614 ff5 fs0 fc0 sc0 ls0 ws0">Rad <span class="_ _20"> </span>Nadzorczych <span class="_ _20"> </span>(Mangat<span class="_ _5"></span>a <span class="_ _f"> </span>Holding <span class="_ _20"> </span>oraz <span class="_ _20"> </span>Kuźnia <span class="_ _10"> </span>Polska) <span class="_ _20"> </span>prezentowane <span class="_ _10"> </span>s<span class="_ _7"></span>ą <span class="_ _10"> </span>nie<span class="_ _7"></span>które <span class="_ _20"> </span>zagadni<span class="_ _1"></span>enia </div><div class="t m0 x2 h9 y615 ff5 fs0 fc0 sc0 ls0 ws0">zrównoważonego <span class="_ _15"></span>r<span class="_ _1"></span>ozwoju. <span class="_ _23"></span>Od <span class="_ _15"> </span>roku <span class="_ _15"> </span>2024 <span class="_ _15"> </span>prezentowa<span class="_ _1"></span>na <span class="_ _15"> </span>będzie <span class="_ _15"></span>takż<span class="_ _1"></span>e <span class="_ _15"> </span>realizacja <span class="_ _15"></span>kluczowyc<span class="_ _5"></span>h <span class="_ _15"> </span>założeń </div><div class="t m0 x2 h9 y616 ff5 fs0 fc0 sc0 ls0 ws0">strategii, zawa<span class="_ _1"></span>nsowanie wd<span class="_ _5"></span>rażania inicjatyw oraz wyzn<span class="_ _1"></span>aczonych celów. <span class="ff2"> </span></div><div class="t m0 x2 h9 y47 ff5 fs0 fc0 sc0 ls0 ws0">Pomimo <span class="_ _15"></span>pod<span class="_ _1"></span>ejścia <span class="_ _15"> </span>ad <span class="_ _23"></span>hoc <span class="_ _15"> </span>do <span class="_ _15"> </span>zarządzania <span class="_ _23"></span>zrównoważonym <span class="_ _15"></span>r<span class="_ _1"></span>ozwojem <span class="_ _15"></span>do <span class="_ _23"></span>roku <span class="_ _15"> </span>2023<span class="ff2">, <span class="_ _15"> </span></span>w <span class="_ _15"> </span>porównaniu<span class="_ _1"></span> </div><div class="t m0 x2 h9 y4eb ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">międzynaro<span class="_ _1"></span>dowych praktyk<span class="_ _1"></span>, Grupa była relatywni<span class="_ _5"></span>e zaawansowana w rozw<span class="_ _1"></span>oju tego obsza<span class="_ _1"></span>ru. <span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y617 ff5 fs0 fc0 sc0 ls0 ws0">Organy za<span class="_ _1"></span>rządcze <span class="_ _5"></span>w spółkac<span class="_ _5"></span>h Grupy <span class="_ _1"></span>będą <span class="_ _1"></span>otrzymywały<span class="_ _1"></span> <span class="_ _5"></span>bardziej rozległy <span class="_ _5"></span>zakres in<span class="_ _5"></span>formacji oraz <span class="_ _5"></span>wyników </div><div class="t m0 x2 h9 y4a ff5 fs0 fc0 sc0 ls0 ws0">inicjatyw z obsza<span class="_ _1"></span>ru zrówno<span class="_ _1"></span>ważonego rozwoju.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y618 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h1f y4f1 ffa fs3 fc2 sc2 ls0 ws0">Rola najwyższych organów w raportowaniu zrównoważonego rozwoju<span class="_ _7"></span><span class="ff7">  </span></div><div class="t m0 x2 h9 y619 ff5 fs0 fc0 sc0 ls0 ws0">Najwyższe <span class="_ _20"> </span>organy <span class="_ _f"> </span>zarządza<span class="_ _1"></span>jące <span class="_ _f"> </span>i <span class="_ _f"> </span>nadzorcz<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _20"> </span>G<span class="_ _7"></span>rupy<span class="ff2"> <span class="_ _f"> </span></span>są <span class="_ _f"> </span>odpowiedzia<span class="_ _1"></span>lne <span class="_ _f"> </span>za <span class="_ _20"> </span>raportowani<span class="_ _1"></span>e <span class="_ _f"> </span>zgodnie<span class="_ _1"></span> </div><div class="t m0 x2 h9 y61a ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">przyjętymi/ obowi<span class="_ _1"></span>ązującymi stan<span class="_ _5"></span>dardami. Oznacza to nadzór nad:<span class="ff2">  </span></span></div><div class="t m0 x33 h2 y3f0 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">rzetelnym <span class="_ _e"></span>określeniem <span class="_ _e"></span>oddziaływa<span class="_ _1"></span>nia <span class="_ _e"></span>G<span class="_ _7"></span>rupy<span class="ff2"> <span class="_ _1c"></span></span>–<span class="ff2"> <span class="_ _1c"></span></span>czyli <span class="_ _e"></span>skutków, <span class="_ _e"></span>jakie <span class="_ _1c"></span>ona <span class="_ _e"></span>wywiera <span class="_ _e"></span>(lub <span class="_ _1c"></span>mogłaby </span></span></div><div class="t m0 x38 h9 y61b ff5 fs0 fc0 sc0 ls0 ws0">wywierać) na gos<span class="_ _1"></span>podarkę, środowis<span class="_ _5"></span>k<span class="_ _7"></span>o i ludzi, w ty<span class="_ _1"></span>m na prawa człowie<span class="_ _1"></span>ka<span class="ff2">,  </span></div><div class="t m0 x33 h2 y61c ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">i<span class="ff5">dentyfikacją / potwierdzeniem<span class="_ _1"></span> <span class="_ _7"></span>najbardziej<span class="_ _1"></span> <span class="_ _7"></span>istotnych tematów związanyc<span class="_ _1"></span>h <span class="_ _7"></span>ze<span class="ff2"> <span class="_ _7"></span></span>zrównoważonym </span></span></span></div><div class="t m0 x38 h9 y61d ff2 fs0 fc0 sc0 ls0 ws0">rozwojem Grupy,<span class="_ _1"></span> </div><div class="t m0 x33 h2 y61e ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">zapewnieniem <span class="_ _1d"> </span>należytej <span class="_ _1d"> </span>staranności <span class="_ _2"> </span>procesu: <span class="_ _2"> </span>identyfi<span class="_ _1"></span>kacji, <span class="_ _2"> </span>zapobieganiu<span class="_ _1"></span>, <span class="_ _2"> </span>ewentualnego<span class="_ _5"></span> </span></span></div><div class="t m0 x38 h9 y61f ff5 fs0 fc0 sc0 ls0 ws0">łagodzenia negatywn<span class="_ _5"></span>ych <span class="_ _7"></span>wpływów<span class="ff2"> </span>Gr<span class="_ _1"></span>upy na gospodar<span class="_ _5"></span>k<span class="_ _7"></span>ę, środowisko i lu<span class="_ _5"></span>dzi<span class="_ _7"></span><span class="ff2">, </span></div><div class="t m0 x33 h2 y620 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">zaangażowaniem i<span class="_ _5"></span>nte<span class="_ _7"></span>resari<span class="_ _1"></span>uszy w stały dia<span class="_ _5"></span>log o zagadnieniach zrównowa<span class="_ _5"></span>żonego rozwoju<span class="ff2">,  </span></span></span></div><div class="t m0 x33 h2 y621 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">zapewnieniem <span class="_ _1"></span>raportowania zgodn<span class="_ _5"></span>e<span class="_ _7"></span>go z przyjęt<span class="_ _1"></span>ymi standarda<span class="_ _5"></span>mi<span class="_ _7"></span><span class="ff2">,  </span></span></span></div><div class="t m0 x33 h2 y59d ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">zapewnieniem ja<span class="_ _5"></span>k<span class="_ _7"></span>ości i właściwej <span class="_ _5"></span>prezentacji raportowa<span class="_ _1"></span>nych informacji.<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y622 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y29e w51 h18"><div class="t m0 x4 h5 y175 ff4 fs2 fcf sc0 ls0 ws0">STRUKTURA ZARZĄDZANIA<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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BB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHVOAAAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1DkBAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABR5wQAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAoo6/2rvXJ6nKA/Hj5/Q53T0X5gIMwwxXkSFCVBAUdNEY3KKWmLhJpUy29pLd9/tf7F+zValKqtw1e6loCSYYZBGRBBiG6yCXucDA9Fzp6T7n/F48u/Nj1TUaTWScz+cFNXWmp/t0n37h1+c5zwMAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKjzEQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAJLdflwAABpwSURBVAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAACw1KQ+Aj6XoigWFhYajUa9Xp+fn5+ZmanVanNzc41Go9lsFkWRpmmlUqlUKl1dXStXrqxUKtVqtaWlJU3TUsn/RAAAAFHHV6TRaExMTIyNjV29evXu3bvz8/NJknxKpxVFked5nuflcrmvr2/t2rXr1q3r6elpbW31YQIAwJclLorCp8Cnm5+fr9VqV65cOX/+/Pz8fLlcfvC3eZ6HhPv/36o4Dv+GH8JjiqIolUpbtmz5xje+0dfX19LS4oMFAABRxx9LURTz8/OTk5OnT5++fv16s9mM47hUKoXxt6IokiRpbW2tVCrt7e1hdmWSJHEcZ1nWaDQajcbs7Ozc3FyYqxk/oNlslsvlVatWPfHEE5s2bWptbV1sPwAAQNTxJciybHh4+NixY7VaLU3TOI7DRMo4jvv7+5955pn+/v4kST7js+V5fvPmzQsXLly5cqXRaJRKpTBps9lsdnd3P/7449u2bWtra/OxAwCAqOOLmp2dPX/+/NDQ0OTkZEivLMuq1erq1au/8Y1vbNu2rVKp/MFP3mw2b926NTg4eP369Xq9HuouPP/u3bsHBgY6OjqM2gEAgKjjD1EURa1W++UvfzkxMZEkSZ7nIbdeeumlrVu3fukvNz09/Z//+Z/j4+OlUilJkmazmabpn//5n2/dulXXAQCAqONzm5iYOHz48Pj4eJqmoeieeuqpZ555plqt/pFecWFh4fjx44ODg1mWJUkSVlJ5+eWX161bZ/MDAAAQdXxW9+/fHx4e/vWvf51lWVEURVH09fXt37+/r6/vT/Dq8/Pzx44dO3/+fBRFYTbmjh07nn/++T9eTAIAgKjj62NmZuatt966fv16mqZFUaxYseLHP/7xnz6opqam/uu//mtoaKhcLjebzU2bNu3fv3/VqlUuEAAAfDqT3Ja1LMtOnTp148aNcrmcZVmlUjl06NBXMkTW2dn50ksvbdy4sdlsJkkyPDz85ptvzszMuEYAAPDpjNQtX5OTkydPnjx//nxYFqW3t/e73/3uV7u1QL1ef++9906fPh1OqbOz8/vf/35HR4eLBQAAoo7/pVar/du//VutViuVSs1mc2Bg4C/+4i8ekmUnz5w58/bbb4d98Do6Og4dOtTT0+OSAQCAqOO/3b9///XXX79z506pVMrz/ODBgwMDAw/PRgJ5nl+4cOH48eNzc3NRFCVJ8vLLL2/cuNGFAwCAj3NP3bIzPz//7rvv3r59O47jZrP57W9/e9u2bQ/V1nClUmn79u0/+tGPqtVqyM7Dhw83Gg3XDgAARN1yl+f54OBguI8uy7J169Zt37794TzV9vb2Xbt2NZvNUqk0PT194cIFo8oAACDqlrurV68eO3YsjNE9/vjj3/ve9x7mbb6ffPLJHTt2hPUwf/WrX7377rt5nruIAAAg6papRqPxm9/8plwuF0XR09Nz4MCBSqXyMJ9wpVI5cODAc889l2VZHMfvv//+jRs3XEcAABB1y1GWZe+///7U1FSWZUVRvPjii0vjC1oq7dy5s6enJ47jJEneeecdg3UAACDqlqPbt2+fOnUqTdMoil588cX+/v6lcuZpmn7rW98Kg3UTExNXrlxxNQEAQNQtO9euXSuKIs/zvr6+b37zm0vr5Ht6ejZu3JjneZqmJ06cyLLMBQUAAFG3jNTr9bNnz4Z9Cw4ePPhQbWDwWVQqlWeffba7uzuKort37168eNE1BQAAUbeMTE5OtrW1VSqV3bt3d3R0LMW30Nvb++yzz2ZZliTJmTNnXFMAAAhSH8FysHbt2r/+679e6u9iw4YNlUqlKIqJiYk8zx/mzRgAAEDU8WmyLKvVao1Go1KprFy5MhzM87xWqy0sLJTL5e7u7sXmyfN8bm5udna2Wq12dXUtzr2cnZ2dmZlJkqSzszPsbVAURa1Wq9frDz5ybm7u3r17MzMzcRx3dXV1dXW1tLQ8eDLT09Nzc3NJknR1dZXL5bm5uenp6Y+ccJIkbW1tbW1tjUajVqsVRdHa2rpixYrP9a4rlcrAwMDQ0FCe52fOnNm5c6dvAgAAiLolaXR09LXXXiuVSkVR/MM//EOoo5GRkX/9138ND/j+97+/fv368PPY2Nhbb701NTUVRdGrr77a29sbRdH9+/f/4z/+4/bt23meb9++/cCBA0mSTE1N/fSnP83zPEmSv/u7v2ttbZ2YmPjlL39Zq9VKpVIcx1mW9ff3Hzx4cHEOZ57nr7322szMTJ7nzzzzzLPPPvvGG2/cunXrIyec5/nmzZtfeeWV06dPHz9+PIqizs7Ov/3bv02S5HO98ccee2xwcLBUKp06dWrHjh3lctmXAQCAZc4EtiWpXq+HfduiKDp69GhRFFmWnT9/PoqiJEnyPJ+dnQ2PzLLs7Nmzk5OTSZIURTE4OBiOh5UwkyQpl8vnz59/++238zxfPJhlWbPZPHny5M9//vPp6emQc81mM47jkZGR8ODwPNeuXZuenk6SJE3TsH5JeKGiKMIZxnFcFEU4PjU1dfbs2XK5nKbp1NTU1atXP+8bX716dV9fXxRFMzMzp0+f9k0AAAAjdUs16sLsyiRJhoeHb9++nSTJ5cuXFwe+5ufnww937969fPlyuVwuiiJN0ytXrnz729/+yLOVy+XBwcEtW7YszuSMoujOnTsnTpxI07TZbPb29h48eLBarb7xxhujo6P79+8Pr37//v0wbhYqrlarTU1NvfLKK3mez8zM/PM//3MURXme/83f/E1YuHJoaGh2djacZJqmQ0NDAwMDn+uNV6vVrVu3joyMlEqlc+fOPf3000tuJU8AAPhyGalbkhYWFsIPYQzt3Llzk5OTjUZj8eDizxMTE2FXt/Dv3NzcYu8FoceSJDl37tyDx+/cuRN6KY7jV155pbu7u7W19cCBA4cOHVq1alV4zOjo6MjISDiH8MjwJKVS6cFVTMLUzTiOb9y4kaZpnudhJ/Hbt2//Ae99zZo1cRyXSqWPvxcAABB1LA0zMzOlUinP82azmSTJhQsXzpw5E0bVQlzdv38/BNu5c+fSNM2yrKenp9FoxHH8zjvvhPmQQZZlYS7l8PDwjRs3Fo+PjY2FIbXVq1e3tLTUarU333zz8OHDH3zwwb/8y7+8/fbb09PTZ86cqdfrWZZt2rSpUqmUSqUzZ87Mzc194jnfv39/eHi4KIpKpbJixYqiKGZnZz9+993v1dvbW6lUQkn+AX8OAACijq/eYjilaVoqlZrNZuixsIhlqVSq1+tRFE1PT4+Pj0dRlOf5Y4891tramiTJpUuXHhwiK4piz549URQlSfJg7y2O9VWr1SiK7ty5MzQ0NDo6Ojo6OjY2dvbs2Rs3bnz44YdpmkZR9Pzzz2/atKkoinq9fvny5U885ytXrtTr9TzPN27cuHnz5mazWSqVfvOb3yzenvcZpWkaJnOWSqU/bKwPAABEHV+xMP0yz/Ourq4sy0qlUhiO6+zsDCuUhCS7devW4kDchQsXms1mWFLlI0uMPPLIIwMDA+FXiwcX9y0Ia65Uq9Vqtbr4bHEcT0xMhPmZRVEcOXJkZGQkTOP8xNGzhYWFmzdvhrvvRkdHr1+/HqpsYmJiYmLi8779zs7O8OeL68EAAICoYykJ95IVRRGWgly8aS0Ml4UHTE5OnjlzJkyhTJIkbNgdx3FYLiXscBBUq9V9+/aVy+WwiGU4uH79+lCG9+7dO3fuXFdX11/91V89/fTTeZ7neZ6m6bVr18JCl0mSjI2Nzc7Ohlvprl+//pHBt6IoLl68eOnSpfCAubm5sD9eFEXNZvPBtTQ/ozVr1oS3OTk56csAAMAyZ/XLJSnMroyiqKenZ/369WFwbPXq1b29vXmel0ql+fn5oaGhxfviFreVq9Vq4da7j0yS7Ozs3Lt37zvvvLMYdRs3buzr6xsbG0vT9PDhw62trWmaTk9PhyHBRx999NKlS0mSNBqNrq6usCzK/Px8lmX1ev3KlSuhNhfPdnBwMNwF19raGuaI5nk+NTVVLpfHx8fHx8cffPzvFcYn0zQ1UgcAAKJuScqyLCwg2dHRsXXr1jDN8umnnw5bF4SyunjxYqlUyrLs0KFDizsHHD169He/+10cx9euXatUKourVkZR9Nhjj4W1UsJ4WktLy8GDB0+cODE0NJQkycLCwsLCQlid5dlnn71//35RFI1Go6+v79VXXw3PcP369ddffz2O4xMnTrz88suh4kql0t27d8fHx8OSlT/5yU8Wdwz/6U9/evfu3SiKLl++/LmirlqthpG6xVVAAQBg2Ur+6Z/+yaew5DQajSRJNm7cODAw0NPTs3Llyu7u7p07d4ZRuJaWlg0bNrS2tra1tW3ZsuWpp55a/MOVK1fOzs6uWLGir69v06ZNWZb19/dv3bo1TLzcsGFDlmUtLS2bN2/evHlzW1vbo48++sgjj0xOTmZZVqlUHn300e9+97tr164NK7Vs2rRp3759bW1t4cnb2tpaWlriOO7t7e3p6SmVSpVKZdOmTWvWrLl//35XV9eTTz7Z39+/eDKrVq2am5vr6urq7+/v7e397G9/fn7+/PnzoTCfeeYZ3wcAAJaz+MHV7WFJuH379s9//vMwDvmP//iPPhAAAJYz0y+XpPPnz1+7di2O48cff3z9+vVRFE1NTb377rulUmnz5s3btm2LoqjRaNy9e3dwcHB8fLwoipUrV+7YsaOvry/Mfvzggw/Gxsba2tqeeuqpxTvuRkZGzpw5E5YtaWlpWb9+/Zo1azo6OsItc6dPnx4dHV23bl1fX9/g4GC9Xu/r69uxY0e4DW9iYuK3v/1tHMe7du1auXJlnucjIyPnzp2bmpoKy3L29/cPDAy0t7d/8befJElYo8U3AQAARN2SdOrUqenp6bAKZYi60dHRK1euFEVx7969bdu2zc/PHz169MKFC2mahhveJicnL168uGvXrueffz6O4/feey/P80ajsX79+sWou3jx4uXLl0PCRVF07ty5OI4PHDiwffv2KIpOnjzZbDZv3br1+OOP//a3vy2XyxcuXLh///7evXujKBoeHh4cHCyKYvXq1e3t7RcvXjxy5Mji7XOTk5NXr14dHBx89dVXFw9+cboOAABsafA1VBTFr371q0uXLqVpGrYliOO42WymaXr69On333//01uo+T/CH7711lufuJ94HMdJkpw4ceLatWsf+fNf//rXR44cCWtjFkVRrVbDFnmTk5NfytImD26X53IDALDMGan7Grp3797ly5dD0T311FMvvPBCFEXnzp07fPhwmqYnTpzYsGHDpzfhE088sWfPntdff71Wq5VKpSNHjnzi6pRhf7xjx45t2rRp8eDk5OTQ0FC5XG40Gk8//fRzzz0XRdGdO3dOnjy5fv36L2X6ZYi6JEkWBxUBAGDZ8t/ES1uYVHnx4sWRkZHFg6Ojo0VRFEVRKpWeeOKJcHDTpk1dXV2hiM6fP/97n7mjo2Pv3r0hnOr1+scH68LeCVEU3b1798FNwMMu5CH59u3bVxRFvV5va2t74YUXtmzZEvZC+FKiLryE7wAAAMuckbolLI7j8fHxN998878DvVQKvTQ9PR3HcZ7n7e3t3d3d4bft7e39/f0XL16MomhiYuKzPP/GjRv7+/tv3bqV5/nNmzc/8tswVtZsNkul0uuvvx5u7Xsw6lasWFEqlWq12i9+8YuZmZnw25aWlkOHDn2uXek+rl6vh4mXYR9zAABYzgx0LGFhrCz/H4sjYIt3mmVZtnhwcWAt+swDXA/eWReWuPyItWvX7tu3L8/zmZmZoaGhxScPw2jh32azOTMzE3ZLj6JoZmZmdnb2C77x6enp8BYWt8gDAABRx5K0cePGH/7whz/84Q8f3IO7vb09zL2s1+vT09Ph4Nzc3Pj4eOi9lStXfpZivHnz5u3bt0PUfeLm4HEcP/bYY2Hj8rDNQAitUJLz8/P1en3FihW7d+8eGBhoaWn5XEn5KcKdfkVRiDoAABB1S9uKFSvWrVu3bt26Bztt8+bNYV5iURS/+MUvwkYFb7zxxtTUVJ7nobIWy+3u3bu3bt26devW1NTU4sFarXb06NHDhw+HkcDe3t4dO3Z84gl0dHTs2rWr0WjEcRyKsbu7u1KphJHDn/3sZxcvXuzv78/zPNxNV61WP7EPP5fx8fEoivI8/yx1CgAAX2/uqft6lt7u3buPHz+epunMzMzhw4fD8SRJ8jz/3ve+19nZ+d+XP03fe++9MLDW1dUVVsWsVCqjo6Ojo6NhImWapj/4wQ8+ZXO5Xbt23bx5c2xsLEzR7OzsfPHFF48cOZJl2ezs7NGjR4uiCKN5jUbjxRdf/IILYGZZVqvVQtStWbPG5QYAYJkzUrcktba2LiwsNJvNxTmN5XI5jKq1traG0PqzP/uz9vb2RqMRbo1rNBrVavWll17q6emJoqilpSU8Q7PZDDe8VavVarWaZdnCwsLCwkIYfFu7du1f/uVfhqILf9La2lqtVtM0XXyt1tbWF154oaenZ2FhIY7jSqUyMDDwgx/8oKurq9FohPv9wnZ5e/fu/eY3v/kF3/v4+HgY9EuSpL+/35cBAIBlLv7i68vzMFtYWLhz506WZT09PaHB/pQajUatVms0Gj09PZ8y1ve5HDt27NSpU1EUrVmz5sc//rFLDADAMmf65ddcpVJZt27dV/Xq5XI5DAx+iY06NjYWtlJ4cMdzAAAQdXw91ev1kydPfvjhhw/5kGylUtmyZcuePXs+/WG3b9++detWHMft7e07d+50fQEAQNR93S9wmtZqtXv37oVVUoqiWNzF7qESbgj8vVF36dKlUqmUZdlTTz31p59NCgAAoo4/tSRJ1q9fPzw8HEVRURR5nn/xbeL+GCqVyu/dnyDP8xs3boQ1Of+vLRYAAEDU8XUzMDBw8+bNa9euFUWxdevW73znO0vxXRRFMTw8PDk5maZpT09PtVp1ZQEAQNQtC21tbbt377569WqapsPDw/Pz80uxiO7du/fee++FJVKefPJJlxUAAAJbGiwLRVG89tpr4+PjWZalaZokyZJ7C2HLuziOu7u7f/SjH31ZGyQAAICoY2m4efPma6+9lqbpw7lQymdPu7//+7/v7Ox0QQEAIDD9crno6enZsGHDyMhIHMd5noeVMJfEmcdxXCqVwvoo3d3dig4AAETdclStVl944YWf/exnYVeDSqWyb9++h38eZqPRuHLlyujoaBRFWZY999xzLiUAAIi6ZWr16tV79+5999130zSt1+v1en3Pnj0Pc9dlWXbs2LHR0dGwPsquXbu2bt3qOgIAwIPcU7e81Ov1w4cPX758OU3TZrPZ29vb09Pz0J7tzMzMtWvXKpXKwsLCvn379u7du6RvCAQAAFHHlyDLslOnTh0/fnypLCCZZdnGjRtfeeUV1w4AAD7O9MtlJ0mSnTt3njt3bn5+fnHg62Fr+8UTy/M8iqI9e/a4cAAA8Mn/8WykbnkaHR3993//9/n5+TRNw0qYvb29D8PYXZ7nd+/ebTQapVKp2Wx2dHR861vfeuSRR1wyAAAQdfwvs7Ozx44dGxoaKpfLzWZzw4YN3/nOdyqVyld4Ss1m8+zZs0ePHi2Xy3met7W1/eQnPymVSi4WAAD8X/zn8vLV3t6+f//+FStW5Hmepun169c/+OCDhYWFr+p8iqK4cuXKsWPHwuBhnuf79+9XdAAA8OmM1C0LIyMj77zzTr1e//iv6vX6/fv30zQtiiLLspaWlmq1+pWcZJ7n09PTi2eSpml7e/vHH1apVPbv379+/XqXFQAAIgulLBPj4+NjY2P/1y1zaZpGURTHcdjnoNlsfmVfxwfOJIqi2dnZjz9mcnJyfHxc1AEAgKhbRjo6OlpaWr7CqZVfomq12tHR4ZoCAEBg+iUAAMASZhUKAACAJcz0S36Pmzdv3rx5c2FhodlsflnjukmSVKvV3t7eLVu2+IQBAEDU8Ue0atWqy5cvX716dWZmJo7jJEniOP7DnqooirCyZbVa3bBhw/bt2328AADwBbmnjs8kz/MLFy6cPHmyVqsVRZEkSRRFn3ETuaIo8jwPRdfe3r5z585du3aFZwAAAEQdf1IzMzMffvjhvXv3xsfHa7XawsJCo9GIougjw3fhe5UkSaVS6ezs7OnpWbly5ebNm7u7u32GAAAg6ni4ZFlWr9fv3bs3Pz9fqVS6u7vb29uNxQEAgKgDAADg09jSAAAAQNQBAAAg6gAAABB1AAAAog4AAICH3v8DBdYqHM07s6wAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">57</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">Corocznie <span class="_ _23"></span>Zarząd, <span class="_ _15"></span>Rada<span class="_ _5"></span> <span class="_ _15"> </span>Nadzorcza, <span class="_ _23"></span>a <span class="_ _15"></span>ostateczni<span class="_ _5"></span>e<span class="_ _7"></span><span class="ff2"> <span class="_ _15"></span>Zwycza<span class="_ _1"></span>jne <span class="_ _15"></span>Waln<span class="_ _1"></span>e <span class="_ _15"></span>Zg<span class="_ _1"></span>romadzenie <span class="_ _23"></span>Mangata <span class="_ _23"></span>Holding, </span></div><div class="t m0 x2 h9 yf0 ff2 fs0 fc0 sc0 ls0 ws0">dokonuj<span class="ff5">ą</span>  <span class="ff5">oceny <span class="_ _d"> </span>sprawozdania<span class="_ _1"></span> <span class="_ _b"> </span>finansowego <span class="_ _b"> </span>i <span class="_ _b"> </span>Zarządu <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>Kapitałowej  Mangata <span class="_ _b"> </span>Holding, <span class="_ _b"> </span>które </span></div><div class="t m0 x2 h9 yf1 ff5 fs0 fc0 sc0 ls0 ws0">uwzględnia info<span class="_ _1"></span>rmacje niefi<span class="_ _1"></span>nansowe, w t<span class="_ _1"></span>ym obejmujące zagadni<span class="_ _5"></span>enia zrównoważonego rozwoj<span class="_ _5"></span>u.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h1f y5f2 ffa fs3 fc2 sc2 ls0 ws0">Wiedza, <span class="_ _13"> </span>umiejętności <span class="_ _24"> </span>i <span class="_ _2"> </span>doświad<span class="_ _7"></span>czenia <span class="_ _13"> </span>organów <span class="_ _13"> </span>zarządczych <span class="_ _13"> </span>i <span class="_ _13"> </span>nadzorczych <span class="_ _13"> </span>w <span class="_ _13"> </span>zakresie </div><div class="t m0 x2 h17 y623 ffa fs3 fc2 sc2 ls0 ws0">zrównoważonego rozwoju<span class="ff2 ls2d">. <span class="ls0"> </span></span></div><div class="t m0 x2 h9 y624 ff5 fs0 fc0 sc0 ls0 ws0">Kompetencje <span class="_ _10"> </span>związa<span class="_ _5"></span>ne<span class="_ _7"></span> <span class="_ _10"> </span>ze <span class="_ _10"> </span>zrównoważon<span class="_ _1"></span>ym <span class="_ _10"> </span>rozwojem <span class="_ _10"> </span>i <span class="_ _10"> </span>oddziaływaniami <span class="_ _d"> </span>Grupy <span class="_ _10"> </span>są <span class="_ _10"> </span>bezpośrednio<span class="ff2"> </span></div><div class="t m0 x2 h9 y2cb ff5 fs0 fc0 sc0 ls0 ws0">powiązane <span class="_ _26"> </span>z <span class="_ _1f"> </span>kompet<span class="_ _1"></span>encjami <span class="_ _26"> </span>dotyczącymi <span class="_ _1f"> </span>ryn<span class="_ _1"></span>ków/sektorów, <span class="_ _26"> </span>na<span class="ff2"> <span class="_ _1f"> </span></span>których <span class="_ _26"> </span>działa <span class="_ _26"> </span>Grupa <span class="_ _26"> </span>or<span class="_ _7"></span>az </div><div class="t m0 x2 h9 y625 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">kompetencjami <span class="_ _1c"></span>związanymi <span class="_ _1c"></span>z <span class="_ _23"></span>oferowanymi <span class="_ _1c"></span>produkta<span class="_ _1"></span>mi <span class="_ _23"></span>i <span class="_ _1c"></span>us<span class="_ _7"></span>ługami. <span class="_ _1c"></span>W <span class="_ _23"></span>tym <span class="_ _1c"></span>kontekście <span class="_ _23"></span>kompetencj<span class="_ _5"></span>e </span></div><div class="t m0 x2 h9 y18 ff5 fs0 fc0 sc0 ls0 ws0">najwyższych organów <span class="_ _7"></span>zarządczych i <span class="_ _7"></span>nadzorczych Grupy są <span class="_ _7"></span>wysokie. <span class="_ _7"></span>Mangata Holding przygotowuje się </div><div class="t m0 x2 h9 y626 ff5 fs0 fc0 sc0 ls0 ws0">do a<span class="_ _5"></span>ktywnego zarzą<span class="_ _5"></span>dzania z<span class="_ _5"></span>ró<span class="_ _7"></span>wnoważonym <span class="_ _5"></span>rozwojem<span class="ff2">, <span class="_ _5"></span><span class="ff5">mając na<span class="_ _5"></span> uwadze<span class="_ _1"></span> wy<span class="_ _1"></span>pracowaną <span class="_ _5"></span>strategię. <span class="_ _5"></span>Prace </span></span></div><div class="t m0 x2 h9 y627 ff5 fs0 fc0 sc0 ls0 ws0">nad <span class="_ _7"></span>s<span class="_ _7"></span>trategią <span class="_ _7"></span>pozwoliły <span class="_ _e"></span>także<span class="ff2"> <span class="_ _e"></span></span>zarządzając<span class="_ _5"></span>ym<span class="ff2"> <span class="_ _e"></span></span>rozszerzyć <span class="_ _e"></span>wiedzę <span class="_ _7"></span>w <span class="_ _e"></span>zakresie <span class="_ _e"></span>zrówn<span class="_ _5"></span>oważonego <span class="_ _e"></span>rozwoju<span class="ff2"> <span class="_ _e"></span><span class="ls2e">i </span></span></div><div class="t m0 x2 h9 y628 ff5 fs0 fc0 sc0 ls0 ws0">jego powiązań ze<span class="_ _1"></span> strategią <span class="_ _1"></span>biznesową<span class="ff2">.  </span></div><div class="t m0 x2 h1f y9a ffa fs3 fc2 sc2 ls0 ws0">Polityka wynagrodzeń organów zarządczych i nadzorczych <span class="_ _7"></span><span class="ff7"> </span></div><div class="t m0 x2 h9 y629 ff5 fs0 fc0 sc0 ls0 ws0">W Mangata Holdi<span class="_ _1"></span>ng funkcjonuj<span class="_ _5"></span>e<span class="_ _7"></span>  Polityka Wy<span class="_ _1"></span>nagrodzeń Członków Za<span class="_ _5"></span>rządu i Rady Nadzorczej Mangata<span class="_ _5"></span> </div><div class="t m0 x2 h9 y62a ff2 fs0 fc0 sc0 ls0 ws0">Holding S.A. <span class="ff5">–</span> <span class="ff5">w zwi<span class="_ _1"></span>ązku z wymoga<span class="_ _5"></span>mi dla spółek publicznych.<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y62b ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _5"></span>produkcyjnych <span class="_ _3"></span>spółkach <span class="_ _5"></span>zależnych <span class="_ _3"></span>funkcjonuje <span class="_ _5"></span>Regulamin <span class="_ _3"></span>Przyznawania <span class="_ _3"></span>Premii <span class="_ _5"></span>Rocznej <span class="_ _5"></span>Dla <span class="_ _5"></span>Członków<span class="_ _5"></span> </div><div class="t m0 x2 h9 y62c ff5 fs0 fc0 sc0 ls0 ws0">Zarządu.<span class="ff2"> </span></div><div class="t m0 x2 h9 y62d ff5 fs0 fc0 sc0 ls0 ws0">Powyższe doku<span class="_ _5"></span>menty nie odnoszą się do<span class="_ _1"></span> zagadnień zw<span class="_ _5"></span>iązanych ze zrównoważony<span class="_ _5"></span>m <span class="_ _7"></span>rozwojem. <span class="ff2"> </span></div><div class="t m0 x2 h9 y62e ff5 fs0 fc0 sc0 ls0 ws0">W tra<span class="_ _1"></span>kcie opracow<span class="_ _1"></span>ywania <span class="_ _1"></span>Strategii <span class="_ _5"></span>Zrównoważonego <span class="_ _1"></span>Rozwoju <span class="_ _5"></span>dla Grupy <span class="_ _1"></span>pojawi <span class="_ _5"></span>s<span class="_ _7"></span>ię <span class="_ _1"></span>możliwość <span class="_ _5"></span>otwarcia </div><div class="t m0 x2 h9 y62f ff5 fs0 fc0 sc0 ls0 ws0">dyskusji  w<span class="_ _5"></span>śród  najwyższyc<span class="_ _1"></span>h  organów<span class="_ _5"></span>  zarządczych  i<span class="_ _1"></span>  nadzorcz<span class="_ _5"></span>ych  Holdingu <span class="_ _c"> </span>na  temat<span class="_ _1"></span>  uwzględnie<span class="_ _1"></span>nia </div><div class="t m0 x2 h9 y630 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">polityce wynagrodz<span class="_ _5"></span>e<span class="_ _7"></span>ń aspektów zrów<span class="_ _5"></span>noważonego rozwoju.<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y631 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h1f y632 ffa fs3 fc2 sc2 ls0 ws0">Systemy zarządzania <span class="ff7"> </span></div><div class="t m0 x2 h9 y633 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _d"> </span>spółkach <span class="_ _b"> </span>Grupy <span class="_ _d"> </span>Kapitałowej  Mangata <span class="_ _d"> </span>Holding <span class="_ _b"> </span>f<span class="_ _7"></span>unkcjonują <span class="_ _b"> </span>następujące <span class="_ _b"> </span>certyfikowane <span class="_ _b"> </span>systemy </div><div class="t m0 x2 h9 y634 ff5 fs0 fc0 sc0 ls0 ws0">zarządzania: <span class="ff2"> </span></div><div class="t m0 x33 h9 y635 ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff9 ls0"> <span class="_ _18"> </span><span class="ff5">S<span class="_ _7"></span>ystem <span class="_ _7"></span>Zarządzania <span class="_ _e"></span>Jakością <span class="_ _7"></span>zgodny <span class="_ _e"></span>z <span class="_ _e"></span>ISO <span class="_ _e"></span>9001 <span class="_ _7"></span>lub <span class="_ _e"></span>IATF <span class="_ _e"></span>16949 <span class="_ _7"></span>(Kuźnia <span class="_ _e"></span>Polska, <span class="_ _7"></span>Śrubena <span class="_ _e"></span>Unia,<span class="_ _5"></span> </span></span></div><div class="t m0 xc2 h9 y12b ff2 fs0 fc0 sc0 ls0 ws0">Masterform, Z<span class="_ _1"></span>etkama), </div><div class="t m0 x33 h9 y636 ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff9 ls0"> <span class="_ _18"> </span><span class="ff5">S<span class="_ _7"></span>ystem <span class="_ _e"></span>Zarządzania <span class="_ _e"></span>Środowi<span class="_ _1"></span>skiem <span class="_ _e"></span>zgodny <span class="_ _e"></span>z <span class="_ _e"></span>I<span class="_ _7"></span>SO <span class="_ _e"></span>14001 <span class="_ _e"></span>(Śrubena <span class="_ _e"></span>Unia, <span class="_ _e"></span>Masterform, <span class="_ _e"></span>Zetkama,<span class="_ _1"></span> </span></span></div><div class="t m0 xc2 h9 y637 ff5 fs0 fc0 sc0 ls0 ws0">Kuźnia Polska)<span class="ff2">, </span></div><div class="t m0 x33 h9 y638 ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff9 ls0"> <span class="_ _18"> </span><span class="ff5">S<span class="_ _7"></span>półka <span class="_ _1"></span>zależna <span class="_ _1"></span><span class="ff2">- <span class="ff5">K<span class="_ _5"></span>uźnia Pols<span class="_ _5"></span>k<span class="_ _7"></span>a ja<span class="_ _5"></span>k<span class="_ _7"></span>o w<span class="_ _5"></span>y<span class="_ _7"></span>twórca <span class="_ _5"></span>materiału <span class="_ _5"></span>na urządzeniach<span class="_ _1"></span> ci<span class="_ _1"></span>śnieniowych <span class="_ _5"></span>posiada </span></span></span></span></div><div class="t m0 xc2 h9 y639 ff5 fs0 fc0 sc0 ls0 ws0">certyfikat według <span class="_ _5"></span>Dyrektywy PED (czyt. Pr<span class="_ _1"></span>essure Equipment<span class="_ _1"></span> Directive) 201<span class="_ _1"></span>4/68/UE<span class="ff2">  </span></div><div class="t m0 x33 h9 y63a ff2 fs0 fc0 sc0 ls1 ws0">4.<span class="ff9 ls0"> <span class="_ _18"> </span><span class="ff5">S<span class="_ _7"></span>ystemy <span class="_ _c"> </span>zarzadza<span class="_ _5"></span>nia <span class="_ _c"> </span>bezpieczeństwem <span class="_ _15"> </span>i <span class="_ _c"> </span>higieną <span class="_ _c"> </span>pracy <span class="_ _15"> </span>zgodny <span class="_ _c"> </span>z <span class="_ _c"> </span>ISO <span class="_ _c"> </span>45001 <span class="_ _15"> </span>(Kuźnia <span class="_ _15"> </span>Polsk<span class="_ _7"></span>a<span class="_ _1"></span>, </span></span></div><div class="t m0 xc2 h9 y63b ff2 fs0 fc0 sc0 ls0 ws0">Zetkama), </div><div class="t m0 x33 h9 y160 ff2 fs0 fc0 sc0 ls1 ws0">5.<span class="ff9 ls0"> <span class="_ _18"> </span><span class="ff5">S<span class="_ _7"></span>ystem zarządzania<span class="_ _1"></span> energią<span class="_ _1"></span> wg ISO 50001 <span class="_ _1"></span>(Kuźnia Polska, <span class="_ _5"></span>Z<span class="_ _7"></span>etkama)<span class="ff2">. </span></span></span></div><div class="t m0 x2 h9 y51f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h1f y63c ff7 fs3 fc2 sc2 ls0 ws0">Etyka <span class="ffa">działalności gospodarczej</span> </div><div class="t m0 x2 h9 y63d ff5 fs0 fc0 sc0 ls0 ws0">Dużą  w<span class="_ _1"></span>artością <span class="_ _c"> </span>dla  Holdi<span class="_ _1"></span>ngu <span class="_ _c"> </span>s<span class="_ _7"></span>ą <span class="_ _c"> </span>pozafinansowe  a<span class="_ _5"></span>spekty  prowadz<span class="_ _5"></span>onej  działalno<span class="_ _5"></span>ś<span class="_ _7"></span>ci.<span class="ff2">  </span>Grupa <span class="_ _c"> </span>chce <span class="_ _31"> </span>być </div><div class="t m0 x2 h9 y63e ff5 fs0 fc0 sc0 ls0 ws0">BEYOND <span class="_ _15"> </span>THE <span class="_ _c"> </span>PROFIT, <span class="_ _15"> </span>co <span class="_ _c"> </span>zostało <span class="_ _c"> </span>odzwi<span class="_ _1"></span>erciedlone <span class="_ _15"> </span>w <span class="_ _c"> </span>jej <span class="_ _c"> </span>logo. <span class="_ _15"> </span>Holding<span class="_ _7"></span><span class="ff2"> <span class="_ _c"> </span></span>podejm<span class="_ _1"></span>uje <span class="_ _c"> </span>inicjatyw<span class="_ _5"></span>y <span class="_ _c"> </span>mające </div><div class="t m0 x2 h9 y63f ff5 fs0 fc0 sc0 ls0 ws0">pozytywny <span class="_ _26"> </span>wpływ <span class="_ _1f"> </span>na <span class="_ _26"> </span>otaczające <span class="_ _26"> </span>ją <span class="_ _26"> </span>śro<span class="_ _7"></span>dowisko <span class="_ _26"> </span>naturalne. <span class="_ _26"> </span>Chce <span class="_ _1f"> </span>on <span class="_ _26"> </span>trwale <span class="_ _1f"> </span>być <span class="_ _26"> </span>solidnym<span class="_ _1"></span> </div><div class="t m0 x2 h9 y5a ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">odpowiedzial<span class="_ _1"></span>nym <span class="_ _1c"></span>partnerem <span class="_ _1c"></span>dla <span class="_ _23"></span>lokalnych <span class="_ _1c"></span>społeczn<span class="_ _1"></span>ości. <span class="_ _23"></span>Fun<span class="_ _1"></span>kcjonowanie <span class="_ _1c"></span>Grupy <span class="_ _1c"></span>opiera <span class="_ _1c"></span>się <span class="_ _23"></span>o <span class="_ _1c"></span>zasady </span></div><div class="t m0 x2 h9 y640 ff5 fs0 fc0 sc0 ls0 ws0">szacunku <span class="_ _b"> </span>do <span class="_ _d"> </span>drugiego <span class="_ _d"> </span>człowieka, <span class="_ _b"> </span>pr<span class="_ _7"></span>awo <span class="_ _b"> </span>do <span class="_ _d"> </span>własnego <span class="_ _d"> </span>zdania, <span class="_ _d"> </span>obowiązując<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _b"> </span>pr<span class="_ _7"></span>zepisy <span class="_ _b"> </span>prawa <span class="_ _d"> </span>oraz </div><div class="t m0 x2 h9 y641 ff5 fs0 fc0 sc0 ls0 ws0">poszanowania partn<span class="_ _5"></span>e<span class="_ _7"></span>rów bizne<span class="_ _1"></span>sowych. <span class="ff2"> </span></div></div><div class="c xd y176 w52 h18"><div class="t m0 x4 h5 y175 ff4 fs2 fcf sc0 ls0 ws0">STRUKTURA ZARZĄDZANIA<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi x0 yc w24 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">58</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">Grupa buduje własną kulturę organizacji, szanując odrębność i autonomię tworzących ją spółek. Grupa </div><div class="t m0 x2 h9 y5a1 ff5 fs0 fc0 sc0 ls0 ws0">stale rozwija<span class="_ _1"></span> wspólne wzorce <span class="_ _5"></span>f<span class="_ _7"></span>unkcjonowania, <span class="_ _5"></span>k<span class="_ _7"></span>ierując się ni<span class="_ _1"></span>mi w bieżąc<span class="_ _1"></span>ej działalności.<span class="ff2"> </span></div><div class="t m0 x2 h9 y642 ff5 fs0 fc0 sc0 ls0 ws0">Zasady  postępowania  w  zakresie  etyki  doty<span class="_ _7"></span>czą  zarówno  wzajemnych  relacji  wewnątrz  Grupy, <span class="_ _b"> </span>jak </div><div class="t m0 x2 h9 y643 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">reprezentowania<span class="_ _1"></span> <span class="_ _15"> </span>jej <span class="_ _15"> </span>w <span class="_ _15"></span>kontaktach <span class="_ _15"></span>z<span class="_ _1"></span> <span class="_ _15"> </span>klientami, <span class="_ _15"></span>dost<span class="_ _5"></span>awcami, <span class="_ _15"> </span>akcjonariuszami<span class="_ _1"></span>, <span class="_ _15"> </span>czy <span class="_ _15"> </span>też <span class="_ _15"> </span>społecznością<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y644 ff5 fs0 fc0 sc0 ls0 ws0">lokalną. W <span class="_ _1"></span>tym <span class="_ _1"></span>kontekście <span class="_ _5"></span>w Holdingu wdrożo<span class="_ _5"></span>ny<span class="_ _7"></span>ch zo<span class="_ _5"></span>stało szereg poli<span class="_ _5"></span>tyk <span class="_ _7"></span><span class="ff2">i </span>proced<span class="_ _1"></span>ur związa<span class="_ _1"></span>nych z <span class="_ _1"></span>etyką<span class="ff2"> </span></div><div class="t m0 x2 h9 y645 ff5 fs0 fc0 sc0 ls0 ws0">działalności go<span class="_ _1"></span>spodarczej, w tym: <span class="ff2"> </span></div><div class="t m0 x33 h2 y646 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Kodeks Grupy <span class="_ _1"></span>(reguluje we<span class="_ _1"></span>wnętrzne stosun<span class="_ _1"></span>ki spółek), <span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y647 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Polityka Organiza<span class="_ _1"></span>cji i Zarządzania<span class="_ _5"></span>,<span class="_ _7"></span> <span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y4c2 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Polityka Personal<span class="_ _1"></span>na,  </span></span></div><div class="t m0 x33 h2 y648 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Polityka Anonimow<span class="_ _5"></span>ego Zgłaszania Narusz<span class="_ _1"></span>eń, <span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y252 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Polityka Działa<span class="_ _1"></span>lności Sponsoringow<span class="_ _5"></span>ej i Charytatywnej.<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y649 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y31c ff5 fs0 fc0 sc0 ls0 ws0">W spółkach zależn<span class="_ _5"></span>y<span class="_ _7"></span>ch wdro<span class="_ _1"></span>żone zostały na<span class="_ _5"></span>s<span class="_ _7"></span>tępujące zasady<span class="_ _1"></span> postępowań<span class="ff2"> / kodeksy: </span></div><div class="t m0 x33 h9 y64a ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff9 ls0"> <span class="_ _18"> </span><span class="ff2">Z<span class="_ _7"></span>etkama <span class="ff5">–</span> Kodek<span class="_ _1"></span>s Etyki, <span class="ff5">Kodeks Po<span class="_ _1"></span>stępowania dla <span class="_ _5"></span>Partnerów Biznesowych<span class="ff2">, </span></span></span></span></div><div class="t m0 x33 h9 y232 ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff9 ls0"> <span class="_ _18"> </span><span class="ff5">Ś<span class="_ _7"></span>rubena Unia –<span class="ff2"> </span>Poli<span class="_ _1"></span>tyka Odpowiedzia<span class="_ _1"></span>lności Bizn<span class="_ _5"></span>e<span class="_ _7"></span>su<span class="ff2">,  </span></span></span></div><div class="t m0 x33 h9 y64b ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff9 ls0"> <span class="_ _18"> </span><span class="ff2">Mas<span class="_ _7"></span>terform <span class="ff5">–</span> Kod<span class="_ _5"></span>e<span class="_ _7"></span>ks Etyczny<span class="_ _1"></span>, </span></span></div><div class="t m0 x33 h9 y64c ff2 fs0 fc0 sc0 ls1 ws0">4.<span class="ff9 ls0"> <span class="_ _18"> </span><span class="ff5">Kuźnia Polska <span class="ff2">- </span>Zasady Etyki obowi<span class="_ _1"></span>ązujące w spółce Kuź<span class="_ _5"></span>ni<span class="ff2">a Polska S.A. </span></span></span></div><div class="t m0 x2 h9 y62e ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 yae ff5 fs0 fc0 sc0 ls0 ws0">Zawarte <span class="_ _7"></span>s<span class="_ _7"></span>ą <span class="_ _7"></span>w <span class="_ _e"></span>nich <span class="_ _e"></span>między <span class="_ _e"></span>innymi<span class="ff2"> <span class="_ _7"></span>z</span>apewnienia <span class="_ _7"></span>o <span class="_ _e"></span>poszanowaniu <span class="_ _7"></span>praw <span class="_ _e"></span>człowieka, <span class="_ _7"></span>zakazie <span class="_ _7"></span>dyskryminacji </div><div class="t m0 x2 h9 y64d ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">równ</span><span class="ls2f">ym<span class="_ _1"></span><span class="ls0"> <span class="_ _13"> </span>traktowanie<span class="_ _1"></span> <span class="_ _13"> </span>w <span class="_ _2"> </span>zakresie <span class="_ _2"> </span>zatrudnienia <span class="_ _2"> </span>i <span class="_ _13"> </span>wynagrodzenia<span class="_ _5"></span>,<span class="_ _7"></span> <span class="_ _2"> </span>dbaniu <span class="_ _13"> </span><span class="ff5">o <span class="_ _2"> </span>BHP, <span class="_ _13"> </span>jak <span class="_ _2"> </span>również </span></span></span></div><div class="t m0 x2 h9 y64e ff2 fs0 fc0 sc0 ls0 ws0">nietolerowaniu <span class="ff5">prz<span class="_ _5"></span>e<span class="_ _7"></span>śladow<span class="_ _1"></span>ania fizycznego i<span class="_ _1"></span> psychicznego pracow<span class="_ _5"></span>ników.<span class="ff2"> </span></span></div><div class="t m0 x2 h1f y552 ffa fs3 fc2 sc2 ls0 ws0">Wewnętrzne regulacje i procedury <span class="ff7"> </span></div><div class="t m0 x2 h1f y64f ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h1f y650 ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h1f y651 ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h1f y652 ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h1f y653 ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h1f y654 ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h9 y655 ff5 fs0 fc0 sc0 ls0 ws0">Zarządzanie zrównowa<span class="_ _1"></span>żonym rozwojem<span class="_ _5"></span> <span class="_ _7"></span>w Grupie obejmuje także zagadni<span class="_ _5"></span>e<span class="_ _7"></span>nia zgodności (complia<span class="_ _1"></span>nce), </div><div class="t m0 x2 h9 y656 ff5 fs0 fc0 sc0 ls0 ws0">przeciwdziałaniu<span class="_ _1"></span> korupcji oraz<span class="_ _1"></span> zakazu prowadz<span class="_ _5"></span>e<span class="_ _7"></span>nia działań ograniczają<span class="_ _1"></span>cych konku<span class="_ _1"></span>rencję.<span class="ff2">  </span></div><div class="t m0 x33 h9 y3d7 ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff9 ls0"> <span class="_ _18"> </span><span class="ff5">Compliance i zgłaszanie nar<span class="_ _5"></span>us<span class="_ _7"></span>zeń <span class="ff2"> </span></span></span></div><div class="t m0 x38 h9 y657 ff5 fs0 fc0 sc0 ls0 ws0">W  Manga<span class="_ _1"></span>ta  Holdi<span class="_ _1"></span>ng <span class="_ _c"> </span>funkcjonuje  Polity<span class="_ _5"></span>ka  Anonimowego <span class="_ _c"> </span>Zgłaszania <span class="_ _c"> </span>N<span class="_ _7"></span>arusze<span class="_ _1"></span>ń.  Oprócz<span class="_ _1"></span>  t<span class="_ _5"></span>e<span class="_ _7"></span>go </div><div class="t m0 x38 h9 y658 ff2 fs0 fc0 sc0 ls0 ws0">Grupa <span class="ff5">po wejściu w ż<span class="_ _1"></span>ycie ustawy o<span class="_ _1"></span> ochronie sygnalistó<span class="_ _5"></span>w, wdroży stosowne proc<span class="_ _1"></span>edury.<span class="ff2"> </span></span></div><div class="t m0 x38 h9 y659 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x33 h9 y65a ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff9 ls0"> <span class="_ _18"> </span><span class="ff5">Pr<span class="_ _7"></span>zeciwdzia<span class="_ _1"></span>łanie korupcji <span class="ff2"> </span></span></span></div><div class="t m0 x33 h9 y65b ff5 fs0 fc0 sc0 ls0 ws0">W ramach Grupy zo<span class="_ _5"></span>s<span class="_ _7"></span>tały opracowa<span class="_ _1"></span>ne i wdrożone r<span class="_ _1"></span>egulacje na poziomi<span class="_ _5"></span>e Spółek produkcyjnych<span class="ff2">:  </span></div><div class="t m0 x38 h2 y65c ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Zetkama - <span class="ff5">Kodeks Po<span class="_ _1"></span>stępowania<span class="_ _1"></span> dla Partnerów Bizne<span class="_ _5"></span>sowych<span class="ff2">, </span></span></span></span></div><div class="t m0 x38 h2 y65d ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Śrubena Unia <span class="ff2">- </span>Poli<span class="_ _1"></span>tyka Odpowiedzia<span class="_ _1"></span>lności Bizn<span class="_ _5"></span>e<span class="_ _7"></span>su<span class="ff2">, </span></span></span></div><div class="t m0 x38 h2 y65e ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Masterform <span class="ff5">–</span> Kod<span class="_ _1"></span>eks Etyczny,<span class="_ _5"></span> </span></span></div><div class="t m0 x38 h2 y3fb ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Kuźnia –<span class="ff2"> </span>Zasad<span class="_ _1"></span>y Etyki obowi<span class="_ _1"></span>ązujące w spółce Kuźni<span class="ff2">a<span class="_ _1"></span> Polska S.A., </span></span></span></div></div><div class="c x3a y174 w52 h18"><div class="t m0 x4 h5 y175 ff4 fs2 fcf sc0 ls0 ws0">STRUKTURA ZARZĄDZANIA<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABJwAAAZNCAIAAAAPsdwoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdwWrbWBiGYU0YlBjhBBNia2MExgvvcjm9lV5zNyXGNo51LM9CU/DgmWZ6Grn92+dZlCxyIPy7d6F+f3z8+LEAAAAgoA8fPty4AgAAQFDb7fbP/qemae7u7lwEAADgOtq2bdv29Yv9fv8/Hy6Xy6qqmqYZjUZN0/wddXd3d2VZOisAAMD76roupZSRcM/Pz0VRrFaroiiapimKYjKZXP7an04MAADw/VJKXdcNF2//RdQBAAB8c7zt9/uu63a7XUppu92mlL7+ajweLxaL74k3UQcAAHCleKuqaj6fj0aj6XRalmVVVcP9naIOAAD4rR0Oh6Iodrtd/+9PG2+iDgAAEG9/x9t6vS6K4uXl5c1XdV3PZrOnp6fHx8cfG2+iDgAAEG//K94mk8n9/X1VVSE2AkQdAAAQz+l0atu2/+YtpdQn3K8db6IOAAD4FeLteDxuNps3H54vdNd1fXt7Gz3eRB0AAPBbxNvDw8PNzc3vczpRBwAAXE/XdSml7IXu3zneRB0AABAm3t59oVvUAQAA/It+oVu8iToAACBAvO33+67r8ha6xZuoAwAAAsTbz7nQLeoAAIBfyvlCt3gTdQAAQIB4W6/XRe5Ct3gTdQAAQIB4+1UXukUdAADw410udIs3RB0AAASIt+PxuNls3ny4XC6rqrLQLeoAAIBr6Be6xRuiDgAAAsRb9kK3eEPUAQBAgHhbrVaFhW5EHQAADO18oVu8IeoAACBAvOUtdIs3RB0AAASIt9FoNJ1OLXQj6gAAYECXC93iDVEHAAAB4i1voVu8IeoAACBAvFVVVZaleyLqAADg/Z1Op7Ztsxe6xRuiDgAAAsSbhW5EHQAAXEO/0C3eQNQBABAg3tq2bds2e6FbvIGoAwAgQLxZ6AZRBwDAsM4XusUbiDoAAALE2263SynlLXSLNxB1AAAEiDcL3SDqAAAY0OVCt3gDUQcAQIB4e3l5efNVXdez2cxCN4g6AACuoV/oFm+AqAMACBBv2Qvd4g1EHQAAAeKtaZrRaGShG0QdAADDOl/oFm+AqAMACBBv2Qvd4g0QdQAAAeKtaZrCQjcg6gAAhnO50C3eAFEHABAg3vIWusUbIOoAAALEW1mWVVW5JyDqAAAGcTgcim9f6BZvgKgDAAgQb3Vdz2YzC92AqAMAuIZ+oVu8AYg6ACBAvPXfvGUvdIs3QNQBAASINwvdAKIOABjW+UK3eAMQdQBAgHh7/SJvoVu8AYg6ACBAvFnoBhB1AMBQLhe6xRuAqAMAAsTbdrtNKX39lYVuAFEHAIg3AEQdAPBPh8OhyF3oFm8Aog4ACBBvT09Pj4+PFroBRB0AMKzzhW7xBoCoA4AA8Za90C3eAEQdABAg3uq6vr29tdANgKgDgKFcLnSLNwBEHQAEiLfshW7xBoCoA4AA8TaZTNwTAFEHAIPIW+gWbwCIOgAIEG/j8XixWFjoBkDUAcCV9Avd4g0AUQcAAeJtt9sVuQvd4g0AUQcAAeLNQjcAog4AhnW+0C3eAEDUARAg3lJKu90ue6FbvAEg6gAgQLxZ6AYAUQfAUC4XusUbAIg6AALE2+vra//929dZ6AYAUQeAeAMARB0AZ1JK/QdvGQvd4g0ARB0AAeKtqqr5fG6hGwBEHQCDO1/oFm8AIOoACBBveQvd4g0ARB0AAeJtMpnc399b6AYAUQfAUC4XusUbACDqAALEW/ZCt3gDAFEHQIB4e3h4uLm5cVIAQNQBvL/shW7xBgCIOoAA8fb8/FxY6AYARB3AdfQL3eINABB1AAHibb/fd133rQvd4g0AEHUAAeKtqqr5fG6hGwAQdQCDO1/oFm8AgKgDCBBv6/W6yF3oFm8AgKgDCBBvFroBAFEHMJTLhW7xBgAg6oAA8XY8HjebzZsPLXQDAIg6QLwBAIg6gDNd16WUshe6xRsAgKgDAsSbhW4AAFEHXEO/0C3eAABEHRAg3vb7fdd1eQvd4g0AQNQBAeJtNBpNp1ML3QAAog4Y0OVCt3gDABB1QIB4y1voFm8AAKIOCBBvVVWVZemeAACiDnh/2Qvd4g0AAFEHAeJtuVxWVWWhGwAAUQfX0C90izcAAEQdBIi37IVu8QYAgKiDAPG2Wq0KC90AAIg6GNr5Qrd4AwBA1EGAeNvtdimlvIVu8QYAgKiDAPFmoRsAAFEHA7pc6BZvAACIOggQby8vL2++stANAICoA/EGAACiDs6cTqe2bbMXusUbAACIOgLEm4VuAAAQdVxDv9At3gAAQNQRIN7atm3bNnuhW7wBAICoI0C8NU1TWOgGAABRx3AuF7rFGwAAiDoCxFveQrd4AwAAUUeAeCvLsqoq9wQAAFHHIPIWusUbAACIOgLEW13Xs9nMQjcAAIg6rqFf6BZvAACAqAsQb9kL3eINAAAQdQHirWma0WhkoRsAABB1wzpf6BZvAACAqAsQb69ffOtCt3gDAABEXYB4a5qmsNANAACIuuFcLnSLNwAAQNQFiLftdptS+vorC90AAICoE28AAACi7p8Oh0ORu9At3gAAAFEXIN4sdAMAAKLuGvqFbvEGAADwU0ddH2/9N2/ZC93iDQAAYNioe5d4s9ANAAAwbNSdL3SLNwAAgJ806s7j7fWLvIVu8QYAADB41H3+/Lkoiu+Jt8lk4poAAAA/Juo+ffok3gAAAEJG3Xg8XiwWFroBAADC+eN0OrkCAABAUP4LEwAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAESdEwAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHVOAAAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1DkBAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABR5wQAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAoo6/2rvXJ6nKA/Hj5/Q53T0X5gIMwwxXkSFCVBAUdNEY3KKWmLhJpUy29pLd9/tf7F+zValKqtw1e6loCSYYZBGRBBiG6yCXucDA9Fzp6T7n/F48u/Nj1TUaTWScz+cFNXWmp/t0n37h1+c5zwMAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKjzEQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAJLdflwAABpwSURBVAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAACw1KQ+Aj6XoigWFhYajUa9Xp+fn5+ZmanVanNzc41Go9lsFkWRpmmlUqlUKl1dXStXrqxUKtVqtaWlJU3TUsn/RAAAAFHHV6TRaExMTIyNjV29evXu3bvz8/NJknxKpxVFked5nuflcrmvr2/t2rXr1q3r6elpbW31YQIAwJclLorCp8Cnm5+fr9VqV65cOX/+/Pz8fLlcfvC3eZ6HhPv/36o4Dv+GH8JjiqIolUpbtmz5xje+0dfX19LS4oMFAABRxx9LURTz8/OTk5OnT5++fv16s9mM47hUKoXxt6IokiRpbW2tVCrt7e1hdmWSJHEcZ1nWaDQajcbs7Ozc3FyYqxk/oNlslsvlVatWPfHEE5s2bWptbV1sPwAAQNTxJciybHh4+NixY7VaLU3TOI7DRMo4jvv7+5955pn+/v4kST7js+V5fvPmzQsXLly5cqXRaJRKpTBps9lsdnd3P/7449u2bWtra/OxAwCAqOOLmp2dPX/+/NDQ0OTkZEivLMuq1erq1au/8Y1vbNu2rVKp/MFP3mw2b926NTg4eP369Xq9HuouPP/u3bsHBgY6OjqM2gEAgKjjD1EURa1W++UvfzkxMZEkSZ7nIbdeeumlrVu3fukvNz09/Z//+Z/j4+OlUilJkmazmabpn//5n2/dulXXAQCAqONzm5iYOHz48Pj4eJqmoeieeuqpZ555plqt/pFecWFh4fjx44ODg1mWJUkSVlJ5+eWX161bZ/MDAAAQdXxW9+/fHx4e/vWvf51lWVEURVH09fXt37+/r6/vT/Dq8/Pzx44dO3/+fBRFYTbmjh07nn/++T9eTAIAgKjj62NmZuatt966fv16mqZFUaxYseLHP/7xnz6opqam/uu//mtoaKhcLjebzU2bNu3fv3/VqlUuEAAAfDqT3Ja1LMtOnTp148aNcrmcZVmlUjl06NBXMkTW2dn50ksvbdy4sdlsJkkyPDz85ptvzszMuEYAAPDpjNQtX5OTkydPnjx//nxYFqW3t/e73/3uV7u1QL1ef++9906fPh1OqbOz8/vf/35HR4eLBQAAoo7/pVar/du//VutViuVSs1mc2Bg4C/+4i8ekmUnz5w58/bbb4d98Do6Og4dOtTT0+OSAQCAqOO/3b9///XXX79z506pVMrz/ODBgwMDAw/PRgJ5nl+4cOH48eNzc3NRFCVJ8vLLL2/cuNGFAwCAj3NP3bIzPz//7rvv3r59O47jZrP57W9/e9u2bQ/V1nClUmn79u0/+tGPqtVqyM7Dhw83Gg3XDgAARN1yl+f54OBguI8uy7J169Zt37794TzV9vb2Xbt2NZvNUqk0PT194cIFo8oAACDqlrurV68eO3YsjNE9/vjj3/ve9x7mbb6ffPLJHTt2hPUwf/WrX7377rt5nruIAAAg6papRqPxm9/8plwuF0XR09Nz4MCBSqXyMJ9wpVI5cODAc889l2VZHMfvv//+jRs3XEcAABB1y1GWZe+///7U1FSWZUVRvPjii0vjC1oq7dy5s6enJ47jJEneeecdg3UAACDqlqPbt2+fOnUqTdMoil588cX+/v6lcuZpmn7rW98Kg3UTExNXrlxxNQEAQNQtO9euXSuKIs/zvr6+b37zm0vr5Ht6ejZu3JjneZqmJ06cyLLMBQUAAFG3jNTr9bNnz4Z9Cw4ePPhQbWDwWVQqlWeffba7uzuKort37168eNE1BQAAUbeMTE5OtrW1VSqV3bt3d3R0LMW30Nvb++yzz2ZZliTJmTNnXFMAAAhSH8FysHbt2r/+679e6u9iw4YNlUqlKIqJiYk8zx/mzRgAAEDU8WmyLKvVao1Go1KprFy5MhzM87xWqy0sLJTL5e7u7sXmyfN8bm5udna2Wq12dXUtzr2cnZ2dmZlJkqSzszPsbVAURa1Wq9frDz5ybm7u3r17MzMzcRx3dXV1dXW1tLQ8eDLT09Nzc3NJknR1dZXL5bm5uenp6Y+ccJIkbW1tbW1tjUajVqsVRdHa2rpixYrP9a4rlcrAwMDQ0FCe52fOnNm5c6dvAgAAiLolaXR09LXXXiuVSkVR/MM//EOoo5GRkX/9138ND/j+97+/fv368PPY2Nhbb701NTUVRdGrr77a29sbRdH9+/f/4z/+4/bt23meb9++/cCBA0mSTE1N/fSnP83zPEmSv/u7v2ttbZ2YmPjlL39Zq9VKpVIcx1mW9ff3Hzx4cHEOZ57nr7322szMTJ7nzzzzzLPPPvvGG2/cunXrIyec5/nmzZtfeeWV06dPHz9+PIqizs7Ov/3bv02S5HO98ccee2xwcLBUKp06dWrHjh3lctmXAQCAZc4EtiWpXq+HfduiKDp69GhRFFmWnT9/PoqiJEnyPJ+dnQ2PzLLs7Nmzk5OTSZIURTE4OBiOh5UwkyQpl8vnz59/++238zxfPJhlWbPZPHny5M9//vPp6emQc81mM47jkZGR8ODwPNeuXZuenk6SJE3TsH5JeKGiKMIZxnFcFEU4PjU1dfbs2XK5nKbp1NTU1atXP+8bX716dV9fXxRFMzMzp0+f9k0AAAAjdUs16sLsyiRJhoeHb9++nSTJ5cuXFwe+5ufnww937969fPlyuVwuiiJN0ytXrnz729/+yLOVy+XBwcEtW7YszuSMoujOnTsnTpxI07TZbPb29h48eLBarb7xxhujo6P79+8Pr37//v0wbhYqrlarTU1NvfLKK3mez8zM/PM//3MURXme/83f/E1YuHJoaGh2djacZJqmQ0NDAwMDn+uNV6vVrVu3joyMlEqlc+fOPf3000tuJU8AAPhyGalbkhYWFsIPYQzt3Llzk5OTjUZj8eDizxMTE2FXt/Dv3NzcYu8FoceSJDl37tyDx+/cuRN6KY7jV155pbu7u7W19cCBA4cOHVq1alV4zOjo6MjISDiH8MjwJKVS6cFVTMLUzTiOb9y4kaZpnudhJ/Hbt2//Ae99zZo1cRyXSqWPvxcAABB1LA0zMzOlUinP82azmSTJhQsXzpw5E0bVQlzdv38/BNu5c+fSNM2yrKenp9FoxHH8zjvvhPmQQZZlYS7l8PDwjRs3Fo+PjY2FIbXVq1e3tLTUarU333zz8OHDH3zwwb/8y7+8/fbb09PTZ86cqdfrWZZt2rSpUqmUSqUzZ87Mzc194jnfv39/eHi4KIpKpbJixYqiKGZnZz9+993v1dvbW6lUQkn+AX8OAACijq/eYjilaVoqlZrNZuixsIhlqVSq1+tRFE1PT4+Pj0dRlOf5Y4891tramiTJpUuXHhwiK4piz549URQlSfJg7y2O9VWr1SiK7ty5MzQ0NDo6Ojo6OjY2dvbs2Rs3bnz44YdpmkZR9Pzzz2/atKkoinq9fvny5U885ytXrtTr9TzPN27cuHnz5mazWSqVfvOb3yzenvcZpWkaJnOWSqU/bKwPAABEHV+xMP0yz/Ourq4sy0qlUhiO6+zsDCuUhCS7devW4kDchQsXms1mWFLlI0uMPPLIIwMDA+FXiwcX9y0Ia65Uq9Vqtbr4bHEcT0xMhPmZRVEcOXJkZGQkTOP8xNGzhYWFmzdvhrvvRkdHr1+/HqpsYmJiYmLi8779zs7O8OeL68EAAICoYykJ95IVRRGWgly8aS0Ml4UHTE5OnjlzJkyhTJIkbNgdx3FYLiXscBBUq9V9+/aVy+WwiGU4uH79+lCG9+7dO3fuXFdX11/91V89/fTTeZ7neZ6m6bVr18JCl0mSjI2Nzc7Ohlvprl+//pHBt6IoLl68eOnSpfCAubm5sD9eFEXNZvPBtTQ/ozVr1oS3OTk56csAAMAyZ/XLJSnMroyiqKenZ/369WFwbPXq1b29vXmel0ql+fn5oaGhxfviFreVq9Vq4da7j0yS7Ozs3Lt37zvvvLMYdRs3buzr6xsbG0vT9PDhw62trWmaTk9PhyHBRx999NKlS0mSNBqNrq6usCzK/Px8lmX1ev3KlSuhNhfPdnBwMNwF19raGuaI5nk+NTVVLpfHx8fHx8cffPzvFcYn0zQ1UgcAAKJuScqyLCwg2dHRsXXr1jDN8umnnw5bF4SyunjxYqlUyrLs0KFDizsHHD169He/+10cx9euXatUKourVkZR9Nhjj4W1UsJ4WktLy8GDB0+cODE0NJQkycLCwsLCQlid5dlnn71//35RFI1Go6+v79VXXw3PcP369ddffz2O4xMnTrz88suh4kql0t27d8fHx8OSlT/5yU8Wdwz/6U9/evfu3SiKLl++/LmirlqthpG6xVVAAQBg2Ur+6Z/+yaew5DQajSRJNm7cODAw0NPTs3Llyu7u7p07d4ZRuJaWlg0bNrS2tra1tW3ZsuWpp55a/MOVK1fOzs6uWLGir69v06ZNWZb19/dv3bo1TLzcsGFDlmUtLS2bN2/evHlzW1vbo48++sgjj0xOTmZZVqlUHn300e9+97tr164NK7Vs2rRp3759bW1t4cnb2tpaWlriOO7t7e3p6SmVSpVKZdOmTWvWrLl//35XV9eTTz7Z39+/eDKrVq2am5vr6urq7+/v7e397G9/fn7+/PnzoTCfeeYZ3wcAAJaz+MHV7WFJuH379s9//vMwDvmP//iPPhAAAJYz0y+XpPPnz1+7di2O48cff3z9+vVRFE1NTb377rulUmnz5s3btm2LoqjRaNy9e3dwcHB8fLwoipUrV+7YsaOvry/Mfvzggw/Gxsba2tqeeuqpxTvuRkZGzpw5E5YtaWlpWb9+/Zo1azo6OsItc6dPnx4dHV23bl1fX9/g4GC9Xu/r69uxY0e4DW9iYuK3v/1tHMe7du1auXJlnucjIyPnzp2bmpoKy3L29/cPDAy0t7d/8befJElYo8U3AQAARN2SdOrUqenp6bAKZYi60dHRK1euFEVx7969bdu2zc/PHz169MKFC2mahhveJicnL168uGvXrueffz6O4/feey/P80ajsX79+sWou3jx4uXLl0PCRVF07ty5OI4PHDiwffv2KIpOnjzZbDZv3br1+OOP//a3vy2XyxcuXLh///7evXujKBoeHh4cHCyKYvXq1e3t7RcvXjxy5Mji7XOTk5NXr14dHBx89dVXFw9+cboOAABsafA1VBTFr371q0uXLqVpGrYliOO42WymaXr69On333//01uo+T/CH7711lufuJ94HMdJkpw4ceLatWsf+fNf//rXR44cCWtjFkVRrVbDFnmTk5NfytImD26X53IDALDMGan7Grp3797ly5dD0T311FMvvPBCFEXnzp07fPhwmqYnTpzYsGHDpzfhE088sWfPntdff71Wq5VKpSNHjnzi6pRhf7xjx45t2rRp8eDk5OTQ0FC5XG40Gk8//fRzzz0XRdGdO3dOnjy5fv36L2X6ZYi6JEkWBxUBAGDZ8t/ES1uYVHnx4sWRkZHFg6Ojo0VRFEVRKpWeeOKJcHDTpk1dXV2hiM6fP/97n7mjo2Pv3r0hnOr1+scH68LeCVEU3b1798FNwMMu5CH59u3bVxRFvV5va2t74YUXtmzZEvZC+FKiLryE7wAAAMuckbolLI7j8fHxN998878DvVQKvTQ9PR3HcZ7n7e3t3d3d4bft7e39/f0XL16MomhiYuKzPP/GjRv7+/tv3bqV5/nNmzc/8tswVtZsNkul0uuvvx5u7Xsw6lasWFEqlWq12i9+8YuZmZnw25aWlkOHDn2uXek+rl6vh4mXYR9zAABYzgx0LGFhrCz/H4sjYIt3mmVZtnhwcWAt+swDXA/eWReWuPyItWvX7tu3L8/zmZmZoaGhxScPw2jh32azOTMzE3ZLj6JoZmZmdnb2C77x6enp8BYWt8gDAABRx5K0cePGH/7whz/84Q8f3IO7vb09zL2s1+vT09Ph4Nzc3Pj4eOi9lStXfpZivHnz5u3bt0PUfeLm4HEcP/bYY2Hj8rDNQAitUJLz8/P1en3FihW7d+8eGBhoaWn5XEn5KcKdfkVRiDoAABB1S9uKFSvWrVu3bt26Bztt8+bNYV5iURS/+MUvwkYFb7zxxtTUVJ7nobIWy+3u3bu3bt26devW1NTU4sFarXb06NHDhw+HkcDe3t4dO3Z84gl0dHTs2rWr0WjEcRyKsbu7u1KphJHDn/3sZxcvXuzv78/zPNxNV61WP7EPP5fx8fEoivI8/yx1CgAAX2/uqft6lt7u3buPHz+epunMzMzhw4fD8SRJ8jz/3ve+19nZ+d+XP03fe++9MLDW1dUVVsWsVCqjo6Ojo6NhImWapj/4wQ8+ZXO5Xbt23bx5c2xsLEzR7OzsfPHFF48cOZJl2ezs7NGjR4uiCKN5jUbjxRdf/IILYGZZVqvVQtStWbPG5QYAYJkzUrcktba2LiwsNJvNxTmN5XI5jKq1traG0PqzP/uz9vb2RqMRbo1rNBrVavWll17q6emJoqilpSU8Q7PZDDe8VavVarWaZdnCwsLCwkIYfFu7du1f/uVfhqILf9La2lqtVtM0XXyt1tbWF154oaenZ2FhIY7jSqUyMDDwgx/8oKurq9FohPv9wnZ5e/fu/eY3v/kF3/v4+HgY9EuSpL+/35cBAIBlLv7i68vzMFtYWLhz506WZT09PaHB/pQajUatVms0Gj09PZ8y1ve5HDt27NSpU1EUrVmz5sc//rFLDADAMmf65ddcpVJZt27dV/Xq5XI5DAx+iY06NjYWtlJ4cMdzAAAQdXw91ev1kydPfvjhhw/5kGylUtmyZcuePXs+/WG3b9++detWHMft7e07d+50fQEAQNR93S9wmtZqtXv37oVVUoqiWNzF7qESbgj8vVF36dKlUqmUZdlTTz31p59NCgAAoo4/tSRJ1q9fPzw8HEVRURR5nn/xbeL+GCqVyu/dnyDP8xs3boQ1Of+vLRYAAEDU8XUzMDBw8+bNa9euFUWxdevW73znO0vxXRRFMTw8PDk5maZpT09PtVp1ZQEAQNQtC21tbbt377569WqapsPDw/Pz80uxiO7du/fee++FJVKefPJJlxUAAAJbGiwLRVG89tpr4+PjWZalaZokyZJ7C2HLuziOu7u7f/SjH31ZGyQAAICoY2m4efPma6+9lqbpw7lQymdPu7//+7/v7Ox0QQEAIDD9crno6enZsGHDyMhIHMd5noeVMJfEmcdxXCqVwvoo3d3dig4AAETdclStVl944YWf/exnYVeDSqWyb9++h38eZqPRuHLlyujoaBRFWZY999xzLiUAAIi6ZWr16tV79+5999130zSt1+v1en3Pnj0Pc9dlWXbs2LHR0dGwPsquXbu2bt3qOgIAwIPcU7e81Ov1w4cPX758OU3TZrPZ29vb09Pz0J7tzMzMtWvXKpXKwsLCvn379u7du6RvCAQAAFHHlyDLslOnTh0/fnypLCCZZdnGjRtfeeUV1w4AAD7O9MtlJ0mSnTt3njt3bn5+fnHg62Fr+8UTy/M8iqI9e/a4cAAA8Mn/8WykbnkaHR3993//9/n5+TRNw0qYvb29D8PYXZ7nd+/ebTQapVKp2Wx2dHR861vfeuSRR1wyAAAQdfwvs7Ozx44dGxoaKpfLzWZzw4YN3/nOdyqVyld4Ss1m8+zZs0ePHi2Xy3met7W1/eQnPymVSi4WAAD8X/zn8vLV3t6+f//+FStW5Hmepun169c/+OCDhYWFr+p8iqK4cuXKsWPHwuBhnuf79+9XdAAA8OmM1C0LIyMj77zzTr1e//iv6vX6/fv30zQtiiLLspaWlmq1+pWcZJ7n09PTi2eSpml7e/vHH1apVPbv379+/XqXFQAAIgulLBPj4+NjY2P/1y1zaZpGURTHcdjnoNlsfmVfxwfOJIqi2dnZjz9mcnJyfHxc1AEAgKhbRjo6OlpaWr7CqZVfomq12tHR4ZoCAEBg+iUAAMASZhUKAACAJcz0S36Pmzdv3rx5c2FhodlsflnjukmSVKvV3t7eLVu2+IQBAEDU8Ue0atWqy5cvX716dWZmJo7jJEniOP7DnqooirCyZbVa3bBhw/bt2328AADwBbmnjs8kz/MLFy6cPHmyVqsVRZEkSRRFn3ETuaIo8jwPRdfe3r5z585du3aFZwAAAEQdf1IzMzMffvjhvXv3xsfHa7XawsJCo9GIougjw3fhe5UkSaVS6ezs7OnpWbly5ebNm7u7u32GAAAg6ni4ZFlWr9fv3bs3Pz9fqVS6u7vb29uNxQEAgKgDAADg09jSAAAAQNQBAAAg6gAAABB1AAAAog4AAICH3v8DBdYqHM07s6wAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">59</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x33 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">które zawierają<span class="_ _1"></span> jasne zapisy dotyczą<span class="_ _1"></span>ce przyjmowa<span class="_ _1"></span>nia i oferowania<span class="_ _1"></span> korzyści mat<span class="_ _1"></span>erialnych. <span class="ff2"> </span></div><div class="t m0 x33 h9 y65f ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff9 ls0"> <span class="_ _18"> </span><span class="ff5">Z<span class="_ _7"></span>akaz działań<span class="_ _1"></span> ograniczających ko<span class="_ _1"></span>nkurencję<span class="ff2"> </span></span></span></div><div class="t m0 x38 h9 y642 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _b"> </span>Grupie <span class="_ _d"> </span>zabroniony <span class="_ _b"> </span>jest <span class="_ _b"> </span>udział <span class="_ _b"> </span>w <span class="_ _d"> </span>jakichkolwiek <span class="_ _b"> </span>przedsięwzi<span class="_ _1"></span>ęciach, <span class="_ _b"> </span>które <span class="_ _d"> </span>mogłyby <span class="_ _b"> </span>nosić </div><div class="t m0 x38 h9 y643 ff5 fs0 fc0 sc0 ls0 ws0">znamiona <span class="_ _11"> </span>czynu <span class="_ _11"> </span>ni<span class="_ _1"></span>euczciwej <span class="_ _11"> </span>konkur<span class="_ _1"></span>encji <span class="_ _11"> </span>lub <span class="_ _11"> </span>dezawuowa<span class="_ _1"></span>nia <span class="_ _11"> </span>produktó<span class="_ _1"></span>w <span class="_ _11"> </span>czy <span class="_ _11"> </span>firm </div><div class="t m0 x38 h9 y644 ff2 fs0 fc0 sc0 ls0 ws0">konkurencyjnych<span class="_ _1"></span>.  </div><div class="t m0 x38 h9 y645 ff5 fs0 fc0 sc0 ls0 ws0">Pracowników Gru<span class="_ _1"></span>py obowią<span class="_ _1"></span>zują procedury dot<span class="_ _1"></span>yczące<span class="ff2">: </span></div><div class="t m0 x38 h2 y660 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">ochrony in<span class="_ _1"></span>formacji pou<span class="_ _1"></span>fnych <span class="lsc">i </span>niejawn<span class="_ _5"></span>y<span class="_ _7"></span>ch <span class="ff5">oraz <span class="_ _1"></span>tajemnic <span class="_ _1"></span>przedsiębiorstwa, w<span class="_ _5"></span>ynikające <span class="ff2">min.<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 xc3 h9 y661 ff5 fs0 fc0 sc0 ls0 ws0">z <span class="_ _e"></span>przepisów <span class="_ _e"></span>prawa <span class="_ _e"></span>regulujących <span class="_ _e"></span>zasady <span class="_ _e"></span>funkcjonowani<span class="_ _5"></span>a <span class="_ _1c"></span>Holdingu <span class="_ _1c"></span>jako <span class="_ _e"></span>spółki, <span class="_ _e"></span>której <span class="_ _e"></span>akcje </div><div class="t m0 xc3 h9 y662 ff5 fs0 fc0 sc0 ls0 ws0">notowane są na <span class="ff2">GPW<span class="_ _5"></span>, </span></div><div class="t m0 x38 h2 y663 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">ochronę danych <span class="_ _1"></span>osobowych<span class="ff2"> (RODO), </span></span></span></div><div class="t m0 x38 h2 y664 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">ochronę mienia.<span class="ff2"> </span></span></span></div><div class="t m0 x38 h9 y665 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y666 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _c"> </span>2023 <span class="_ _c"> </span><span class="ff5">roku  sp<span class="_ _5"></span>ółk<span class="_ _7"></span>i <span class="_ _c"> </span>Grupy <span class="_ _c"> </span>nie <span class="_ _c"> </span>odnotowały <span class="_ _c"> </span>skarg  d<span class="_ _5"></span>otyczących  pot<span class="_ _5"></span>e<span class="_ _7"></span>ncjalnych<span class="_ _1"></span> <span class="_ _c"> </span>naruszeń <span class="_ _c"> </span>standardów </span></div><div class="t m0 x2 h9 y420 ff2 fs0 fc0 sc0 ls0 ws0">etycznych. </div><div class="t m0 x2 h1f y667 ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h1f y443 ff7 fs3 fc2 sc2 ls0 ws0">Pomoc publiczna </div><div class="t m0 x2 h9 y668 ff5 fs0 fc0 sc0 ls0 ws0">W ramach całej G<span class="_ _1"></span>rupy pomoc publi<span class="_ _5"></span>czn<span class="_ _7"></span><span class="ff2">a de minimis </span>ud<span class="_ _1"></span>zielona została dl<span class="_ _1"></span>a<span class="ff2">: </span></div><div class="t m0 xc4 h9 y669 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Spółki <span class="_ _c"> </span>Śrubena <span class="_ _c"> </span>Unia <span class="_ _c"> </span><span class="ff2">  w <span class="_ _c"> </span>kwoci<span class="_ _1"></span>e <span class="_ _c"> </span>181.013,04 <span class="_ _c"> </span>EUR  <span class="ff5">w<span class="_ _5"></span> <span class="_ _c"> </span>ramach  pr<span class="_ _1"></span>ogramu <span class="_ _c"> </span>działań <span class="_ _c"> </span>dotyczących<span class="_ _5"></span> </span></span></span></span></div><div class="t m0 xae h9 y62f ff5 fs0 fc0 sc0 ls0 ws0">wkładu  finansowego  z  pobrexitowej  rezerwy  dostosowawcz<span class="_ _1"></span>ej  w <span class="_ _b"> </span>części  przeznaczonej  dla </div><div class="t m0 xae h9 y46d ff5 fs0 fc0 sc0 ls0 ws0">przedsiębiorców<span class="ff2">, </span></div><div class="t m0 xc4 h9 y66a ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Spółki Zetkama w łącznej <span class="ff2">k<span class="_ _5"></span>wocie 18.986,96 EUR, w ty<span class="_ _5"></span>m<span class="_ _7"></span>: </span></span></span></div><div class="t m0 xc3 h9 y66b ff2 fs0 fc0 sc0 lsc ws0">i.<span class="ff9 ls0"> <span class="_ _3b"> </span><span class="ff2">kwota <span class="_ _a"> </span>4.530,54 <span class="_ _a"> </span>EUR <span class="_ _18"> </span>jako <span class="_ _a"> </span>dotacja <span class="_ _a"> </span>lub <span class="_ _18"> </span><span class="ff5">świadczeni<span class="_ _1"></span>e <span class="_ _18"> </span>bezzwrot<span class="_ _1"></span>ne <span class="_ _a"> </span>związane </span></span></span></div><div class="t m0 xa1 h9 y66c ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">przyznawanie<span class="_ _1"></span>m środków <span class="_ _1"></span>z Krajowego Fund<span class="_ _1"></span>uszu Szkol<span class="_ _1"></span>eniowego<span class="ff2">, </span></span></div><div class="t m0 xc5 h9 y49 ff2 fs0 fc0 sc0 lsc ws0">ii.<span class="ff9 ls0"> <span class="_ _3b"> </span><span class="ff2">kwota <span class="_ _20"> </span>14.456,42 <span class="_ _f"> </span>EUR <span class="_ _f"> </span><span class="ff5">jako <span class="_ _20"> </span>refundacja <span class="_ _f"> </span>wynagrodz<span class="_ _5"></span>eń <span class="_ _16"> </span>wypłacan<span class="_ _5"></span>ych <span class="_ _f"> </span>młodocianym<span class="_ _1"></span> </span></span></span></div><div class="t m0 xa1 h9 y554 ff2 fs0 fc0 sc0 ls0 ws0">pracownikom z Fun<span class="_ _1"></span>duszu Pracy. <span class="_ _5"></span> </div><div class="t m0 xc4 h9 y66d ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Spółki Masterform w łączn<span class="_ _5"></span>ej kwocie <span class="ff2">90.834,77 EUR, w t<span class="_ _5"></span>y<span class="_ _7"></span>m: </span></span></span></div><div class="t m0 xc5 h9 y2b ff2 fs0 fc0 sc0 lsc ws0">i.<span class="ff9 ls0"> <span class="_ _3b"> </span><span class="ff2">kwota <span class="_ _18"> </span>5.399,88 <span class="_ _18"> </span>EUR <span class="_ _11"> </span><span class="ff5">jako <span class="_ _18"> </span>dotacja <span class="_ _11"> </span>lub <span class="_ _18"> </span>świadczenie <span class="_ _a"> </span>be<span class="_ _7"></span>zzwrotn<span class="_ _1"></span>e <span class="_ _11"> </span>zwią<span class="_ _1"></span>zane </span></span></span></div><div class="t m0 xc6 h9 y2c ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">przyznawanie<span class="_ _1"></span>m <span class="_ _13"> </span>środków <span class="_ _13"> </span>na <span class="_ _24"> </span>podstawie <span class="_ _2"> </span>us<span class="_ _7"></span>tawy <span class="_ _13"> </span>Prawo <span class="_ _13"> </span>oświatowe, <span class="_ _13"> </span>dotycząca </span></div><div class="t m0 xc6 h9 y66e ff5 fs0 fc0 sc0 ls0 ws0">dofinansowania <span class="_ _1"></span>kosztów kszt<span class="_ _5"></span>ałcenia dwóch młodocianych pracow<span class="_ _1"></span>ników,<span class="ff2"> </span></div><div class="t m0 xc7 h9 y2e ff2 fs0 fc0 sc0 lsc ws0">ii.<span class="ff9 ls0"> <span class="_ _3b"> </span><span class="ff2">kwota <span class="_ _16"> </span>85.434<span class="_ _1"></span>,89 <span class="_ _16"> </span>EUR <span class="_ _f"> </span>jako <span class="_ _16"> </span>refundacja <span class="_ _16"> </span><span class="ff5">wynagrodz<span class="_ _5"></span>eń <span class="_ _16"> </span>wypłacanych <span class="_ _16"> </span>młodocia<span class="_ _1"></span>nym </span></span></span></div><div class="t m0 xc6 h9 y2f ff2 fs0 fc0 sc0 ls0 ws0">pracownikom <span class="_ _e"></span>z <span class="_ _1c"></span>Funduszu <span class="_ _1c"></span>Pracy, <span class="_ _e"></span>przy <span class="_ _1c"></span>czym <span class="_ _e"></span>pomoc <span class="_ _1c"></span>ta <span class="_ _1c"></span><span class="ff5">będzie <span class="_ _1c"></span>faktycznie <span class="_ _e"></span>przyznawana<span class="_ _1"></span> </span></div><div class="t m0 xc6 h9 y66f ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">wypłacana w latach <span class="_ _5"></span>2024<span class="ff2">-2026. </span></span></div><div class="t m0 x2 h9 y670 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y671 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _15"> </span>2023 <span class="_ _23"></span><span class="ff5">roku <span class="_ _15"> </span>Spółka <span class="_ _15"></span>MCS</span> <span class="_ _15"></span><span class="ff5">sp. <span class="_ _23"></span>z <span class="_ _15"> </span>o.o., <span class="_ _15"> </span>która <span class="_ _15"></span>połąc<span class="_ _1"></span>zyła <span class="_ _15"></span>się <span class="_ _15"></span>z<span class="_ _1"></span>e <span class="_ _15"> </span>spółką <span class="_ _15"> </span>Kuźnia <span class="_ _23"></span>Polska <span class="_ _15"> </span>S.A.<span class="ff2">, <span class="_ _15"></span>na <span class="_ _15"></span>podstaw<span class="_ _1"></span>ie<span class="_ _5"></span> </span></span></div><div class="t m0 x2 h9 y672 ff5 fs0 fc0 sc0 ls0 ws0">posiadanego <span class="_ _e"></span>pozwolenia <span class="_ _1c"></span>strefowego, <span class="_ _e"></span>skorzystała <span class="_ _1c"></span>z <span class="_ _1c"></span>pomocy <span class="_ _1c"></span>publicznej <span class="_ _1c"></span>o <span class="_ _1c"></span>wartości <span class="_ _23"></span><span class="ff2">14 <span class="_ _1c"></span>tys. <span class="_ _1c"></span></span>zł <span class="_ _23"></span>w <span class="_ _1c"></span>postaci<span class="_ _1"></span> </div><div class="t m0 x2 h9 y164 ff2 fs0 fc0 sc0 ls0 ws0">zwolnienia podat<span class="_ _1"></span>kowego z <span class="ff5">tytułu ko<span class="_ _5"></span>s<span class="_ _7"></span>ztów inwest<span class="_ _5"></span>y<span class="_ _7"></span>cji zrealizow<span class="_ _1"></span>an<span class="ff2">ych </span>przez Spółkę<span class="ff2">. </span></span></div><div class="t m0 x2 h9 y673 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y59e ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y674 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y176 w52 h18"><div class="t m0 x4 h5 y175 ff4 fs2 fcf sc0 ls0 ws0">STRUKTURA ZARZĄDZANIA<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf3c" class="pf w0 h0" ><div class="pc pc3c w0 h0"><img class="bi x0 yc w24 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">60</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc8 hc y675 ff2 fs2 fc2 sc2 ls3 ws0">7.<span class="ff6 sc0 ls0"> <span class="_ _b"> </span><span class="ff5 sc2">Zarządzanie łańcuchem dostaw<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y676 ff2 fs0 fc0 sc0 ls0 ws0">GRI 308-1 </div><div class="t m0 x2 h9 y677 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y678 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y679 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y67a ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y67b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y67c ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y67d ff5 fs0 fc0 sc0 ls0 ws0">Mangata <span class="_ _23"></span>Holding <span class="_ _23"></span>S.A. <span class="_ _15"></span>zwraca<span class="_ _5"></span> <span class="_ _15"> </span>dużą <span class="_ _23"></span>uwagę <span class="_ _15"> </span>na <span class="_ _23"></span>procesy <span class="_ _23"></span>zarządzania <span class="_ _15"></span>łańcuch<span class="_ _5"></span>e<span class="_ _7"></span>m <span class="_ _23"></span>dostaw. <span class="_ _15"></span>Grupa<span class="_ _5"></span>, <span class="_ _15"></span>której </div><div class="t m0 x2 h9 y67e ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _5"></span>prowadzą <span class="_ _5"></span>działalność <span class="_ _5"></span>produkcyjną <span class="_ _5"></span>w <span class="_ _5"></span>sposób ci<span class="_ _5"></span>ągły do<span class="_ _5"></span>skonali s<span class="_ _5"></span>y<span class="_ _7"></span>stemy <span class="_ _5"></span>zarządza<span class="_ _1"></span>nia <span class="_ _5"></span>a ta<span class="_ _1"></span>kże <span class="_ _5"></span>kwestie </div><div class="t m0 x2 h9 y67f ff5 fs0 fc0 sc0 ls0 ws0">związane <span class="_ _7"></span>z <span class="_ _e"></span>jakością <span class="_ _e"></span>oraz <span class="_ _e"></span>łańcuchami <span class="_ _e"></span>dostaw. <span class="_ _7"></span>Kluczowym <span class="_ _e"></span>dla <span class="_ _e"></span>tr<span class="_ _7"></span>wałego <span class="_ _7"></span>rozwoju <span class="_ _e"></span>poszczególnych <span class="_ _7"></span>spółek </div><div class="t m0 x2 h9 y680 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">Grupy <span class="_ _1c"></span>jest <span class="_ _1c"></span>nawiązywani<span class="_ _5"></span>e <span class="_ _23"></span>i <span class="_ _1c"></span>utrzymywanie <span class="_ _e"></span>relacji <span class="_ _1c"></span>biznesowych <span class="_ _e"></span>z <span class="_ _23"></span>dostawcami <span class="_ _e"></span>dbającymi <span class="_ _e"></span>o <span class="_ _1c"></span>ś<span class="_ _7"></span>rodowisko<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y681 ff5 fs0 fc0 sc0 ls0 ws0">naturalne oraz ta<span class="_ _5"></span>k<span class="_ _7"></span>że aspekt<span class="_ _5"></span>y<span class="_ _7"></span> związane z prz<span class="_ _5"></span>estrzeganiem praw pracowników<span class="_ _5"></span>.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y682 ff5 fs0 fc0 sc0 ls0 ws0">Pomimo <span class="_ _e"></span>że <span class="_ _e"></span>k<span class="_ _7"></span>ażda <span class="_ _e"></span>Spółka <span class="_ _e"></span>wdrożyła <span class="_ _e"></span>swoje <span class="_ _1c"></span>indywid<span class="_ _1"></span>ualne <span class="_ _e"></span>zasady <span class="_ _e"></span>postępowania <span class="_ _e"></span>dotyczące<span class="_ _5"></span> <span class="_ _1c"></span>etyki <span class="_ _e"></span>(Kodeks </div><div class="t m0 x2 h9 y683 ff5 fs0 fc0 sc0 ls0 ws0">Etyki,  K<span class="_ _1"></span>odeks <span class="_ _c"> </span>Etyczny,  Zas<span class="_ _5"></span>ady  Etyki, <span class="_ _c"> </span>Polityka  Od<span class="_ _5"></span>powiedzialnego <span class="_ _c"> </span>Biznesu,  Kod<span class="_ _1"></span>eks <span class="_ _c"> </span>Po<span class="_ _7"></span>stępowania<span class="_ _1"></span>  dla<span class="_ _5"></span> </div><div class="t m0 x2 h9 y531 ff5 fs0 fc0 sc0 ls0 ws0">Partnerów  Biznesowych),  wszystkie <span class="_ _b"> </span>jednak <span class="_ _b"> </span>odnoszą <span class="_ _b"> </span>się <span class="_ _b"> </span>do <span class="_ _d"> </span>wspól<span class="_ _1"></span>nych<span class="_ _7"></span><span class="ff2"> <span class="_ _b"> </span></span>wzorców. <span class="_ _b"> </span>Wspólne <span class="_ _b"> </span>wzorce </div><div class="t m0 x2 h9 y684 ff5 fs0 fc0 sc0 ls0 ws0">funkcjonowania <span class="_ _5"></span>są <span class="_ _5"></span>stale <span class="_ _5"></span>ro<span class="_ _7"></span>zwija<span class="_ _1"></span>ne i<span class="_ _1"></span> <span class="_ _5"></span>pr<span class="_ _7"></span>opagowan<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _1"></span>zarówno <span class="_ _5"></span>wewnątrz <span class="_ _5"></span>jak <span class="_ _1"></span>i <span class="_ _5"></span>na z<span class="_ _5"></span>e<span class="_ _7"></span>wnątrz <span class="_ _5"></span>Grupy <span class="_ _5"></span>i sta<span class="_ _5"></span>nowią </div><div class="t m0 x2 h9 y685 ff5 fs0 fc0 sc0 ls0 ws0">wytyczne <span class="_ _20"> </span>postępowania <span class="_ _10"> </span>w <span class="_ _f"> </span>bieżącej <span class="_ _20"> </span>działalności<span class="ff2"> <span class="_ _20"> </span></span>Nawiązując <span class="_ _20"> </span>oraz <span class="_ _20"> </span>kontynuując <span class="_ _20"> </span>relacje <span class="_ _20"> </span>biznesow<span class="_ _5"></span>e </div><div class="t m0 x2 h9 y686 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">dostawcami <span class="_ _7"></span>Spółki k<span class="_ _7"></span>omunikują <span class="_ _7"></span>wytyczne i <span class="_ _e"></span>zasady postępowania <span class="_ _7"></span>w</span> <span class="ff5">tymże <span class="_ _7"></span>zakresie, <span class="_ _7"></span>a <span class="_ _e"></span>takż<span class="_ _1"></span>e <span class="_ _7"></span>wymagają </span></div><div class="t m0 x2 h9 y687 ff5 fs0 fc0 sc0 ls0 ws0">oraz monitorują ich<span class="_ _5"></span> s<span class="_ _7"></span>tosowanie.<span class="ff2"> </span></div><div class="t m0 x2 h9 y688 ff5 fs0 fc0 sc0 ls0 ws0">Jednym <span class="_ _7"></span>z <span class="_ _e"></span>głównych <span class="_ _7"></span>celów <span class="_ _7"></span>w <span class="_ _e"></span>zarządzaniu <span class="_ _7"></span>łańcuchem<span class="_ _1"></span> <span class="_ _e"></span>dostaw <span class="_ _7"></span>w <span class="_ _7"></span>Grupie <span class="_ _7"></span>Mangata, <span class="_ _e"></span>jest k<span class="_ _7"></span>askadowa<span class="_ _1"></span>nie <span class="_ _7"></span>na </div><div class="t m0 x2 h9 y689 ff5 fs0 fc0 sc0 ls0 ws0">dostawców <span class="_ _35"> </span>zasad <span class="_ _35"> </span>postępowania<span class="_ _1"></span> <span class="_ _36"> </span>i <span class="_ _35"> </span>wartości, <span class="_ _35"> </span>które <span class="_ _35"> </span>są <span class="_ _35"> </span>uznane <span class="_ _36"> </span>za <span class="_ _35"> </span>kluczowe<span class="ff2"> <span class="_ _7"></span>i </span>niezbędne<span class="_ _5"></span> </div><div class="t m0 x2 h9 y68a ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">zagwarantowa<span class="_ _1"></span>nia zrównowa<span class="_ _5"></span>żone<span class="_ _7"></span>go rozwoju i<span class="_ _1"></span> prowadzenia <span class="_ _5"></span>e<span class="_ _7"></span>tycznego bizn<span class="_ _5"></span>e<span class="_ _7"></span>su. <span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y44e ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _d"> </span>starają <span class="_ _d"> </span>się <span class="_ _10"> </span>tworzyć<span class="_ _1"></span> <span class="_ _10"> </span>i <span class="_ _d"> </span>utrzymywać <span class="_ _d"> </span>relacje <span class="_ _d"> </span>z <span class="_ _10"> </span>tymi<span class="_ _5"></span> <span class="_ _10"> </span>firmami, <span class="_ _d"> </span>które <span class="_ _10"> </span>podzielają<span class="_ _1"></span> <span class="_ _10"> </span>wizję<span class="_ _1"></span>, <span class="_ _10"> </span>wartości<span class="_ _5"></span> </div><div class="t m0 x2 h9 y68b ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">zaangażowa<span class="_ _1"></span>nie <span class="_ _1d"> </span>w <span class="_ _1d"> </span>zrównoważony <span class="_ _1d"> </span>rozwój. <span class="_ _1d"> </span>Są <span class="_ _1d"> </span>to <span class="_ _1d"> </span>podmioty <span class="_ _1d"> </span>działające <span class="_ _1d"> </span>w <span class="_ _1d"> </span>oparciu <span class="_ _1d"> </span>o <span class="_ _1d"> </span>społeczną </span></div><div class="t m0 x2 h9 y68c ff5 fs0 fc0 sc0 ls0 ws0">odpowiedzialność<span class="_ _5"></span> <span class="_ _15"> </span>biznesu<span class="_ _5"></span> <span class="_ _15"> </span>i<span class="ff2"> </span>wykazujące <span class="_ _23"></span>wysoką <span class="_ _23"></span>dbałość <span class="_ _1c"></span>o <span class="_ _15"></span>stan<span class="_ _1"></span> <span class="_ _23"></span>środowiska <span class="_ _23"></span>oraz <span class="_ _1c"></span>wdr<span class="_ _7"></span>ażające <span class="_ _1c"></span>działania </div><div class="t m0 x2 h9 y29a ff5 fs0 fc0 sc0 ls0 ws0">mające <span class="_ _7"></span>na <span class="_ _e"></span>celu <span class="_ _e"></span>zmniejszeni<span class="_ _1"></span>e <span class="_ _e"></span>negatywnego<span class="_ _5"></span> <span class="_ _1c"></span>wpływu <span class="_ _7"></span>na <span class="_ _e"></span>środowisko. <span class="_ _7"></span>Grupa <span class="_ _e"></span>mając <span class="_ _e"></span><span class="ff2">na <span class="_ _e"></span>uwadze <span class="_ _7"></span>znaczenie<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y68d ff5 fs0 fc0 sc0 ls0 ws0">kwestii <span class="_ _c"> </span>środowiskowych <span class="_ _c"> </span>w <span class="_ _c"> </span>procesach <span class="_ _c"> </span>zakupowych <span class="_ _c"> </span>uwzględniać <span class="_ _c"> </span>będzi<span class="_ _1"></span>e  o<span class="_ _5"></span>prócz  pozi<span class="_ _1"></span>omu <span class="_ _c"> </span>ceny  ta<span class="_ _5"></span>kże </div><div class="t m0 x2 h9 y68e ff5 fs0 fc0 sc0 ls0 ws0">wpływ dostawc<span class="_ _1"></span>y na środowi<span class="_ _1"></span>sko motywując sw<span class="_ _1"></span>oich kontrahentów do dzia<span class="_ _1"></span>łań proekologi<span class="_ _1"></span>cznych.<span class="ff2"> </span></div><div class="t m0 x2 h9 y68f ff5 fs0 fc0 sc0 ls0 ws0">Ocena <span class="_ _15"> </span>oferty <span class="_ _15"> </span>i <span class="_ _15"> </span>zasad <span class="_ _15"> </span>funkcjonowania <span class="_ _15"></span>dosta<span class="_ _1"></span>wcy <span class="_ _15"> </span>oraz <span class="_ _15"></span>efektów <span class="_ _15"></span>i <span class="_ _15"> </span>jakości <span class="_ _15"></span>współp<span class="_ _1"></span>racy <span class="_ _15"> </span>dokonywana <span class="_ _15"></span>jest<span class="_ _1"></span> </div><div class="t m0 x2 h9 y690 ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> <span class="ff5">każdym <span class="_ _1c"></span>etapie <span class="_ _1c"></span>począwszy <span class="_ _23"></span>od <span class="_ _1c"></span>negocjowania <span class="_ _1c"></span>i <span class="_ _23"></span>nawiązywania<span class="_ _1"></span> <span class="_ _1c"></span>współpracy <span class="_ _23"></span>poprzez <span class="_ _1c"></span>realizację <span class="_ _1c"></span>umowy </span></span></div><div class="t m0 x2 h9 y457 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">bieżącą <span class="_ _b"> </span>współpracę. <span class="_ _d"> </span>Mangata<span class="_ _1"></span> <span class="_ _d"> </span>Holding <span class="_ _d"> </span>uwzględnia <span class="_ _b"> </span>także <span class="_ _d"> </span>potrzeby <span class="_ _d"> </span>oraz <span class="_ _b"> </span>ce<span class="_ _7"></span>le <span class="_ _b"> </span>strategiczne <span class="_ _d"> </span>swoich </span></div><div class="t m0 x2 h9 y691 ff5 fs0 fc0 sc0 ls0 ws0">klientów <span class="_ _d"> </span>w <span class="_ _10"> </span>zakresie <span class="_ _10"> </span>uczciw<span class="_ _1"></span>ego <span class="_ _10"> </span>i <span class="_ _10"> </span>odpowi<span class="_ _5"></span>e<span class="_ _7"></span>dzialnego<span class="_ _1"></span> <span class="_ _10"> </span>prowadzenia <span class="_ _d"> </span>działalności <span class="_ _d"> </span>biznesowej <span class="_ _10"> </span><span class="ff2">zgodnie </span></div><div class="t m0 x2 h9 y692 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">zasadami <span class="_ _e"></span>zrównoważonego <span class="_ _e"></span>rozwoju, <span class="_ _e"></span>starając <span class="_ _e"></span>się<span class="_ _7"></span> <span class="_ _1c"></span>we <span class="_ _e"></span>własnych <span class="_ _e"></span>procesach <span class="_ _e"></span>biznesowych <span class="_ _1c"></span>zapewnić <span class="_ _e"></span>ich </span></div><div class="t m0 x2 h9 y693 ff5 fs0 fc0 sc0 ls0 ws0">realizację, ale ta<span class="_ _5"></span>k<span class="_ _7"></span>że kaskaduje w<span class="_ _5"></span>y<span class="_ _7"></span>nikające z nich p<span class="_ _5"></span>rerogatywy w kierunku włas<span class="_ _5"></span>ne<span class="_ _7"></span>go łańcucha do<span class="_ _5"></span>s<span class="_ _7"></span>taw.<span class="ff2"> </span></div></div><div class="c x3a y174 w52 h18"><div class="t m0 x4 h5 y175 ff4 fs2 fc10 sc0 ls0 ws0">ŁAŃCUCH DOSTAW<span class="ff3"> </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 x0 yc w24 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">61</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">Proces <span class="_ _e"></span>kwalifikacji <span class="_ _7"></span>i <span class="_ _1c"></span>wyboru <span class="_ _7"></span>nowego <span class="_ _e"></span>dostawcy <span class="_ _e"></span>obejmuje <span class="_ _7"></span>oprócz <span class="_ _1c"></span>anali<span class="_ _1"></span>zy <span class="_ _e"></span>warunków <span class="_ _e"></span>handlowych<span class="_ _1"></span> <span class="_ _e"></span>(ceny, </div><div class="t m0 x2 h9 y5a1 ff5 fs0 fc0 sc0 ls0 ws0">terminy <span class="_ _5"></span>płatności), <span class="_ _5"></span>be<span class="_ _7"></span>zpieczeń<span class="_ _1"></span>stwa <span class="_ _1"></span>finansowego<span class="_ _5"></span> (wyniki <span class="_ _5"></span>finansowe, <span class="_ _1"></span>ciągłość <span class="_ _5"></span>działalności), <span class="_ _5"></span>jakościowych<span class="_ _5"></span> </div><div class="t m0 x2 h9 y5a2 ff5 fs0 fc0 sc0 ls0 ws0">obejmuje ta<span class="_ _5"></span>k<span class="_ _7"></span>że wpł<span class="_ _5"></span>y<span class="_ _7"></span>wu na <span class="_ _5"></span>ś<span class="_ _7"></span>rodowisko nat<span class="_ _1"></span>uralne <span class="_ _1"></span>oraz kwe<span class="_ _1"></span>sti<span class="ff2">e pracownicze. <span class="_ _5"></span>Nasi dostawcy z<span class="_ _5"></span>obligowani </span></div><div class="t m0 x2 h9 y5a3 ff5 fs0 fc0 sc0 ls0 ws0">są <span class="_ _10"> </span>do <span class="_ _10"> </span>przestrzega<span class="_ _5"></span>nia <span class="_ _10"> </span>k<span class="_ _7"></span>odeksów <span class="_ _d"> </span>etyki <span class="_ _10"> </span>i <span class="_ _10"> </span>polityk <span class="_ _10"> </span>wypracow<span class="_ _1"></span>anych <span class="_ _10"> </span>w <span class="_ _d"> </span>spółkach <span class="_ _10"> </span>Grupy <span class="_ _10"> </span>zawierających<span class="_ _5"></span> </div><div class="t m0 x2 h9 y5a4 ff5 fs0 fc0 sc0 ls0 ws0">wymagania dotycząc<span class="_ _5"></span>e m.in.:<span class="ff2"> </span></div><div class="t m0 x33 h9 y694 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">respektowa<span class="_ _5"></span>nia i realizacji przepisów praw<span class="_ _1"></span>a pracy regul<span class="_ _5"></span>ujących zasady BHP,<span class="ff2"> </span></span></span></div><div class="t m0 x33 h9 y21b ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">przestrz<span class="_ _1"></span>egania przepisów z<span class="_ _5"></span>akazujących stosowanie mo<span class="_ _5"></span>bbingu<span class="ff2">, </span></span></span></div><div class="t m0 x33 h9 y695 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">szanowania<span class="_ _1"></span> wolności zrze<span class="_ _5"></span>s<span class="_ _7"></span>zania<span class="ff2">, </span></span></span></div><div class="t m0 x33 h9 y696 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">zakazu <span class="_ _f"> </span>pracy <span class="_ _16"> </span>młodociany<span class="_ _1"></span>ch <span class="_ _16"> </span>(w <span class="_ _16"> </span>wieku <span class="_ _f"> </span>niższym <span class="_ _16"> </span>niż <span class="_ _f"> </span>wskazano <span class="_ _16"> </span>w <span class="_ _16"> </span>obowiązują<span class="_ _5"></span>cy<span class="_ _7"></span>ch <span class="_ _16"> </span>aktach </span></span></div><div class="t m0 x38 h9 y697 ff2 fs0 fc0 sc0 ls0 ws0">prawnych), </div><div class="t m0 x33 h9 y1a ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">przestrz<span class="_ _1"></span>eganie obowią<span class="_ _1"></span>zujących przepisów p<span class="_ _5"></span>rawnych i regulacji dotyczących<span class="_ _5"></span> środowiska,<span class="_ _7"></span><span class="ff2"> </span></span></span></div><div class="t m0 x33 h9 yb7 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">posiadani<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _15"></span>w<span class="_ _1"></span>ymaganych <span class="_ _23"></span>przez <span class="_ _15"></span>obowią<span class="_ _1"></span>zujące <span class="_ _23"></span>przepisy <span class="_ _23"></span>pr<span class="_ _7"></span>awa <span class="_ _23"></span>pozwoleń <span class="_ _23"></span>dotyczących <span class="_ _15"></span>oc<span class="_ _1"></span>hrony </span></span></div><div class="t m0 x38 h9 y222 ff5 fs0 fc0 sc0 ls0 ws0">środowiska,<span class="ff2"> </span></div><div class="t m0 x33 h9 y698 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">działa<span class="_ _1"></span>nia podejmowane w c<span class="_ _5"></span>elu redukcji zużycia surowc<span class="_ _5"></span>ów i zasobów<span class="ff2">, </span></span></span></div><div class="t m0 x33 h9 y699 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">wymogów<span class="_ _1"></span> <span class="_ _7"></span>w <span class="_ _7"></span>zakresi<span class="_ _1"></span>e <span class="_ _7"></span>zgodności z <span class="_ _7"></span>polityką antykorupcyjną danej spółki i <span class="_ _7"></span>wprowadzenie klauzul </span></span></div><div class="t m0 x38 h9 y69a ff2 fs0 fc0 sc0 ls0 ws0">antykorupcyjnych.<span class="_ _1"></span> </div><div class="t m0 x2 h9 y69b ff5 fs0 fc0 sc0 ls0 ws0">Ze  wzgl<span class="_ _5"></span>ę<span class="_ _7"></span>du <span class="_ _c"> </span>na  odmienny <span class="_ _c"> </span>zakres  i <span class="_ _c"> </span>strukturę  od<span class="_ _5"></span>działywania <span class="_ _c"> </span>na  środowisko <span class="_ _c"> </span>poszczególne <span class="_ _c"> </span>Spółki  nie </div><div class="t m0 x2 h9 y69c ff5 fs0 fc0 sc0 ls0 ws0">prowadzą id<span class="_ _5"></span>e<span class="_ _7"></span>ntycznej <span class="_ _1"></span>polityki zarządza<span class="_ _1"></span>nia obsza<span class="_ _1"></span>rem śr<span class="_ _1"></span>odowiskowym. <span class="_ _5"></span>N<span class="_ _7"></span>iemniej <span class="_ _1"></span>utworzone prz<span class="_ _1"></span>ez Spółki<span class="_ _5"></span> </div><div class="t m0 x2 h9 ybe ff5 fs0 fc0 sc0 ls0 ws0">Grupy <span class="_ _2"> </span>indywidualne <span class="_ _2"> </span>polityki <span class="_ _2"> </span>środowiskowe <span class="_ _2"> </span>są <span class="_ _13"> </span>zbieżne <span class="_ _2"> </span>i <span class="_ _13"> </span>koncentrują <span class="_ _13"> </span>się <span class="_ _2"> </span>na <span class="_ _13"> </span>minimalizow<span class="_ _1"></span>aniu </div><div class="t m0 x2 h9 y447 ff5 fs0 fc0 sc0 ls0 ws0">negatywnego <span class="_ _d"> </span>wpły<span class="_ _7"></span>wu <span class="_ _10"> </span>na <span class="_ _d"> </span>środowisko <span class="_ _10"> </span>oraz <span class="_ _10"> </span>efektywnym <span class="_ _10"> </span>gospodarowa<span class="_ _5"></span>niu <span class="_ _10"> </span>surowcami, <span class="_ _10"> </span>materiałami </div><div class="t m0 x2 h9 y69d ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">paliwami. <span class="_ _23"></span>Wytyczne <span class="_ _23"></span>tychże <span class="_ _23"></span>polityk <span class="_ _23"></span>adekwatni<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _23"></span>przenoszone <span class="_ _1c"></span>s<span class="_ _7"></span>ą <span class="_ _23"></span>przez <span class="_ _23"></span>Spółki <span class="_ _23"></span>również <span class="_ _23"></span>na <span class="_ _23"></span>dostawców </span></div><div class="t m0 x2 h9 y66b ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">obrębie łańcucha wa<span class="_ _5"></span>rtości<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y69e ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _e"></span>Grupy <span class="_ _1c"></span>kwalifikują <span class="_ _e"></span>dostawców <span class="_ _1c"></span>w <span class="_ _e"></span>oparciu <span class="_ _1c"></span>m.in. <span class="_ _1c"></span>o <span class="_ _1c"></span>systemy <span class="_ _e"></span>zarządzania <span class="_ _e"></span>ISO9001, <span class="_ _1c"></span>14000, <span class="_ _e"></span>450001, </div><div class="t m0 x2 h9 y69f ff5 fs0 fc0 sc0 ls0 ws0">50001, IATF16<span class="_ _1"></span>949. Dostawcy st<span class="_ _1"></span>rategiczni są r<span class="_ _1"></span>egularnie audytowa<span class="_ _5"></span>ni co pozwala na weryfikację <span class="_ _1"></span>realizacji<span class="_ _1"></span> </div><div class="t m0 x2 h9 y6a0 ff5 fs0 fc0 sc0 ls0 ws0">oczekiwań <span class="_ _5"></span>Grupy co <span class="_ _5"></span>do standard<span class="_ _1"></span>ów w<span class="_ _1"></span>spółpracy. <span class="_ _1"></span>Wyniki <span class="_ _5"></span>audyt<span class="_ _7"></span>ów <span class="_ _5"></span>pozwalają okr<span class="_ _1"></span>eślić, <span class="_ _1"></span>którymi ob<span class="_ _5"></span>s<span class="_ _7"></span>zarami<span class="_ _5"></span> </div><div class="t m0 x2 h9 y6a1 ff5 fs0 fc0 sc0 ls0 ws0">dostawca <span class="_ _15"> </span>powinien <span class="_ _15"> </span>s<span class="_ _7"></span>ię <span class="_ _15"> </span>zająć <span class="_ _15"> </span>w <span class="_ _c"> </span>celu <span class="_ _15"> </span>s<span class="_ _7"></span>pełnienia <span class="_ _15"> </span>wymagań <span class="_ _15"> </span>Grupy <span class="_ _c"> </span>(spółki <span class="_ _15"> </span>zależnej). <span class="_ _15"> </span>Podczas <span class="_ _15"> </span>audytów </div><div class="t m0 x2 h9 y652 ff5 fs0 fc0 sc0 ls0 ws0">monitorowane są ta<span class="_ _5"></span>kże <span class="ff2">s<span class="_ _7"></span>tatusy </span>wdr<span class="_ _1"></span>ożeń ewentual<span class="_ _1"></span>nych zalece<span class="_ _1"></span>ń dotyczących dzia<span class="_ _1"></span>łań korygują<span class="_ _1"></span>cych.<span class="ff2"> </span></div><div class="t m0 x2 h9 y6a2 ff5 fs0 fc0 sc0 ls0 ws0">U naszych dosta<span class="_ _1"></span>wców ocenia<span class="_ _1"></span>my m.in.:<span class="ff2"> </span></div><div class="t m0 x33 h9 y6a3 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">zgodność c<span class="_ _5"></span>e<span class="_ _7"></span>n z zawartymi <span class="_ _1"></span>kontraktami<span class="_ _1"></span>,<span class="ff2"> </span></span></span></div><div class="t m0 x33 h9 y6a4 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">kompletn<span class="_ _1"></span>ość i terminowo<span class="_ _1"></span>ść dostaw<span class="ff2">, </span></span></span></div><div class="t m0 x33 h9 y6a5 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">jakość dostaw<span class="_ _5"></span><span class="ff2">, </span></span></span></div><div class="t m0 x33 h9 y6a6 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">ilość reklamacj<span class="_ _1"></span>i i reakcje<span class="_ _1"></span> na reklamacje ja<span class="_ _1"></span>kościowe<span class="ff2">, </span></span></span></div><div class="t m0 x33 h9 y6a7 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">aspekt<span class="_ _1"></span>y środowiskowe<span class="ff2">, </span></span></span></div><div class="t m0 x33 h9 y268 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">kwestie <span class="_ _1"></span>przestrzegania <span class="_ _5"></span>pr<span class="_ _7"></span>aw pracowni<span class="_ _5"></span>k<span class="_ _7"></span>ów<span class="ff2">. </span></span></span></div><div class="t m0 x2 h9 y6a8 ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _c"> </span>grupy <span class="_ _c"> </span>nie  pozy<span class="_ _5"></span>s<span class="_ _7"></span>kują <span class="_ _c"> </span>materiałów <span class="_ _c"> </span>z  DRK <span class="_ _c"> </span>nie <span class="_ _c"> </span>kupują <span class="_ _c"> </span>surowców, <span class="_ _c"> </span>podzespołów <span class="_ _c"> </span>ani  materiałów,<span class="_ _1"></span> </div><div class="t m0 x2 h9 y691 ff2 fs0 fc0 sc0 ls0 ws0">o <span class="ff5">których <span class="_ _5"></span>wiadomo<span class="_ _5"></span>,<span class="_ _7"></span> <span class="_ _5"></span>że <span class="_ _5"></span>pochodzą<span class="_ _1"></span> <span class="_ _5"></span>z <span class="_ _5"></span>materiałów <span class="_ _3"></span>pochodzących <span class="_ _3"></span>z <span class="_ _5"></span>konfliktów, <span class="_ _3"></span>które <span class="_ _5"></span>bezpośrednio<span class="_ _1"></span> <span class="_ _5"></span>finansują </span></div><div class="t m0 x2 h9 y6a9 ff5 fs0 fc0 sc0 ls0 ws0">lub <span class="_ _15"> </span>przynoszą <span class="_ _15"> </span>k<span class="_ _7"></span>orzyści <span class="_ _15"> </span>grupom <span class="_ _15"> </span>zbrojnym <span class="_ _c"> </span>w <span class="_ _15"> </span>DRK <span class="_ _c"> </span>lub <span class="_ _15"> </span>sąsiednim <span class="_ _c"> </span><span class="ff2">kraj<span class="lsb">om</span></span>. <span class="_ _15"> </span>Od <span class="_ _c"> </span>dosta<span class="_ _1"></span>wców <span class="_ _15"> </span>oczekujemy </div><div class="t m0 x2 h9 y6aa ff5 fs0 fc0 sc0 ls0 ws0">oświadczenia, ż<span class="_ _1"></span>e dostarczaj<span class="_ _1"></span>ą materiały nie p<span class="_ _1"></span>ochodzące ze w<span class="_ _1"></span>skazanego obsza<span class="_ _1"></span>ru.<span class="ff2"> </span></div><div class="t m0 x2 h9 y6ab ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x3a y209 w53 h38"><div class="t m0 x4 h5 y175 ff4 fs2 fc10 sc0 ls0 ws0">ŁAŃCUCH DOSTAW<span class="ff3"> </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 x0 yc w50 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">62</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">Zakup <span class="_ _e"></span>surowców <span class="_ _e"></span>i <span class="_ _e"></span>materiał<span class="_ _1"></span>ów <span class="_ _e"></span>pochodzących <span class="_ _e"></span>od <span class="_ _e"></span>dosta<span class="_ _1"></span>wców <span class="_ _e"></span>krajowych <span class="_ _e"></span>wyniósł <span class="_ _e"></span>w <span class="_ _e"></span>2023 <span class="_ _7"></span>ro<span class="_ _7"></span>ku <span class="_ _e"></span>ok. <span class="_ _e"></span>74%, </div><div class="t m0 x2 h9 y5a1 ff5 fs0 fc0 sc0 ls0 ws0">dostawcy z pozosta<span class="_ _1"></span>łych krajów Eur<span class="_ _5"></span>opy stanowili ok. 20% a do<span class="_ _5"></span>s<span class="_ _7"></span>tawcy z inn<span class="_ _1"></span>ych kontynentów <span class="_ _1"></span>ok. 6%.<span class="ff2">  </span></div><div class="t m0 xc9 h9 y5d1 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y465 ff2 fs0 fc0 sc0 ls0 ws0">Liczba <span class="_ _5"></span><span class="ff5">najważniejszych <span class="_ _3"></span>dostawców <span class="_ _5"></span>krajowych <span class="_ _5"></span>wyniosła<span class="ff2"> <span class="_ _3"></span>3<span class="_ _7"></span>24 <span class="_ _5"></span><span class="ff5">w <span class="_ _5"></span>2023 <span class="_ _5"></span>roku, <span class="_ _5"></span>dostawcy <span class="_ _3"></span>z pozosta<span class="_ _1"></span>łych <span class="_ _5"></span>krajów </span></span></span></div><div class="t m0 x2 h9 y41f ff2 fs0 fc0 sc0 ls0 ws0">Europy to <span class="ls15">86</span> <span class="lsc">a </span>liczba dostaw<span class="_ _1"></span>c<span class="ff5 lsb">ów</span> <span class="ff5">z innych kontyn<span class="_ _1"></span>entów <span class="ff2">to 19.  </span></span></div><div class="t m0 x5f h9 y6ac ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y66c ff5 fs0 fc0 sc0 ls0 ws0">Głównym <span class="_ _23"></span>surowcem, <span class="_ _23"></span>który <span class="_ _23"></span>zakupują <span class="_ _23"></span>i <span class="_ _23"></span>zużywają <span class="_ _23"></span>spółki <span class="_ _23"></span>Grupy <span class="_ _15"></span>stanowi <span class="_ _1c"></span>stal <span class="_ _23"></span>i <span class="_ _15"></span>za <span class="_ _23"></span>2023 <span class="_ _23"></span>rok <span class="_ _15"></span>zuż<span class="_ _1"></span>ycie <span class="_ _23"></span>stali </div><div class="t m0 x2 h9 y49 ff5 fs0 fc0 sc0 ls0 ws0">stanowiło 78% za<span class="_ _1"></span>kupu wszystkich <span class="_ _5"></span>s<span class="_ _7"></span>urowców i mat<span class="_ _1"></span>eriałów (72% za<span class="_ _1"></span> 2022 rok).<span class="ff2"> </span></div><div class="t m0 xca h9 y454 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y6ad ff5 fs0 fc0 sc0 ls0 ws0">W 2024 roku<span class="_ _5"></span> G<span class="_ _7"></span>rupa b<span class="_ _1"></span>ędzie kontynuowa<span class="_ _5"></span>ła współpracę z <span class="ff2">dostawcami,<span class="_ _1"></span> <span class="ff5">aby monitoro<span class="_ _1"></span>wać realizację c<span class="_ _5"></span>elów </span></span></div><div class="t m0 x2 h9 y60a ff5 fs0 fc0 sc0 ls0 ws0">związanych <span class="_ _c"> </span>z <span class="_ _c"> </span>zrównoważo<span class="_ _5"></span>nym <span class="_ _c"> </span>rozwojem, <span class="_ _c"> </span>podnosić <span class="_ _c"> </span>świadomo<span class="_ _1"></span>ść <span class="_ _c"> </span>w <span class="_ _c"> </span>celu <span class="_ _c"> </span>zmniejszenia <span class="_ _c"> </span>negat<span class="_ _1"></span>ywnego </div><div class="t m0 x2 h9 y6ae ff5 fs0 fc0 sc0 ls0 ws0">wpływu <span class="_ _c"> </span>środowisko<span class="_ _1"></span> <span class="_ _c"> </span>będzie <span class="_ _c"> </span>również <span class="_ _c"> </span>promować <span class="_ _c"> </span>i<span class="_ _1"></span>nicjatywy <span class="_ _c"> </span>z <span class="_ _c"> </span>obszaru <span class="_ _15"> </span>ESG <span class="_ _c"> </span>mające <span class="_ _c"> </span>pozytywny <span class="_ _c"> </span>wpływ<span class="_ _1"></span> </div><div class="t m0 x2 h9 y6af ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> <span class="ff5">łańcuch dosta<span class="_ _1"></span>w.<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y6b0 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2a"> </span> </div></div><div class="c x3 y6b1 w54 h64"><div class="t m0 xcb h59 y6b2 ff1 fs1 fca sc0 ls26 ws0">74%</div><div class="t m0 x9c h59 y6b3 ff1 fs1 fca sc0 ls26 ws0">21%</div><div class="t m0 x9d h59 y6b4 ff1 fs1 fca sc0 ls26 ws0">5%</div><div class="t m0 x7e h2 y3fb ff8 fs0 fcc sc0 ls0 ws0">Zakup surowców <span class="_ _1"></span>za 2022</div><div class="t m0 xcc h59 y6b5 ff1 fs1 fcc sc0 ls0 ws0">Polska<span class="_ _3c"> </span><span class="ls30">UE<span class="_ _3b"> </span></span>z poza UE</div></div><div class="c xcd y6b1 w55 h64"><div class="t m0 x9f h59 y215 ff1 fs1 fca sc0 ls26 ws0">74%</div><div class="t m0 x43 h59 y6b6 ff1 fs1 fca sc0 ls26 ws0">20%</div><div class="t m0 x7a h59 y6b7 ff1 fs1 fca sc0 ls26 ws0">6%</div><div class="t m0 x47 h2 y3fb ff8 fs0 fcc sc0 ls0 ws0">Zakup surowców <span class="_ _1"></span>za 2023</div><div class="t m0 x17 h59 y6b5 ff1 fs1 fcc sc0 ls0 ws0">Polska<span class="_ _3c"> </span><span class="ls30">UE<span class="_ _3b"> </span></span>z poza UE</div></div><div class="c xce y6b8 w54 h65"><div class="t m0 xcf h59 y6b9 ff1 fs1 fca sc0 ls26 ws0">344</div><div class="t m0 xd0 h59 y6ba ff1 fs1 fca sc0 ls26 ws0">87</div><div class="t m0 x7a h59 y6bb ff1 fs1 fca sc0 ls26 ws0">20</div><div class="t m0 x3e h66 y6bc ff8 fsd fcc sc0 ls0 ws0">Liczba d<span class="_ _1"></span>ostawców 2022</div><div class="t m0 xcc h59 y6bd ff1 fs1 fcc sc0 ls0 ws0">Polska<span class="_ _3c"> </span><span class="ls31">UE<span class="_ _3b"> </span></span>z poza UE</div></div><div class="c x1c y6b8 w54 h67"><div class="t m0 xd1 h59 y6be ff1 fs1 fca sc0 ls26 ws0">324</div><div class="t m0 x4b h59 y6bf ff1 fs1 fca sc0 ls26 ws0">86</div><div class="t m0 xb h59 y6c0 ff1 fs1 fca sc0 ls26 ws0">19</div><div class="t m0 x4d h66 y3fb ff8 fsd fcc sc0 ls0 ws0">Liczba d<span class="_ _1"></span>ostawców 2023</div><div class="t m0 xcc h59 y6bd ff1 fs1 fcc sc0 ls0 ws0">Polska<span class="_ _3c"> </span><span class="ls30">UE<span class="_ _3b"> </span></span>z poza UE</div></div><div class="c xd2 y6c1 w56 h68"><div class="t m2 x98 h59 y6c2 ff1 fs1 fca sc0 ls26 ws0">47 246 </div><div class="t m2 xc2 h59 y6c3 ff1 fs1 fca sc0 ls26 ws0">4 574 </div><div class="t m2 xd3 h59 y6c4 ff1 fs1 fca sc0 ls26 ws0">1 437 </div><div class="t m2 xd4 h59 y6c5 ff1 fs1 fca sc0 ls26 ws0">2 328 </div><div class="t m2 x51 h59 y6c6 ff1 fs1 fca sc0 ls26 ws0">1 988 </div><div class="t m2 xd5 h59 y6c7 ff1 fs1 fca sc0 ls26 ws0">2 685 </div><div class="t m2 x7a h59 y6c8 ff1 fs1 fca sc0 ls26 ws0">53 068 </div><div class="t m2 xd6 h59 y6c9 ff1 fs1 fca sc0 ls26 ws0">6 509 </div><div class="t m2 xd7 h59 y6ca ff1 fs1 fca sc0 ls26 ws0">2 077 </div><div class="t m2 xd8 h59 y6cb ff1 fs1 fca sc0 ls26 ws0">5 936 </div><div class="t m2 xd9 h59 y6cc ff1 fs1 fca sc0 ls26 ws0">3 086 </div><div class="t m2 x20 h59 y6cd ff1 fs1 fca sc0 ls26 ws0">3 169 </div><div class="t m0 x64 h59 y6ce ff1 fs1 fcc sc0 ls31 ws0"> -</div><div class="t m0 xe h59 y6cf ff1 fs1 fcc sc0 ls0 ws0"> 20 000</div><div class="t m0 xe h59 y6d0 ff1 fs1 fcc sc0 ls0 ws0"> 40 000</div><div class="t m0 xe h59 y6d1 ff1 fs1 fcc sc0 ls0 ws0"> 60 000</div><div class="t m0 xe h59 y72 ff1 fs1 fcc sc0 ls0 ws0"> 80 000</div><div class="t m0 xda h59 y6d2 ff1 fs1 fcc sc0 ls0 ws0">Stal<span class="_ _3d"> </span><span class="ff8">Złom<span class="_ _3e"> </span></span>Koks<span class="_ _3f"> </span><span class="ff8">Żeliwo<span class="_ _40"> </span></span>Drewno<span class="_ _41"> </span>Inne</div><div class="t m0 x2f h2 y6d3 ff8 fs0 fcc sc0 ls0 ws0">Zużycie materiałów <span class="_ _5"></span>i surowców</div><div class="t m0 xdb h69 y6d4 ffc fsa fcc sc0 ls0 ws0">[w tonach]</div><div class="t m0 xdb h59 y6d5 ff1 fs1 fcc sc0 ls26 ws0">2023<span class="_ _42"> </span>2022</div></div><div class="c xdc y6d6 w57 h18"><div class="t m0 x4 h5 y92 ff4 fs2 fc10 sc0 ls0 ws0">ŁAŃCUCH DOSTAW<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf3f" class="pf w0 h0" ><div class="pc pc3f w0 h0"><img class="bi x0 yc w50 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">63</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y17f ff2 fs2 fc2 sc2 ls3 ws0">8.<span class="ff6 sc0 ls0"> <span class="_ _b"> </span><span class="ff5 sc2">Zarządzanie ryzykiem<span class="ff2"> </span></span></span></div><div class="t m0 x1c h9 y2f7 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6d7 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6d8 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6d9 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6da ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6db ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y6dc ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y546 ff7 fs0 fc0 sc0 ls0 ws0">GRI: 2-<span class="ls1">25</span><span class="ff2"> </span></div><div class="t m0 x2 hd y6dd ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y6de ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y221 ff5 fs0 fc0 sc0 ls0 ws0">Mangata Holding S.A. <span class="_ _7"></span>monitoruje ryzyka w <span class="_ _7"></span>otoczeniu zewnętrznym i <span class="_ _e"></span>wewn<span class="_ _1"></span>ętrznym Grupy, które mo<span class="_ _7"></span>gą </div><div class="t m0 x2 h9 y60f ff5 fs0 fc0 sc0 ls0 ws0">mieć <span class="_ _2"> </span>istotny<span class="_ _1"></span> <span class="_ _1d"> </span>wpływ <span class="_ _2"> </span>na <span class="_ _16"> </span>s<span class="_ _7"></span>ytuację <span class="_ _1d"> </span>Grupy <span class="_ _1d"> </span>jako <span class="_ _1d"> </span>całości <span class="_ _2"> </span>i <span class="_ _1d"> </span>poszczególnych <span class="_ _16"> </span>spółek <span class="_ _2"> </span>Grupy. <span class="_ _1d"> </span>Dotyczy </div><div class="t m0 x2 h9 y6df ff2 fs0 fc0 sc0 ls13 ws0">to<span class="ls0"> w <span class="ff5">szczególności <span class="_ _d"> </span>ryzyk <span class="_ _d"> </span>finansowych, <span class="_ _10"> </span>rynkow<span class="_ _5"></span>y<span class="_ _7"></span>ch <span class="_ _10"> </span>or<span class="_ _1"></span>az <span class="_ _d"> </span>pr<span class="_ _7"></span>awnych. <span class="_ _d"> </span>Po <span class="_ _10"> </span>raz <span class="_ _d"> </span>pierwszy <span class="_ _d"> </span>ryzyka <span class="_ _10"> </span>zostały<span class="_ _5"></span> </span></span></div><div class="t m0 x2 h9 y6e0 ff5 fs0 fc0 sc0 ls0 ws0">kompleksowo prz<span class="_ _1"></span>edstawione zewnętrzny<span class="_ _1"></span>m interesariuszom w prospekcie<span class="_ _1"></span> emisyjnym Spółki i kolejnych<span class="_ _1"></span> </div><div class="t m0 x2 h9 y6e1 ff5 fs0 fc0 sc0 ls0 ws0">memorandach <span class="_ _7"></span>informacyjn<span class="_ _1"></span>ych <span class="_ _7"></span>Spółki, <span class="_ _7"></span>są <span class="_ _e"></span>one <span class="_ _7"></span>podsumowywan<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _e"></span>w <span class="_ _7"></span>każdym raporcie <span class="_ _7"></span>rocznym. <span class="_ _7"></span>Ponadto, </div><div class="t m0 x2 h9 y6e2 ff5 fs0 fc0 sc0 ls0 ws0">w miarę koniecz<span class="_ _1"></span>ności, ryzyka<span class="_ _1"></span> te są omawian<span class="_ _1"></span>e także w ra<span class="_ _1"></span>portach okresowyc<span class="_ _5"></span>h.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y306 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y6e3 ff5 fs0 fc0 sc0 ls0 ws0">Jednocześnie  Ma<span class="_ _5"></span>ngata  Holding  S.A. <span class="_ _c"> </span>mo<span class="_ _7"></span>nitoruj<span class="_ _1"></span>e  ryzyka<span class="_ _1"></span>  związa<span class="_ _1"></span>ne  z  działal<span class="_ _1"></span>nością  Grupy  w <span class="_ _c"> </span>obszarze </div><div class="t m0 x2 h9 y27d ff5 fs0 fc0 sc0 ls0 ws0">społecznym <span class="_ _1c"></span>i <span class="_ _1c"></span><span class="ff2">-</span>środowiskowym, <span class="_ _1c"></span>z <span class="_ _1c"></span>uwagi <span class="_ _1c"></span>na <span class="_ _1c"></span>istotność <span class="_ _1c"></span>tych <span class="_ _1c"></span>zagadnień. <span class="_ _1c"></span>Do <span class="_ _1c"></span>istotnych <span class="_ _1c"></span>zidentyfikowan<span class="_ _5"></span>y<span class="_ _7"></span>ch </div><div class="t m0 x2 h9 y6e4 ff5 fs0 fc0 sc0 ls0 ws0">ryzyk, które mogą<span class="_ _1"></span> wystąpić w<span class="_ _1"></span> Grupie, należy za<span class="_ _1"></span>liczyć: <span class="ff2"> </span></div><div class="t m0 x2 h9 y6e5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y6e6 ff5 fs0 fc0 sc1 ls0 ws0">W obszarze środowi<span class="_ _1"></span>skowym<span class="ff2 sc0 ls32">: <span class="ls0"> </span></span></div><div class="t m0 x2 h9 y7c ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xdd y6e7 w58 h6a"><div class="t m0 x13 h9 y6e8 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _27"> </span><span class="ff5">związane <span class="_ _1a"> </span>z <span class="_ _27"> </span>wytwarzaniem <span class="_ _27"> </span>odpadów<span class="_ _5"></span> </span></div><div class="t m0 x13 h9 y275 ff2 fs0 fc0 sc0 ls0 ws0">niebezpieczn<span class="_ _1"></span>ych </div></div><div class="c x1c y5e7 w58 h6b"><div class="t m0 x13 h9 y6e9 ff2 fs0 fc0 sc0 ls0 ws0">Grupa  stale  doskonali  procesy <span class="_ _b"> </span>produkcyjn<span class="_ _1"></span>e  co </div><div class="t m0 x13 h9 y6ea ff5 fs0 fc0 sc0 ls0 ws0">wspiera <span class="_ _34"> </span>redukcję <span class="_ _1b"> </span>w<span class="_ _5"></span>y<span class="_ _7"></span>twarzania <span class="_ _34"> </span>odpadów. </div><div class="t m0 x13 h9 y6eb ff5 fs0 fc0 sc0 ls0 ws0">Jednocześnie<span class="_ _1"></span> <span class="_ _3a"> </span>sp<span class="_ _1"></span>ółki <span class="_ _43"> </span>grupy <span class="_ _43"> </span>optymal<span class="_ _5"></span>izują </div><div class="t m0 x13 h9 y6ec ff5 fs0 fc0 sc0 ls0 ws0">wykorzystanie <span class="_ _23"></span>materiałów <span class="_ _15"></span>a <span class="_ _15"></span>także <span class="_ _15"></span>w <span class="_ _23"></span>pr<span class="_ _7"></span>zypadku </div><div class="t m0 x13 h9 y6e8 ff5 fs0 fc0 sc0 ls0 ws0">części <span class="_ _26"> </span>chłodziw <span class="_ _26"> </span>dokonują<span class="_ _1"></span> <span class="_ _26"> </span>ich <span class="_ _26"> </span>re<span class="_ _7"></span>generacji <span class="_ _27"> </span>i </div><div class="t m0 x13 h9 y275 ff2 fs0 fc0 sc0 ls0 ws0">ponownego wy<span class="_ _1"></span>korzystania </div></div><div class="c xdd y5e7 w58 h6c"><div class="t m0 x13 h9 y6ed ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _1b"> </span>zwi<span class="_ _1"></span>ązane <span class="_ _1b"> </span>z <span class="_ _34"> </span>utylizacją <span class="_ _1b"> </span>odpadów<span class="_ _1"></span> </div><div class="t m0 x13 h9 y6ee ff5 fs0 fc0 sc0 ls0 ws0">powstających <span class="_ _5"></span>w procesac<span class="_ _1"></span>h produkc<span class="_ _5"></span>y<span class="_ _7"></span>jnych <span class="_ _1"></span>Spółek<span class="ff2"> </span></div></div><div class="c xdd y6ef w58 h6d"><div class="t m0 x13 h9 y6f0 ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _5"></span>związane <span class="_ _5"></span>z <span class="_ _5"></span>emisją <span class="_ _5"></span>gazów <span class="_ _5"></span>cieplarnianych <span class="_ _5"></span>w </div><div class="t m0 x13 h9 y6f1 ff5 fs0 fc0 sc0 ls0 ws0">wyniku procesów<span class="_ _5"></span> p<span class="_ _7"></span>rodukcyjnych<span class="ff2"> </span></div></div><div class="c x1c y6ef w58 h6d"><div class="t m0 x13 h9 y6f0 ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _1"></span>wdraża <span class="_ _5"></span>ro<span class="_ _7"></span>związania<span class="_ _1"></span> s<span class="_ _1"></span>łużące r<span class="_ _1"></span>edukcji <span class="_ _5"></span>emis<span class="_ _7"></span>ji </div><div class="t m0 x13 h9 y6f1 ff5 fs0 fc0 sc0 ls0 ws0">gazów <span class="_ _18"> </span>cieplarnianych. <span class="_ _a"> </span>W <span class="_ _11"> </span>ramach <span class="_ _18"> </span>strategii </div><div class="t m0 x13 h9 y6f2 ff5 fs0 fc0 sc0 ls0 ws0">wypracowano <span class="_ _15"></span>inicjatyw<span class="_ _5"></span>y<span class="_ _7"></span> <span class="_ _15"> </span>służące <span class="_ _15"> </span>redukcji <span class="_ _15"></span>emisji<span class="_ _1"></span> </div><div class="t m0 x13 h9 y277 ff2 fs0 fc0 sc0 ls0 ws0">na lata 2025-20<span class="_ _1"></span>30 </div></div><div class="c xdd y6f3 w58 h6e"><div class="t m0 x13 h9 y6f4 ff2 fs0 fc0 sc0 ls0 ws0">R<span class="ff5">yzyko <span class="_ _f"> </span>związane <span class="_ _f"> </span>z <span class="_ _f"> </span>hała<span class="_ _1"></span>sem <span class="_ _f"> </span>występującym <span class="_ _20"> </span>w </span></div><div class="t m0 x13 h9 y6eb ff2 fs0 fc0 sc0 ls0 ws0">trakcie procesu <span class="_ _1"></span>produkcyjnego </div></div><div class="c x1c y6f3 w58 h6e"><div class="t m0 x13 h9 y6f4 ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _1d"> </span>eliminowane <span class="_ _1d"> </span>jest <span class="_ _1d"> </span>prze<span class="_ _7"></span>z <span class="_ _1d"> </span>modernizację </div><div class="t m0 x13 h9 y6eb ff5 fs0 fc0 sc0 ls0 ws0">stanowisk <span class="_ _e"></span>pracy <span class="_ _e"></span>(poprawa <span class="_ _e"></span>warunków) <span class="_ _e"></span>a <span class="_ _e"></span>także <span class="_ _1c"></span>w </div><div class="t m0 x13 h9 y6f1 ff2 fs0 fc0 sc0 ls0 ws0">uzasadnionyc<span class="_ _1"></span>h  przypadkach  zab<span class="_ _5"></span>e<span class="_ _7"></span>zpieczenie<span class="_ _1"></span>  hal </div><div class="t m0 x13 h9 y6f2 ff5 fs0 fc0 sc0 ls0 ws0">przed <span class="_ _23"></span>wydostawaniem <span class="_ _1c"></span>s<span class="_ _7"></span>ię <span class="_ _23"></span>hałasów <span class="_ _23"></span>na <span class="_ _23"></span>zewnątrz </div><div class="t m0 x13 h9 y275 ff5 fs0 fc0 sc0 ls0 ws0">zakładu<span class="ff2"> </span></div></div><div class="c xdd y6f5 w58 h42"><div class="t m0 x13 h9 y6f6 ff5 fs0 fc0 sc0 ls0 ws0">Wzrost <span class="_ _11"> </span>kosztów <span class="_ _18"> </span>związany <span class="_ _11"> </span>z <span class="_ _18"> </span>koniecznością </div><div class="t m0 x13 h9 y6f1 ff5 fs0 fc0 sc0 ls0 ws0">wdrożenia <span class="_ _27"> </span>rozwiązań <span class="_ _26"> </span>ograniczających<span class="_ _5"></span> <span class="_ _1f"> </span>emisje<span class="_ _1"></span> </div><div class="t m0 x13 h9 y6f2 ff5 fs0 fc0 sc0 ls0 ws0">gazów cieplarnian<span class="_ _1"></span>ych<span class="ff2"> </span></div></div><div class="c x1c y6f5 w58 h42"><div class="t m0 x13 h9 y6f6 ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"></span>dostosowuj<span class="_ _1"></span>e <span class="_ _7"></span>się <span class="_ _7"></span>do <span class="_ _7"></span>oczekiwań klientów <span class="_ _7"></span>w </div><div class="t m0 x13 h9 y6f1 ff5 fs0 fc0 sc0 ls0 ws0">obszarze <span class="_ _1f"> </span>redukcji <span class="_ _1f"> </span>śladu <span class="_ _1e"> </span>węglowego. <span class="_ _1f"> </span>Grupa </div><div class="t m0 x13 h9 y6f2 ff5 fs0 fc0 sc0 ls0 ws0">uwzględnia <span class="_ _5"></span>wzrost<span class="_ _1"></span>y <span class="_ _5"></span>kosztów <span class="_ _5"></span>wynikające <span class="_ _3"></span>z <span class="_ _1"></span>planów </div><div class="t m0 x13 h9 y275 ff5 fs0 fc0 sc0 ls0 ws0">redukcji <span class="_ _44"> </span>emisji <span class="_ _44"> </span>gazów <span class="_ _44"> </span>cieplarnia<span class="_ _1"></span>nych </div></div><div class="c x1b y6f7 w52 h27"><div class="t m0 x4 h5 y92 ff4 fs2 fc11 sc0 ls0 ws0">ZARZĄDZANIE RYZYKIEM<span class="ff3 fc12"> </span></div></div></div><div class="pi" ></div></div><div id="pf40" class="pf w0 h0" ><div class="pc pc40 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">64</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1c y6f8 w58 h6f"><div class="t m0 x13 h9 y6f1 ff5 fs0 fc0 sc0 ls0 ws0">jednocześnie <span class="_ _3"></span>na <span class="_ _3"></span>bieżąco <span class="_ _5"></span>anal<span class="_ _1"></span>izuje <span class="_ _5"></span>alternatywy<span class="_ _1"></span> <span class="_ _3"></span>dla </div><div class="t m0 x13 h9 y6e8 ff5 fs0 fc0 sc0 ls0 ws0">pozyskania <span class="_ _2d"> </span>zielonych <span class="_ _1b"> </span>źródeł <span class="_ _2d"> </span>energii <span class="_ _2d"> </span>w </div><div class="t m0 x13 h9 y275 ff2 fs0 fc0 sc0 ls0 ws0">optymalnych koszt<span class="_ _1"></span>ach.  </div></div><div class="c xdd y6f9 w58 h70"><div class="t m0 x13 h9 y6fa ff5 fs0 fc0 sc0 ls0 ws0">Gospodarka <span class="_ _1c"></span>obiegu <span class="_ _1c"></span>zamkniętego <span class="_ _23"></span>–<span class="ff2"> <span class="_ _1c"></span>ograniczenie </span></div><div class="t m0 x13 h9 y6fb ff5 fs0 fc0 sc0 ls0 ws0">dostępności su<span class="_ _1"></span>rowców<span class="ff2"> </span></div></div><div class="c x1c y6f9 w58 h70"><div class="t m0 x13 h9 y6fa ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _5"></span>Grupy w<span class="_ _5"></span> procesach <span class="_ _5"></span>produkcji <span class="_ _1"></span>wykorzystują<span class="_ _5"></span> </div><div class="t m0 x13 h9 y6fb ff5 fs0 fc0 sc0 ls0 ws0">materiały <span class="_ _1c"></span>dos<span class="_ _7"></span>tarczane <span class="_ _1c"></span>z <span class="_ _23"></span>hut <span class="_ _15"></span>zlokali<span class="_ _1"></span>zowanych <span class="_ _1c"></span>na </div><div class="t m0 x13 h9 y6fc ff5 fs0 fc0 sc0 ls0 ws0">terenie <span class="_ _20"> </span>Europy <span class="_ _20"> </span>(głównie <span class="_ _20"> </span>Polska). <span class="_ _20"> </span>Wymogi <span class="_ _20"> </span>U<span class="_ _7"></span>E </div><div class="t m0 x13 h9 y6fd ff5 fs0 fc0 sc0 ls0 ws0">wpływają <span class="_ _42"> </span>na <span class="_ _42"> </span>zwiększeni<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _42"> </span>wykorzystania<span class="_ _1"></span> </div><div class="t m0 x13 h9 y6fe ff5 fs0 fc0 sc0 ls0 ws0">wyrobów <span class="_ _e"></span>ze <span class="_ _7"></span>stali <span class="_ _e"></span>z <span class="_ _e"></span>hut <span class="_ _7"></span>złomowych. <span class="_ _e"></span>Spółki <span class="_ _7"></span>Grupy </div><div class="t m0 x13 h9 y6ff ff5 fs0 fc0 sc0 ls0 ws0">dostosowywać <span class="_ _7"></span>będą <span class="_ _7"></span>się <span class="_ _7"></span>do <span class="_ _e"></span>wymagań <span class="_ _7"></span><span class="ff2">rynkowych </span></div><div class="t m0 x13 h9 y700 ff5 fs0 fc0 sc0 ls0 ws0">uwzględniając <span class="_ _24"> </span>dostępn<span class="_ _1"></span>e <span class="_ _24"> </span>na <span class="_ _1a"> </span>rynku <span class="_ _24"> </span>gatunki <span class="_ _1a"> </span>i </div><div class="t m0 x13 h9 y277 ff2 fs0 fc0 sc0 ls0 ws0">rodzaje stali. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y701 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y702 ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _1"></span>Grupy, w<span class="_ _1"></span> <span class="_ _5"></span>k<span class="_ _7"></span>tórych <span class="_ _5"></span>funkcjonują cert<span class="_ _1"></span>yfikowane <span class="_ _5"></span>systemy zarzą<span class="_ _1"></span>dzania <span class="_ _1"></span>ochroną <span class="_ _5"></span>środowiska, p<span class="_ _5"></span>rowadzą </div><div class="t m0 x2 h9 y703 ff5 fs0 fc0 sc0 ls0 ws0">politykę <span class="_ _c"> </span>zarządzania<span class="_ _1"></span> <span class="_ _c"> </span>środowi<span class="_ _1"></span>skowego. <span class="_ _c"> </span>Założ<span class="_ _1"></span>enia <span class="_ _c"> </span>tych <span class="_ _c"> </span>polityk, <span class="_ _15"> </span>ze <span class="_ _c"> </span>względu <span class="_ _c"> </span>na<span class="_ _1"></span> <span class="_ _c"> </span>charakter <span class="_ _c"> </span>działa<span class="_ _1"></span>lności, </div><div class="t m0 x2 h9 y704 ff5 fs0 fc0 sc0 ls8 ws0">są<span class="ff2 ls0"> <span class="ff5">odmienn<span class="_ _5"></span>e<span class="_ _7"></span> w poszczegól<span class="_ _5"></span>ny<span class="_ _7"></span>ch spółkach. <span class="_ _1"></span>Główne zało<span class="_ _1"></span>żenia re<span class="ff2">alizowanych polity<span class="_ _5"></span>k to:  </span></span></span></div><div class="t m0 x33 h9 y705 ffe fs0 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _28"> </span><span class="ff5">bieżące <span class="_ _d"> </span>identyfikowani<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _d"> </span>i <span class="_ _b"> </span>przestrzeganie <span class="_ _b"> </span>wszystkich  nor<span class="_ _7"></span>m <span class="_ _b"> </span>wynikających <span class="_ _b"> </span>z <span class="_ _d"> </span>obowiązujących<span class="_ _5"></span> </span></span></div><div class="t m0 x38 h9 y611 ff5 fs0 fc0 sc0 ls0 ws0">przepisów <span class="_ _c"> </span>prawa,  r<span class="_ _1"></span>egulacji,  w<span class="_ _1"></span>  szcz<span class="_ _5"></span>ególności  BH<span class="_ _1"></span>P  i <span class="_ _c"> </span>ochrony <span class="_ _c"> </span>środowiska,  któr<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _c"> </span>mają  wpływ<span class="_ _1"></span> </div><div class="t m0 x38 h9 y54c ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> otoczenie organiz<span class="_ _1"></span>acji,  </span></div><div class="t m0 x33 h9 yfc ffe fs0 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _28"> </span><span class="ff5">stałe <span class="_ _23"></span>doskonalenie<span class="_ _1"></span> <span class="_ _1c"></span>systemu <span class="_ _23"></span>zarządzania <span class="_ _1c"></span>w <span class="_ _1c"></span>celu <span class="_ _1c"></span>poprawy <span class="_ _e"></span>e<span class="_ _7"></span>fektów <span class="_ _1c"></span>działalności <span class="_ _1c"></span>dla <span class="_ _1c"></span>środowiska </span></span></div><div class="t m0 x38 h9 y706 ff5 fs0 fc0 sc0 ls0 ws0">pracy i środowis<span class="_ _1"></span>ka naturaln<span class="_ _1"></span>ego, <span class="ff2"> </span></div><div class="t m0 x33 h9 y707 ffe fs0 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _28"> </span><span class="ff5">identyfikacja <span class="_ _b"> </span>zagrożeń  mogących<span class="_ _1"></span> <span class="_ _b"> </span>mieć <span class="_ _b"> </span>wpływ  na  bezpieczeństwo  i <span class="_ _b"> </span>zdrowie  pracowników<span class="_ _1"></span>, </span></span></div><div class="t m0 x38 h9 y708 ff2 fs0 fc0 sc0 ls0 ws0">monitorowanie<span class="_ _1"></span>  oraz  zapobieganie  zdarzeniom<span class="_ _1"></span>  potencjalnie  wypadkow<span class="_ _1"></span>ym,  wypadkom  prz<span class="_ _1"></span>y </div><div class="t m0 x38 h9 y709 ff2 fs0 fc0 sc0 ls0 ws0">pracy, chorobom<span class="_ _1"></span> zawodowym,  </div><div class="t m0 x33 h9 y70a ffe fs0 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _28"> </span><span class="ff5">zapewnienie  och<span class="_ _1"></span>rony <span class="_ _c"> </span>środowiska, <span class="_ _31"> </span>w  ty<span class="_ _5"></span>m  zapobiegani<span class="_ _1"></span>e  zaniecz<span class="_ _5"></span>ys<span class="_ _7"></span>zczenio<span class="_ _1"></span>m,  w <span class="_ _c"> </span>szczególności<span class="_ _5"></span> </span></span></div><div class="t m0 x38 h9 y70b ff5 fs0 fc0 sc0 ls0 ws0">poprzez minimali<span class="_ _1"></span>zację wytwarza<span class="_ _1"></span>nych odpadów oraz<span class="_ _1"></span> substancji nie<span class="_ _1"></span>bezpiecznych.<span class="ff2"> </span></div><div class="t m0 x2 h9 y70c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y70d ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>ramach <span class="_ _e"></span>polityki <span class="_ _7"></span>środowiskowej <span class="_ _e"></span>spółki <span class="_ _7"></span>Grupy <span class="_ _e"></span>identyfikują <span class="_ _e"></span>aspekt<span class="_ _1"></span>y <span class="_ _e"></span>środowiskowe, <span class="_ _7"></span>którym <span class="_ _e"></span>podlegają,<span class="_ _5"></span> </div><div class="t m0 x2 h9 y70e ff5 fs0 fc0 sc0 ls0 ws0">opracowują <span class="_ _e"></span>matrycę <span class="_ _1c"></span>oceny <span class="_ _1c"></span>ryzyk <span class="_ _e"></span>środowiskowych<span class="ff2 fc8"> <span class="_ _1c"></span></span>oraz <span class="_ _1c"></span>programy <span class="_ _e"></span>minimalizacji <span class="_ _1c"></span>prawdopodobi<span class="_ _5"></span>e<span class="_ _7"></span>ństwa </div><div class="t m0 x2 h9 y70f ff5 fs0 fc0 sc0 ls0 ws0">materializacji<span class="_ _1"></span> <span class="_ _c"> </span>ryzyk. <span class="_ _c"> </span>Do <span class="_ _c"> </span>głównych <span class="_ _c"> </span>działań <span class="_ _c"> </span>w <span class="_ _c"> </span>tym <span class="_ _c"> </span>obszarze <span class="_ _c"> </span>należą <span class="_ _c"> </span>szkolenia<span class="_ _1"></span> <span class="_ _c"> </span>pracowników <span class="_ _c"> </span>z <span class="_ _c"> </span>zakresu </div><div class="t m0 x2 h9 y710 ff5 fs0 fc0 sc0 ls0 ws0">ochrony <span class="_ _20"> </span>środowiska <span class="_ _20"> </span>i <span class="_ _20"> </span>BHP, <span class="_ _f"> </span>jak <span class="_ _20"> </span>i <span class="_ _20"> </span>realizacja <span class="_ _20"> </span>inwestycji <span class="_ _20"> </span>skutkujących<span class="_ _1"></span> <span class="_ _20"> </span>zmniejszeniem <span class="_ _20"> </span>negatywnego<span class="_ _5"></span> </div><div class="t m0 x2 h9 y711 ff5 fs0 fc0 sc0 ls0 ws0">oddziaływania <span class="_ _3"></span>na <span class="_ _3"></span>śro<span class="ff2">dowisko <span class="_ _3"></span>naturalne <span class="_ _3"></span>(<span class="_ _7"></span>np. <span class="_ _3"></span>inwestycje <span class="_ _3"></span>termomodernizacyj<span class="_ _1"></span>ne), <span class="_ _3"></span>systematyczna <span class="_ _3"></span>wymiana </span></div><div class="t m0 x2 h9 y712 ff2 fs0 fc0 sc0 ls0 ws0">parku maszynoweg<span class="_ _5"></span>o.  </div><div class="t m0 x2 h9 y713 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y714 ff5 fs0 fc0 sc1 ls0 ws0">W obszarze społeczn<span class="_ _5"></span>y<span class="_ _7"></span>m i pracownicz<span class="_ _5"></span>y<span class="_ _7"></span>m: <span class="ff2"> </span></div><div class="t m0 x2 h9 y61d ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xdd yca w58 h71"><div class="t m0 x13 h9 y6ea ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _20"> </span>związan<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _20"> </span>z <span class="_ _10"> </span>nieprzestrzegani<span class="_ _1"></span>em <span class="_ _10"> </span>zasady </div><div class="t m0 x13 h9 y6eb ff5 fs0 fc0 sc0 ls0 ws0">równych <span class="_ _27"> </span>szans <span class="_ _1a"> </span>dla <span class="_ _26"> </span>wszystkich<span class="_ _5"></span> <span class="_ _26"> </span>pracowników<span class="_ _1"></span> </div><div class="t m0 x13 h9 y6f1 ff2 fs0 fc0 sc0 ls0 ws0">Grupy </div></div><div class="c x1c yca w58 h71"><div class="t m0 x13 h9 y6ea ff5 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _1d"> </span>Grupy <span class="_ _1d"> </span>prowadzą <span class="_ _1d"> </span>na <span class="_ _2"> </span>bieżąco <span class="_ _1d"> </span>dialog <span class="_ _2"> </span>z </div><div class="t m0 x13 h9 y6eb ff2 fs0 fc0 sc0 ls0 ws0">pracownikami <span class="_ _45"> </span>oraz <span class="_ _45"> </span>organizacjami<span class="_ _5"></span> </div><div class="t m0 x13 h9 y6f1 ff5 fs0 fc0 sc0 ls0 ws0">pracowniczymi. <span class="_ _2d"> </span>W <span class="_ _0"> </span>przypadku <span class="_ _2e"> </span>zgłoszenia<span class="_ _5"></span> </div><div class="t m0 x13 h9 y6e8 ff5 fs0 fc0 sc0 ls0 ws0">nieprawidłowo<span class="_ _1"></span>ści <span class="_ _10"> </span>kwestia <span class="_ _10"> </span>zostałaby <span class="_ _20"> </span>zbadana <span class="_ _10"> </span>i </div><div class="t m0 x13 h9 y275 ff5 fs0 fc0 sc0 ls0 ws0">podjęte zostały<span class="_ _1"></span>by działania <span class="_ _1"></span>korygujące<span class="ff2"> </span></div></div><div class="c xdd y715 w58 h6f"><div class="t m0 x13 h9 y6f1 ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko  związan<span class="_ _1"></span>e  z  trudnościa<span class="_ _1"></span>mi  w  utrzymaniu<span class="_ _1"></span> </div><div class="t m0 x13 h9 y6e8 ff5 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _24"> </span>znalezieniu <span class="_ _13"> </span>właściwych <span class="_ _13"> </span>kandydatów <span class="_ _13"> </span>do </div><div class="t m0 x13 h9 y275 ff2 fs0 fc0 sc0 ls0 ws0">pracy w <span class="ff5">zakładac<span class="_ _1"></span>h Grupy, <span class="ff2"> </span></span></div></div><div class="c x1c y715 w58 h6f"><div class="t m0 x13 h9 y6f1 ff5 fs0 fc0 sc0 ls0 ws0">Działania <span class="_ _2"> </span>redukujące <span class="_ _2"> </span>ryzyko <span class="_ _2"> </span>w <span class="_ _13"> </span>tym <span class="_ _2"> </span>zakresie </div><div class="t m0 x13 h9 y6e8 ff5 fs0 fc0 sc0 ls0 ws0">dotycząc <span class="_ _5"></span>w <span class="_ _5"></span>głównej <span class="_ _5"></span>mierze <span class="_ _5"></span>rynkowych <span class="_ _5"></span>poziomów </div></div><div class="c xd yb3 w52 h18"><div class="t m0 x4 h5 y175 ff4 fs2 fc12 sc0 ls0 ws0">ZARZĄDZANIE RYZYKIEM<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf41" class="pf w0 h0" ><div class="pc pc41 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">65</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1c y716 w58 h72"><div class="t m0 x13 h9 y6f2 ff5 fs0 fc0 sc0 ls0 ws0">wynagrodzeń <span class="_ _21"> </span>a <span class="_ _21"> </span>także <span class="_ _21"> </span>pakietu <span class="_ _21"> </span>świadczeń </div><div class="t m0 x13 h9 y275 ff5 fs0 fc0 sc0 ls0 ws0">socjalnych oraz<span class="_ _1"></span> szkoleń<span class="ff2"> </span></div></div><div class="c xdd y717 w58 h73"><div class="t m0 x13 h9 y718 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _22"> </span>wypadku <span class="_ _22"> </span>pr<span class="_ _7"></span>zy <span class="_ _22"> </span>pracy <span class="_ _30"> </span>w <span class="_ _30"> </span>wyni<span class="_ _1"></span>ku </div><div class="t m0 x13 h9 y6f4 ff5 fs0 fc0 sc0 ls0 ws0">nieprawidłowego <span class="_ _1d"> </span>zachowania <span class="_ _2"> </span>pracownika <span class="_ _2"> </span>lub </div><div class="t m0 x13 h9 y6eb ff2 fs0 fc0 sc0 ls0 ws0">podwykonawcy<span class="_ _1"></span> </div></div><div class="c x1c y717 w58 h73"><div class="t m0 x13 h9 y718 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>celu <span class="_ _7"></span>redukcji <span class="_ _7"></span>ryzyka spółki <span class="_ _7"></span>Grupy <span class="_ _7"></span>sukcesywnie<span class="_ _1"></span> </div><div class="t m0 x13 h9 y6f4 ff5 fs0 fc0 sc0 ls0 ws0">modernizują <span class="_ _2d"> </span>park <span class="_ _2d"> </span>maszynowy <span class="_ _2e"> </span>a <span class="_ _2d"> </span>także </div><div class="t m0 x13 h9 y6eb ff5 fs0 fc0 sc0 ls0 ws0">infrastrukturę <span class="_ _2"> </span>eliminując <span class="_ _2"> </span>potencjalne <span class="_ _13"> </span>obszary </div><div class="t m0 x13 h9 y6f1 ff5 fs0 fc0 sc0 ls0 ws0">niebezpieczn<span class="_ _1"></span>e. <span class="_ _3c"> </span>Elementem <span class="_ _3c"> </span>wspierając<span class="_ _5"></span>y<span class="_ _7"></span>m </div><div class="t m0 x13 h9 y6f2 ff5 fs0 fc0 sc0 ls0 ws0">ograniczenie  wystąpi<span class="_ _1"></span>enia  wypadków  jest  także </div><div class="t m0 x13 h9 y277 ff5 fs0 fc0 sc0 ls0 ws0">automatyzacja p<span class="_ _1"></span>rocesów produ<span class="_ _1"></span>kcyjnych.<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y719 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y71a ff5 fs0 fc0 sc0 ls0 ws0">Mangata <span class="_ _d"> </span>oraz <span class="_ _10"> </span>Grupa <span class="_ _10"> </span>Kapi<span class="_ _5"></span>tałowa <span class="_ _10"> </span>jako <span class="_ _10"> </span>całość <span class="_ _d"> </span>nie <span class="_ _10"> </span>wprowadziły <span class="_ _d"> </span>kompleksowej<span class="_ _1"></span> <span class="_ _10"> </span>polityki <span class="_ _d"> </span>zarządzania </div><div class="t m0 x2 h9 y71b ff5 fs0 fc0 sc0 ls0 ws0">ryzykiem <span class="_ _23"></span>społeczn<span class="_ _1"></span>ym. <span class="_ _23"></span>Spółka <span class="_ _1c"></span>w <span class="_ _23"></span>s<span class="_ _7"></span>posób <span class="_ _23"></span>bieżący <span class="_ _1c"></span>podejmuje <span class="_ _23"></span>działania <span class="_ _23"></span>w <span class="_ _23"></span>tym <span class="_ _23"></span>obszarze, <span class="_ _1c"></span>między <span class="_ _15"></span>inn<span class="_ _5"></span>y<span class="_ _7"></span>mi </div><div class="t m0 x2 h9 y701 ff5 fs0 fc0 sc0 ls0 ws0">poprzez budowa<span class="_ _5"></span>nie<span class="_ _7"></span> spójnej poli<span class="_ _1"></span>tyki w obszarz<span class="_ _5"></span>e<span class="_ _7"></span> zarządzania<span class="_ _1"></span> zasobami ludzki<span class="_ _1"></span>mi w Grupie.<span class="ff2"> </span></div></div><div class="c x3a y71c w57 h38"><div class="t m0 x4 h5 y175 ff4 fs2 fc12 sc0 ls0 ws0">ZARZĄDZANIE RYZYKIEM<span class="ff3"> </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 x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">66</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd3 hc y17f ff2 fs2 fc2 sc2 ls3 ws0">9.<span class="ff6 sc0 ls0"> <span class="_ _b"> </span><span class="ff5 sc2">Ujawnienia dotyczące taksonomii <span class="_ _7"></span>UE <span class="ff2"> </span></span></span></div><div class="t m0 x2 ha y3a0 ff2 fs4 fc2 sc2 ls0 ws0">9.1. O Taksonomii U<span class="_ _1"></span>E </div><div class="t m0 x2 h2 y71d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y71e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y645 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y71f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y720 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y56f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y721 ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _23"></span>Mangata <span class="_ _15"> </span>jest <span class="_ _23"></span>podmiotem <span class="_ _15"> </span>objętym <span class="_ _23"></span>obowiązkiem <span class="_ _23"></span>rapor<span class="_ _7"></span>towania<span class="_ _1"></span> <span class="_ _15"> </span>informacji<span class="_ _1"></span> <span class="_ _15"> </span>i <span class="_ _23"></span>dany<span class="_ _7"></span>ch <span class="_ _23"></span>w <span class="_ _15"> </span>związku<span class="_ _5"></span> </div><div class="t m0 x2 h9 y722 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">tzw. <span class="_ _e"></span>Taksonomią <span class="_ _7"></span>UE. <span class="_ _1c"></span>Obowiązek <span class="_ _e"></span>ten <span class="_ _7"></span>został <span class="_ _e"></span>wprowadzony <span class="_ _e"></span>na <span class="_ _e"></span>podstawie <span class="_ _1c"></span><span class="ffa">Rozporządzeni<span class="_ _5"></span>a <span class="_ _e"></span>Pa<span class="_ _7"></span>rlamentu<span class="_ _5"></span> </span></span></div><div class="t m0 x2 hd y723 ff7 fs0 fc0 sc0 ls0 ws0">Europejskiego  i <span class="_ _b"> </span>Rady <span class="_ _d"> </span>(UE)  2020/852 <span class="_ _b"> </span>z <span class="_ _b"> </span>dnia <span class="_ _d"> </span>18  c<span class="_ _7"></span>zerwca  2020 <span class="_ _d"> </span>roku  w <span class="_ _b"> </span>sp<span class="_ _7"></span>rawie  ustanowienia <span class="_ _b"> </span>ram </div><div class="t m0 x2 h9 y724 ffa fs0 fc0 sc0 ls0 ws0">ułatwiających <span class="_ _f"> </span>zrównoważone <span class="_ _f"> </span>inwestycje<span class="ff2"> <span class="_ _16"> </span><span class="ff5">(dalej: <span class="_ _f"> </span>Rozporządzenie)<span class="_ _1"></span> <span class="_ _16"> </span>wraz <span class="_ _f"> </span>z <span class="_ _16"> </span>obowiązują<span class="_ _1"></span>cymi <span class="_ _16"> </span>aktami<span class="_ _1"></span> </span></span></div><div class="t m0 x2 h9 y725 ff5 fs0 fc0 sc0 ls0 ws0">delegowanymi uz<span class="_ _1"></span>upełniając<span class="_ _1"></span>ymi treść rozporzą<span class="_ _5"></span>dzenia.<span class="ff2"> </span></div><div class="t m0 x2 h9 y1b5 ff5 fs0 fc0 sc0 ls0 ws0">Taksonomia <span class="_ _5"></span>UE klasyfik<span class="_ _1"></span>uje <span class="_ _1"></span>wybrane dzi<span class="_ _1"></span>ałalności <span class="_ _5"></span>gospodarcze i<span class="_ _1"></span> okr<span class="_ _5"></span>e<span class="_ _7"></span>śla <span class="_ _1"></span>kryteria <span class="_ _5"></span>pozwalające <span class="_ _1"></span>określić<span class="_ _7"></span><span class="ff2">, cz<span class="_ _5"></span>y </span></div><div class="t m0 x2 h9 y726 ff5 fs0 fc0 sc0 ls0 ws0">dana <span class="_ _5"></span>działalność <span class="_ _3"></span>może <span class="_ _5"></span>być <span class="_ _5"></span>uznana <span class="_ _5"></span>jako <span class="_ _5"></span>zrównoważona<span class="_ _5"></span> <span class="_ _1"></span>w <span class="_ _5"></span>odniesieniu <span class="_ _3"></span>do <span class="_ _5"></span>sześciu <span class="_ _5"></span>celów <span class="_ _3"></span>ś<span class="_ _7"></span>rodowiskow<span class="_ _1"></span>ych:<span class="ff2"> </span></div><div class="t m0 x33 h9 y727 ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff5">Łagodzenie zmian klimatu<span class="ff2">,<span class="_ _5"></span> </span></span></span></div><div class="t m0 x33 h9 y728 ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff2">Adaptacja do zmian klimatu<span class="_ _5"></span>, </span></span></div><div class="t m0 x33 h9 y729 ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff5">Zrównoważone zużycie i oc<span class="_ _5"></span>hrona wody i zasobów wod<span class="_ _5"></span>ny<span class="_ _7"></span>ch<span class="ff2">, </span></span></span></div><div class="t m0 x33 h9 y309 ff2 fs0 fc0 sc0 ls1 ws0">4.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff5">Zmiana w kierunku go<span class="_ _1"></span>spodarki obiegu za<span class="_ _1"></span>mkniętego<span class="ff2">, </span></span></span></div><div class="t m0 x33 h9 y72a ff2 fs0 fc0 sc0 ls1 ws0">5.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff5">Zapobieganie i kontrola zan<span class="_ _5"></span>ieczyszczeń<span class="ff2">, </span></span></span></div><div class="t m0 x33 h9 y72b ff2 fs0 fc0 sc0 ls1 ws0">6.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff5">Ochrona i odtworzenie bior<span class="_ _5"></span>óżnorodności i ekosyst<span class="_ _1"></span>emów<span class="ff2">. </span></span></span></div><div class="t m0 x2 h9 y284 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y172 ff5 fs0 fc0 sc0 ls0 ws0">Taksonomia  UE <span class="_ _b"> </span>jest <span class="_ _b"> </span>częścią  działań <span class="_ _b"> </span>U<span class="_ _7"></span>E  na <span class="_ _b"> </span>rzecz <span class="_ _b"> </span>osiągnięcia  celów <span class="_ _b"> </span>Europejskiego  Zielonego  Ładu </div><div class="t m0 x2 h9 y23f ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">uczynienia  Europ<span class="_ _1"></span>y  neutralną  dla<span class="_ _1"></span>  klimatu  do  2050  r<span class="ff2">oku</span>.  Taksono<span class="_ _1"></span>mia  wprowadza  kryte<span class="_ _1"></span>ria  służące </span></div><div class="t m0 x2 h9 y72c ff5 fs0 fc0 sc0 ls0 ws0">określeniu –<span class="ff2"> </span>w ramach <span class="_ _5"></span>k<span class="_ _7"></span>ażdego objęt<span class="_ _1"></span>ego nim sektora –<span class="ff2"> </span>któr<span class="_ _1"></span>e rodzaje działal<span class="_ _1"></span>ności gospodarcz<span class="_ _1"></span>ej wnoszą </div><div class="t m0 x2 h9 y72d ff5 fs0 fc0 sc0 ls0 ws0">istotny wkład w r<span class="_ _5"></span>e<span class="_ _7"></span>alizację c<span class="_ _1"></span>elów Zielonego Ład<span class="_ _1"></span>u.<span class="ff2"> </span></div><div class="t m0 x2 h9 y72e ff2 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _e"></span><span class="ff5">Kapitałowa</span> <span class="_ _7"></span>Mangata <span class="_ _e"></span>Holding <span class="_ _e"></span>nie <span class="_ _e"></span>prowadzi, <span class="_ _e"></span>nie <span class="_ _e"></span>finansuje, <span class="_ _e"></span>ani <span class="_ _e"></span>nie <span class="_ _e"></span>posiada <span class="_ _e"></span>ekspozycji <span class="_ _7"></span><span class="ls9">na</span> <span class="_ _e"></span>rodzaje </div><div class="t m0 x2 h9 y559 ff5 fs0 fc0 sc0 ls0 ws0">działalności<span class="ff2"> <span class="_ _b"> </span></span>związane<span class="ff2"> <span class="_ _b"> </span><span class="ls19">z <span class="_ _d"> </span></span>wytwarzaniem <span class="_ _b"> </span>energii <span class="_ _b"> </span>w <span class="_ _d"> </span>ramach <span class="_ _b"> </span></span>procesów<span class="ff2"> <span class="_ _d"> </span></span>jądrowych<span class="ff2"> <span class="_ _b"> </span>i <span class="_ _b"> </span>pr<span class="_ _7"></span>odukcji  e<span class="_ _7"></span>nergii<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y72f ff2 fs0 fc0 sc0 ls0 ws0">z gazowych <span class="_ _5"></span>paliw <span class="_ _5"></span>k<span class="_ _7"></span>opalnych<span class="_ _5"></span>,<span class="_ _7"></span> <span class="_ _1"></span>o <span class="_ _5"></span><span class="ff5">k<span class="_ _7"></span>tórych<span class="ff2"> <span class="_ _5"></span>mowa <span class="_ _5"></span>w sekcjac<span class="_ _5"></span>h<span class="_ _7"></span> <span class="_ _5"></span>4<span class="_ _7"></span>.26 <span class="_ _5"></span><span class="ff5">–<span class="ff2"> 4<span class="_ _1"></span>.31 <span class="_ _5"></span><span class="ff5">załączników<span class="ff2"> <span class="_ _5"></span>I<span class="_ _7"></span> <span class="_ _5"></span>i <span class="ls4">II</span> <span class="_ _5"></span><span class="ls28">do<span class="ls0"> <span class="ff5">rozp<span class="_ _1"></span>orządzenia<span class="_ _1"></span> </span></span></span></span></span></span></span></span></span></div><div class="t m0 x2 h9 y730 ff2 fs0 fc0 sc0 ls0 ws0">delegowanego  K<span class="_ _1"></span>omisji <span class="_ _c"> </span>(UE)  2021/<span class="_ _1"></span>2139  w <span class="_ _c"> </span>sprawie  Technicznych <span class="_ _c"> </span><span class="ff5">kryteriów</span>  kwal<span class="_ _1"></span>ifikacji,  dlat<span class="_ _1"></span>ego  nie </div><div class="t m0 x2 h9 y731 ff5 fs0 fc0 sc0 ls0 ws0">odwołuje<span class="ff2"> </span>się<span class="ff2"> </span>szcz<span class="_ _5"></span>e<span class="_ _7"></span>gółowo <span class="ff2 ls28">do<span class="ls0"> </span></span>Rozporządzenia<span class="ff2"> <span class="_ _1"></span>delegowanego 2<span class="_ _5"></span>0<span class="_ _7"></span>22/1214 <span class="ff5">zmieniają<span class="_ _5"></span>ce<span class="ff2">go </span>rozporządzenie<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y55d ff2 fs0 fc0 sc0 ls0 ws0">delegowane <span class="_ _b"> </span>(UE) <span class="_ _d"> </span>2021/2139 <span class="_ _d"> </span>w <span class="_ _d"> </span>odniesieniu <span class="_ _b"> </span><span class="ls9">do</span> <span class="_ _d"> </span><span class="ff5">działalności</span> <span class="_ _d"> </span>gospodarczej <span class="_ _b"> </span>w <span class="_ _d"> </span><span class="ff5">niektórych</span> <span class="_ _d"> </span>sektorach </div><div class="t m0 x2 h9 y732 ff2 fs0 fc0 sc0 ls0 ws0">energetycznyc<span class="_ _1"></span>h <span class="_ _10"> </span>oraz <span class="_ _10"> </span><span class="ff5">rozporządzenie</span> <span class="_ _d"> </span>de<span class="_ _7"></span>legowane <span class="_ _d"> </span>(UE) <span class="_ _10"> </span>2021/2178 <span class="_ _10"> </span>w <span class="_ _10"> </span>odniesieniu <span class="_ _d"> </span><span class="ls9">do</span> <span class="_ _20"> </span>publiczn<span class="_ _5"></span>e<span class="_ _7"></span>go </div><div class="t m0 x2 h9 y733 ff2 fs0 fc0 sc0 ls0 ws0">ujawniania <span class="ff5">szczeg<span class="_ _5"></span>ólny<span class="_ _7"></span>ch<span class="ff2"> informacji w<span class="_ _1"></span> odniesi<span class="_ _1"></span>eniu <span class="ls9">do</span> tych <span class="ff5">rodza<span class="_ _1"></span>jów<span class="ff2"> </span>działalności<span class="ff2"> go<span class="_ _5"></span>spod<span class="_ _7"></span>arczej.<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 x2 h9 y734 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y317 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y735 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y209 w51 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc13 sc0 ls0 ws0">TAKSONOMIA UE </div></div></div><div class="pi" ></div></div><div id="pf43" class="pf w0 h0" ><div class="pc pc43 w0 h0"><img class="bi x0 yc w18 h74" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">67</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y736 w59 h75"><div class="t m0 x13 h9 y60 ff5 fs0 fc0 sc1 ls0 ws0">Działalność związana z <span class="_ _5"></span>e<span class="_ _7"></span>nergią jądrową<span class="ff2"> </span></div></div><div class="c xde y736 w5a h75"><div class="t m0 x32 h9 y60 ff2 fs0 fc0 sc1 ls0 ws0">Informacja </div></div><div class="c x2 y146 w59 h76"><div class="t m0 x13 h9 y737 ff5 fs0 fc0 sc0 ls0 ws0">Przedsiębiorstwo <span class="_ _a"> </span>prowadzi<span class="_ _5"></span> <span class="_ _18"> </span>badania, <span class="_ _18"> </span>rozwój, <span class="_ _a"> </span>demonstrację <span class="_ _a"> </span>i <span class="_ _18"> </span>rozmieszcz<span class="_ _1"></span>enie </div><div class="t m0 x13 h9 y738 ff2 fs0 fc0 sc0 ls0 ws0">innowacyjnych <span class="_ _1c"></span>instalacji <span class="_ _1c"></span>wytwarzania <span class="_ _1c"></span>energii <span class="_ _1c"></span>elektrycznej <span class="_ _23"></span><span class="ff5">wytwarzają<span class="_ _5"></span>cy<span class="_ _7"></span>ch <span class="_ _1c"></span>energię <span class="_ _1c"></span>w </span></div><div class="t m0 x13 h9 y77 ff5 fs0 fc0 sc0 ls0 ws0">ramach <span class="_ _c"> </span>procesów  jąd<span class="_ _5"></span>ro<span class="_ _7"></span>wych <span class="_ _c"> </span>przy  minimaln<span class="_ _5"></span>e<span class="_ _7"></span>j  il<span class="_ _1"></span>ości <span class="_ _c"> </span>odpadów <span class="_ _c"> </span>z  cyklu <span class="_ _c"> </span>paliwowego, </div><div class="t m0 x13 h9 y60 ff5 fs0 fc0 sc0 ls0 ws0">finansuje tę dzi<span class="_ _1"></span>ałalność lub jest <span class="_ _1"></span>ma na nią ek<span class="_ _1"></span>spozycję.<span class="ff2"> </span></div></div><div class="c xde y146 w5a h76"><div class="t m0 x31 h9 y739 ff2 fs0 fc0 sc0 ls0 ws0">N<span class="ls4">IE</span> </div></div><div class="c x2 y1ae w59 h77"><div class="t m0 x13 h9 y73a ff5 fs0 fc0 sc0 ls0 ws0">Przedsiębiorstwo <span class="_ _20"> </span>prowadz<span class="_ _1"></span>i <span class="_ _20"> </span>budowę <span class="_ _f"> </span>i <span class="_ _20"> </span>bezpieczną <span class="_ _20"> </span>eksploatację <span class="_ _20"> </span>nowych <span class="_ _f"> </span>obiek<span class="_ _1"></span>tów </div><div class="t m0 x13 h9 y73b ff5 fs0 fc0 sc0 ls0 ws0">jądrowych <span class="_ _5"></span>w celu w<span class="_ _5"></span>ytwarzania energii <span class="_ _5"></span>elektrycznej <span class="_ _5"></span>lub ciepła <span class="_ _5"></span>technologicznego, <span class="_ _5"></span>w tym<span class="_ _1"></span> </div><div class="t m0 x13 h9 y73c ff5 fs0 fc0 sc0 ls0 ws0">na <span class="_ _1d"> </span>potrzeby <span class="_ _16"> </span>systemu <span class="_ _1d"> </span>ciepłowniczego <span class="_ _16"> </span>lub <span class="_ _1d"> </span>procesów <span class="_ _1d"> </span>przemysłowych, <span class="_ _16"> </span>takich <span class="_ _16"> </span>jak </div><div class="t m0 x13 h9 y73d ff2 fs0 fc0 sc0 ls0 ws0">produkcja <span class="_ _24"> </span>wodoru, <span class="_ _1a"> </span>a <span class="_ _1a"> </span>ta<span class="ff5">kże <span class="_ _1a"> </span>ich <span class="_ _1a"> </span>modernizację <span class="_ _24"> </span>pod <span class="_ _1a"> </span>kątem <span class="_ _1a"> </span>bezpiecze<span class="_ _1"></span>ństwa, <span class="_ _1a"> </span>z </span></div><div class="t m0 x13 h9 y73e ff5 fs0 fc0 sc0 ls0 ws0">wykorzystaniem <span class="_ _e"></span>najlepszych <span class="_ _1c"></span>dostępnych <span class="_ _1c"></span>technologii, <span class="_ _e"></span>finansuje <span class="_ _23"></span>tę <span class="_ _1c"></span>działalność <span class="_ _1c"></span>lub <span class="_ _e"></span>ma </div><div class="t m0 x13 h9 y78 ff5 fs0 fc0 sc0 ls0 ws0">na nią ekspozycję<span class="_ _1"></span>.<span class="ff2"> </span></div></div><div class="c xde y1ae w5a h77"><div class="t m0 x31 h9 y73f ff2 fs0 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x2 y740 w59 h78"><div class="t m0 x13 h9 y74 ff5 fs0 fc0 sc0 ls0 ws0">Przedsiębiorstwo <span class="_ _e"></span>prowadzi<span class="_ _1"></span> <span class="_ _1c"></span>bezpieczną <span class="_ _e"></span>eksploatację <span class="_ _e"></span>istniejących <span class="_ _e"></span>obiektów <span class="_ _e"></span>jądrowych </div><div class="t m0 x13 h9 y737 ff5 fs0 fc0 sc0 ls0 ws0">wytwarzających<span class="_ _1"></span> <span class="_ _c"> </span>energię <span class="_ _c"> </span>elektryczną<span class="_ _1"></span> <span class="_ _c"> </span>lub <span class="_ _c"> </span>ciepło <span class="_ _c"> </span>techn<span class="_ _1"></span>ologiczne, <span class="_ _c"> </span>w <span class="_ _c"> </span>tym <span class="_ _c"> </span>na<span class="_ _1"></span> <span class="_ _c"> </span>potrzeby </div><div class="t m0 x13 h9 y738 ff2 fs0 fc0 sc0 ls0 ws0">systemu <span class="ff5">ciepłowniczego lub <span class="_ _7"></span>procesów pr<span class="_ _7"></span>zemysłow<span class="_ _5"></span>ych, <span class="_ _7"></span>takich <span class="_ _7"></span>jak pr<span class="_ _7"></span>odukcja wodoru z </span></div><div class="t m0 x13 h9 y77 ff5 fs0 fc0 sc0 ls0 ws0">energii <span class="_ _23"></span>jądrowej, <span class="_ _15"></span>a <span class="_ _23"></span>także <span class="_ _15"></span>i<span class="_ _1"></span>ch <span class="_ _15"></span>mode<span class="_ _1"></span>rnizację <span class="_ _23"></span>pod <span class="_ _15"></span>kąte<span class="_ _1"></span>m <span class="_ _15"></span>bezpiecz<span class="_ _5"></span>e<span class="_ _7"></span>ństwa, <span class="_ _23"></span>finansuje <span class="_ _23"></span>tę </div><div class="t m0 x13 h9 y78 ff5 fs0 fc0 sc0 ls0 ws0">działalność lub ma <span class="_ _5"></span>na nią ekspozycję.<span class="ff2"> </span></div></div><div class="c xde y740 w5a h78"><div class="t m0 x31 h9 y738 ff2 fs0 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y741 ff2 fs0 fc0 sc1 ls0 ws0"> </div></div><div class="c x2 y742 w59 h79"><div class="t m0 x13 h9 y78 ff5 fs0 fc0 sc1 ls0 ws0">Działalność związana z ga<span class="_ _1"></span>zem ziemnym<span class="ff2"> </span></div></div><div class="c xde y742 w5a h79"><div class="t m0 x32 h9 y78 ff2 fs0 fc0 sc1 ls0 ws0">Informacja </div></div><div class="c x2 y3e6 w59 h7a"><div class="t m0 x13 h9 y738 ff5 fs0 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _5"></span> <span class="_ _7"></span>pr<span class="_ _7"></span>owadzi budowę lub eksploatację instalacji do <span class="_ _7"></span>wytwarzania energii </div><div class="t m0 x13 h9 y743 ff5 fs0 fc0 sc0 ls0 ws0">elektrycznej z <span class="_ _7"></span>wykorzysta<span class="_ _1"></span>niem gazowych paliw <span class="_ _7"></span>kopalnych, finansuje tę działalność <span class="_ _7"></span>lub </div><div class="t m0 x13 h9 y60 ff5 fs0 fc0 sc0 ls0 ws0">ma na nią eks<span class="_ _1"></span>pozycję.<span class="ff2"> </span></div></div><div class="c xde y3e6 w5a h7a"><div class="t m0 x31 h9 y743 ff2 fs0 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x2 y744 w59 h76"><div class="t m0 x13 h9 y737 ff5 fs0 fc0 sc0 ls0 ws0">Przedsiębiorstwo <span class="_ _13"> </span>prowadzi <span class="_ _13"> </span>bu<span class="_ _7"></span>dowę, <span class="_ _24"> </span>moderniz<span class="_ _1"></span>ację <span class="_ _24"> </span>i <span class="_ _1a"> </span>eksploatację <span class="_ _24"> </span>instal<span class="_ _1"></span>acji <span class="_ _24"> </span>do </div><div class="t m0 x13 h9 y738 ff5 fs0 fc0 sc0 ls0 ws0">skojarzonego <span class="_ _13"> </span>wytwarzania <span class="_ _13"> </span>energii <span class="_ _24"> </span>cieplnej/chłodniczej <span class="_ _13"> </span>i <span class="_ _24"> </span>energii <span class="_ _24"> </span>elektrycznej<span class="_ _1"></span> <span class="_ _24"> </span>z </div><div class="t m0 x13 h9 y743 ff5 fs0 fc0 sc0 ls0 ws0">wykorzystaniem <span class="_ _15"> </span>gazowych <span class="_ _15"> </span>paliw <span class="_ _c"> </span>kopalnych,<span class="_ _1"></span> <span class="_ _c"> </span>finansuj<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _c"> </span>tę <span class="_ _15"> </span>działalność <span class="_ _15"> </span>lub <span class="_ _c"> </span>ma <span class="_ _15"> </span>na <span class="_ _c"> </span>nią </div><div class="t m0 x13 h9 y60 ff5 fs0 fc0 sc0 ls0 ws0">ekspozycję.<span class="ff2"> </span></div></div><div class="c xde y744 w5a h76"><div class="t m0 x31 h9 y739 ff2 fs0 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x2 y745 w59 h7a"><div class="t m0 x13 h9 y73d ff5 fs0 fc0 sc0 ls0 ws0">Przedsiębiorstwo <span class="_ _13"> </span>prowadzi <span class="_ _13"> </span>bu<span class="_ _7"></span>dowę, <span class="_ _24"> </span>moderniz<span class="_ _1"></span>ację <span class="_ _24"> </span>i <span class="_ _24"> </span>eksploatację <span class="_ _24"> </span>instalacji<span class="_ _1"></span> <span class="_ _24"> </span>do </div><div class="t m0 x13 h9 y73e ff5 fs0 fc0 sc0 ls0 ws0">wytwarzania <span class="_ _10"> </span>ciepła <span class="_ _10"> </span>wytwarza<span class="_ _1"></span>jących <span class="_ _10"> </span>energię <span class="_ _10"> </span>cieplną/chłodniczą <span class="_ _10"> </span>z <span class="_ _10"> </span>wykorzystani<span class="_ _1"></span>em </div><div class="t m0 x13 h9 y746 ff5 fs0 fc0 sc0 ls0 ws0">gazowych pali<span class="_ _1"></span>w kopalnych, finan<span class="_ _5"></span>suje tę działalność lub ma na nią <span class="_ _5"></span>ekspozycję.<span class="ff2"> </span></div></div><div class="c xde y745 w5a h7a"><div class="t m0 x31 h9 y73e ff2 fs0 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h7b y747 fff fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y748 ff2 fs0 fc0 sc0 ls0 ws0">Z <span class="_ _c"> </span>uwagi <span class="_ _c"> </span><span class="ls9">na</span> <span class="_ _c"> </span><span class="ff5">okoliczność,</span> <span class="_ _c"> </span><span class="ff5 ls33">że</span> <span class="_ _c"> </span><span class="ff5">spółki</span> <span class="_ _c"> </span>z <span class="_ _c"> </span>Grupy <span class="_ _c"> </span><span class="ff5">Kapitałowej</span> <span class="_ _c"> </span>Mangata <span class="_ _c"> </span>Holding <span class="_ _15"> </span>nie<span class="_ _7"></span> <span class="_ _c"> </span><span class="ff5">prowadzą</span> <span class="_ _c"> </span><span class="ff5">działalno<span class="_ _1"></span>ści<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y749 ff5 fs0 fc0 sc0 ls0 ws0">związanej<span class="ff2"> <span class="_ _16"> </span>z <span class="_ _16"> </span>rodzajami <span class="_ _16"> </span></span>dzi<span class="_ _1"></span>ałalności<span class="ff2"> <span class="_ _16"> </span>wskazanymi<span class="_ _1"></span> <span class="_ _16"> </span>w <span class="_ _16"> </span><span class="ff5">powyższej</span> <span class="_ _16"> </span>tabeli <span class="_ _16"> </span>(tj. <span class="_ _16"> </span><span class="ff5">działalności</span> <span class="_ _16"> </span><span class="ff5">związa<span class="_ _1"></span>nych<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y74a ff2 fs0 fc0 sc0 ls0 ws0">z wytwarzaniem <span class="_ _5"></span>energii <span class="_ _5"></span>w <span class="_ _1"></span>ramach <span class="_ _5"></span><span class="ff5">procesów<span class="ff2"> <span class="_ _5"></span><span class="ff5">jądrowych<span class="ff2"> <span class="_ _5"></span>i produkcji <span class="_ _5"></span>energii <span class="_ _5"></span>z <span class="_ _1"></span>gazowych <span class="_ _5"></span>paliw <span class="_ _5"></span>k<span class="_ _7"></span>opalnych),<span class="_ _5"></span> </span></span></span></span></div><div class="t m0 x2 h9 y74b ff2 fs0 fc0 sc0 ls0 ws0">w <span class="_ _23"></span>niniejszym <span class="_ _1c"></span>raporcie <span class="_ _1c"></span>nie <span class="_ _23"></span>zamieszcza <span class="_ _1c"></span><span class="ff5">się</span> <span class="_ _23"></span>tabel <span class="_ _23"></span><span class="ff5">towarzyszącyc<span class="_ _1"></span>h<span class="ff2"> <span class="_ _23"></span>ujawnieniom <span class="_ _1c"></span>kluczowych <span class="_ _1c"></span></span>wskaźników<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y74c ff5 fs0 fc0 sc0 ls0 ws0">wyników<span class="ff2"> <span class="_ _7"></span>dla </span>działalności,<span class="ff2"> <span class="_ _7"></span>, <span class="_ _7"></span>o <span class="_ _7"></span></span>których<span class="ff2"> <span class="_ _7"></span>mowa <span class="_ _7"></span>w sek<span class="_ _7"></span>cjach 4.26 <span class="_ _7"></span></span>–<span class="ff2"> <span class="_ _7"></span>4.31 <span class="_ _e"></span></span>załączni<span class="_ _5"></span>k<span class="_ _7"></span>ów<span class="ff2"> <span class="_ _7"></span>I <span class="_ _7"></span>i <span class="_ _7"></span><span class="ls4">II</span> <span class="_ _7"></span><span class="ls9">do</span> </span>ro<span class="_ _7"></span>zporządzenia<span class="_ _5"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y74d ff2 fs0 fc0 sc0 ls0 ws0">delegowanego Ko<span class="_ _1"></span>misji (UE) 2021/21<span class="_ _1"></span>39, <span class="ff5">gdyż</span> <span class="ls34">we</span> <span class="_ _7"></span>wszys<span class="_ _1"></span>tkich wykazywano <span class="ls28">by</span> jedyni<span class="_ _1"></span>e <span class="ff5">wartości</span> zerowe. </div><div class="t m0 x2 h9 y63f ff2 fs0 fc0 sc0 ls0 ws0">Zgodnie z <span class="ff5">Rozporzą<span class="_ _1"></span>dzeniem publikowa<span class="_ _1"></span>ny<span class="ff2"> jest: </span></span></div><div class="t m0 x33 h9 y74e ff10 fs0 fc0 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Udział <span class="_ _d"> </span>procentowy <span class="_ _b"> </span>obrotu <span class="_ _b"> </span>pochodzący <span class="_ _b"> </span>z <span class="_ _d"> </span>produktów<span class="_ _1"></span> <span class="_ _b"> </span>lub <span class="_ _d"> </span>usług <span class="_ _b"> </span>związanych <span class="_ _b"> </span>z <span class="_ _d"> </span>działalnością </span></span></div><div class="t m0 x38 h9 y74f ff5 fs0 fc0 sc0 ls0 ws0">zrównoważoną śr<span class="_ _1"></span>odowiskowo w roz<span class="_ _5"></span>um<span class="_ _7"></span>ieniu Tak<span class="_ _1"></span>sonomii UE<span class="ff2">, </span></div></div><div class="c xd y176 w52 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc13 sc0 ls0 ws0">TAKSONOMIA UE </div></div></div><div class="pi" ></div></div><div id="pf44" class="pf w0 h0" ><div class="pc pc44 w0 h0"><img class="bi x0 yc w18 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">68</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x33 h9 y37 ff10 fs0 fc0 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Udział <span class="_ _23"></span>procentowy <span class="_ _1c"></span>nakładów <span class="_ _23"></span>inwestycyjnych <span class="_ _1c"></span>(CapEx) <span class="_ _1c"></span>odpowiadający <span class="_ _1c"></span>aktywom <span class="_ _23"></span>lub <span class="_ _23"></span>procesom </span></span></div><div class="t m0 x38 h9 y5a1 ff5 fs0 fc0 sc0 ls0 ws0">związanym z dzi<span class="_ _5"></span>ałalnością zrównoważoną śr<span class="_ _1"></span>odowiskowo w roz<span class="_ _5"></span>um<span class="_ _7"></span>ieniu Takson<span class="_ _5"></span>omii UE<span class="_ _7"></span><span class="ff2">, </span></div><div class="t m0 x33 h9 y5a2 ff10 fs0 fc0 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Udział  procentow<span class="_ _5"></span>y<span class="_ _7"></span>  wydat<span class="_ _5"></span>ków  operacyjnych<span class="_ _1"></span>  (OpEx) <span class="_ _c"> </span>odpowiadający <span class="_ _c"> </span>aktywom  lub <span class="_ _c"> </span>procesom </span></span></div><div class="t m0 x38 h9 y5a3 ff5 fs0 fc0 sc0 ls0 ws0">związanym z dzi<span class="_ _5"></span>ałalnością zrównoważoną śr<span class="_ _1"></span>odowiskowo w roz<span class="_ _5"></span>um<span class="_ _7"></span>ieniu Takson<span class="_ _5"></span>omii UE<span class="_ _7"></span><span class="ff2">. </span></div><div class="t m0 x2 h9 y5a4 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y750 ff2 fs4 fc2 sc2 ls0 ws0">9.2. <span class="ff5">Proces badania zgodności z <span class="_ _1"></span>Taksonomią<span class="ff2 fs0 fc0 sc1"> </span></span></div><div class="t m0 x2 h17 y751 ff2 fs3 fc14 sc0 ls0 ws0"> </div><div class="t m0 x2 h1f y752 ff7 fs3 fc2 sc2 ls0 ws0">Etap 1 <span class="ffa">–</span> <span class="ffa">Analiza i identyfikacja działa<span class="_ _7"></span>lności</span> </div><div class="t m0 x2 h9 y14a ff5 fs0 fc0 sc0 ls0 ws0">Przeprowadzona <span class="_ _3"></span>została <span class="_ _3"></span>analiza<span class="_ _1"></span> <span class="_ _5"></span>działalności <span class="_ _3"></span>gospodarczej <span class="_ _3"></span>f<span class="_ _7"></span>aktycznie <span class="_ _3"></span>prowadzon<span class="_ _5"></span>e<span class="_ _7"></span>j <span class="_ _3"></span>przez <span class="_ _5"></span>Grupę <span class="_ _3"></span>Mangata </div><div class="t m0 x2 h9 y43e ff5 fs0 fc0 sc0 ls0 ws0">w <span class="_ _7"></span>ce<span class="_ _7"></span>lu <span class="_ _7"></span>zidentyfikowania <span class="_ _7"></span>tych <span class="_ _7"></span>spośród <span class="_ _7"></span>prowadzonych <span class="_ _7"></span>działalności, k<span class="_ _7"></span>tóre <span class="_ _7"></span>kwalifikują <span class="_ _7"></span>się <span class="_ _e"></span>do <span class="_ _7"></span>systematyki.<span class="_ _5"></span> </div><div class="t m0 x2 h9 y753 ff5 fs0 fc0 sc0 ls0 ws0">Analiza <span class="_ _d"> </span>została <span class="_ _10"> </span>przeprowadzona <span class="_ _10"> </span>w <span class="_ _d"> </span>oparciu <span class="_ _10"> </span>o <span class="_ _10"> </span>listę <span class="_ _d"> </span>działalności <span class="_ _10"> </span>wraz <span class="_ _d"> </span>z <span class="_ _10"> </span>ich <span class="_ _10"> </span>opisami<span class="ff2">, <span class="_ _10"> </span></span>umieszczoną </div><div class="t m0 x2 h9 y754 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">załączniku <span class="_ _e"></span>I <span class="_ _1c"></span>Rozporządze<span class="_ _1"></span>nia <span class="_ _e"></span>De<span class="_ _7"></span>legowanego <span class="_ _e"></span>Komisji <span class="_ _e"></span>2021/2139<span class="ff2"> <span class="_ _1c"></span>(wraz <span class="_ _1c"></span>ze <span class="_ _1c"></span>zmiana<span class="_ _1"></span>mi <span class="_ _e"></span>wpr<span class="_ _7"></span>owadzonymi </span></span></div><div class="t m0 x2 h9 y755 ff5 fs0 fc0 sc0 ls0 ws0">Rozporządzeni<span class="_ _1"></span>em <span class="_ _e"></span>Delegowanym <span class="_ _e"></span>Komisji <span class="_ _e"></span><span class="ff2">2<span class="_ _7"></span>023/2485<span class="_ _1"></span>) <span class="_ _1c"></span><span class="ff5">(dla <span class="_ _e"></span>pierwszych <span class="_ _e"></span>dwóch <span class="_ _e"></span>celów) <span class="_ _e"></span>or<span class="_ _7"></span>az <span class="_ _e"></span>w <span class="_ _e"></span>załączniku </span></span></div><div class="t m0 x2 h9 y756 ff2 fs0 fc0 sc0 ls0 ws0">I <span class="ff5">Rozporządzenia <span class="_ _7"></span>Delegowanego <span class="_ _e"></span>Komisji <span class="_ _e"></span>2023/2486 <span class="_ _e"></span>(dla <span class="_ _e"></span>pozostałych <span class="_ _e"></span>czterech</span> <span class="_ _e"></span><span class="ff5">celów)</span>. <span class="_ _e"></span>W <span class="_ _1c"></span>przypadkac<span class="_ _5"></span>h </div><div class="t m0 x2 h9 y757 ff5 fs0 fc0 sc0 ls0 ws0">wątpliwości <span class="_ _e"></span>dotyczących <span class="_ _e"></span>opisu<span class="ff2">, <span class="_ _1c"></span></span>zweryfikowa<span class="_ _1"></span>no <span class="_ _1c"></span>także <span class="_ _e"></span>działalności <span class="_ _e"></span>według <span class="_ _1c"></span>kodów <span class="_ _e"></span>NACE <span class="_ _1c"></span>sugerowanyc<span class="_ _1"></span>h </div><div class="t m0 x2 h9 y758 ff5 fs0 fc0 sc0 ls0 ws0">przez Rozporządz<span class="_ _5"></span>e<span class="_ _7"></span>ni<span class="ff2">a </span>jako potencja<span class="_ _5"></span>lnie związane z działal<span class="_ _1"></span>nością objętą syst<span class="_ _1"></span>ematyką.<span class="ff2"> </span></div><div class="t m0 x2 h9 y3e2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y759 ff5 fs0 fc0 sc0 ls0 ws0">Na  podstawie  t<span class="_ _5"></span>e<span class="_ _7"></span>go  badani<span class="_ _1"></span>a  zidentyfikowan<span class="_ _1"></span>e  zostały<span class="_ _1"></span>  w  Grupie  Mangata  <span class="ff2">cztery  </span>działalno<span class="_ _5"></span>ści  objęte </div><div class="t m0 x2 h9 y75a ff5 fs0 fc0 sc0 ls0 ws0">Taksonomią:<span class="ff2"> </span></div></div><div class="c x2 y428 w5b h32"><div class="t m0 x31 h9 y1dd ff2 fs0 fc0 sc1 ls0 ws0">Sektor </div></div><div class="c xdf y428 w5c h32"><div class="t m0 x13 h9 y1dd ff2 fs0 fc0 sc1 ls0 ws0">Kod </div></div><div class="c xe0 y428 w5d h32"><div class="t m0 xdd h9 y1dd ff5 fs0 fc0 sc1 ls0 ws0">Działalność<span class="ff2"> </span></div></div><div class="c xe1 y428 w5e h32"><div class="t m0 x3f h9 y1dd ff5 fs0 fc0 sc1 ls0 ws0">Opis działalności<span class="ff2"> </span></div></div><div class="c x2 y75b w5b h4f"><div class="t m0 x13 h9 y75c ff5 fs0 fc0 sc0 ls0 ws0">Przemysł<span class="ff2"> </span></div></div><div class="c xdf y75b w5c h4f"><div class="t m0 x4 h9 y75c ff2 fs0 fc0 sc0 ls0 ws0">3.9 </div></div><div class="c xe0 y75b w5d h4f"><div class="t m0 x13 h9 y75c ff5 fs0 fc0 sc0 ls0 ws0">Produkcja żelaza<span class="_ _1"></span> i stali<span class="ff2"> </span></div></div><div class="c xe1 y75b w5e h4f"><div class="t m0 x13 h9 y75c ff5 fs0 fc0 sc0 ls0 ws0">Produkcja (odlewnict<span class="_ _1"></span>wo) że<span class="_ _1"></span>liwa <span class="ff2"> </span></div></div><div class="c x2 y75d w5b h7c"><div class="t m0 x13 h9 y1f6 ff2 fs0 fc0 sc0 ls0 ws0">Budownictwo </div></div><div class="c xdf y75d w5c h7c"><div class="t m0 x4 h9 y1f6 ff2 fs0 fc0 sc0 ls0 ws0">7.2 </div></div><div class="c xe0 y75d w5d h7c"><div class="t m0 x13 h9 y1f6 ff5 fs0 fc0 sc0 ls0 ws0">Renowacja istniejąc<span class="_ _5"></span>y<span class="_ _7"></span>ch budynków<span class="ff2"> </span></div></div><div class="c xe1 y75d w5e h7c"><div class="t m0 x13 h9 yee ff2 fs0 fc0 sc0 ls0 ws0">Roboty budowlan<span class="_ _5"></span>e<span class="_ _7"></span> i <span class="ff5">inżynieryjne </span></div><div class="t m0 x13 h9 y1dd ff2 fs0 fc0 sc0 ls0 ws0">lub ich przygotowa<span class="_ _1"></span>nie </div></div><div class="c x2 y75e w5b h31"><div class="t m0 x13 h9 y201 ff2 fs0 fc0 sc0 ls0 ws0">Budownictwo </div></div><div class="c xdf y75e w5c h31"><div class="t m0 x4 h9 y201 ff2 fs0 fc0 sc0 ls0 ws0">7.3 </div></div><div class="c xe0 y75e w5d h31"><div class="t m0 x13 h9 y75f ff5 fs0 fc0 sc0 ls0 ws0">Montaż, konserwacja<span class="_ _1"></span> i napraw<span class="_ _1"></span>a<span class="ff2"> </span></div><div class="t m0 x13 h9 y201 ff5 fs0 fc0 sc0 ls0 ws0">sprzętu zwiększa<span class="_ _1"></span>jącego<span class="ff2"> </span></div><div class="t m0 x13 h9 yee ff5 fs0 fc0 sc0 ls0 ws0">efektywność en<span class="_ _1"></span>ergetyczną<span class="ff2"> </span></div></div><div class="c xe1 y75e w5e h31"><div class="t m0 x13 h9 y760 ff5 fs0 fc0 sc0 ls0 ws0">Indywidualne <span class="_ _1"></span>środki renow<span class="_ _1"></span>acyjne </div><div class="t m0 x13 h9 y75f ff5 fs0 fc0 sc0 ls0 ws0">obejmujące monta<span class="_ _1"></span>ż, konserw<span class="_ _1"></span>ację </div><div class="t m0 x13 h9 y201 ff5 fs0 fc0 sc0 ls0 ws0">lub naprawę sp<span class="_ _1"></span>rzętu </div><div class="t m0 x13 h9 yee ff5 fs0 fc0 sc0 ls0 ws0">zwiększającego <span class="_ _1"></span>efektywność </div><div class="t m0 x13 h9 y1dd ff5 fs0 fc0 sc0 ls0 ws0">energetyczną.<span class="ff2"> </span></div></div><div class="c x2 y761 w5b h7d"><div class="t m0 x13 h9 y141 ff2 fs0 fc0 sc0 ls0 ws0">Budownictwo </div></div><div class="c xdf y761 w5c h7d"><div class="t m0 x4 h9 y141 ff2 fs0 fc0 sc0 ls0 ws0">7.7 </div></div><div class="c xe0 y761 w5d h7d"><div class="t m0 x13 h9 y141 ff5 fs0 fc0 sc0 ls0 ws0">Nabywanie i praw<span class="_ _1"></span>o własnoś<span class="_ _1"></span>ci budynków<span class="ff2"> </span></div></div><div class="c xe1 y761 w5e h7d"><div class="t m0 x13 h9 y1df ff5 fs0 fc0 sc0 ls0 ws0">Wykonywanie praw<span class="_ _1"></span>a własności<span class="_ _1"></span> do </div><div class="t m0 x13 h9 y762 ff5 fs0 fc0 sc0 ls0 ws0">nieruchomości<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y763 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y29c ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>ramach <span class="_ _e"></span>działalno<span class="_ _1"></span>ści <span class="_ _7"></span>„Produkcja <span class="_ _7"></span>żelaza <span class="_ _7"></span>i <span class="_ _e"></span>stali” <span class="_ _7"></span>w <span class="_ _7"></span>Grupie <span class="_ _7"></span>Mangata <span class="_ _e"></span>prowadzo<span class="_ _5"></span>na <span class="_ _e"></span>jest <span class="_ _7"></span>produkcja <span class="_ _7"></span>żeliwa, </div><div class="t m0 x2 h9 y764 ff5 fs0 fc0 sc0 ls0 ws0">odbywająca <span class="_ _e"></span>się <span class="_ _1c"></span>we <span class="_ _1c"></span>własnej<span class="_ _1"></span> <span class="_ _1c"></span>odlewni <span class="_ _e"></span>w <span class="_ _23"></span>spółce <span class="_ _e"></span>Zetkama. <span class="_ _1c"></span>Odlewy <span class="_ _e"></span>żeliwne <span class="_ _1c"></span>produkowane <span class="_ _e"></span>są <span class="_ _1c"></span>zarówno <span class="_ _e"></span>na </div><div class="t m0 x2 h9 y765 ff5 fs0 fc0 sc0 ls0 ws0">potrzeby <span class="_ _1d"> </span>własne <span class="_ _1d"> </span>i <span class="_ _2"> </span>wykorzystywane<span class="_ _1"></span> <span class="_ _1d"> </span>do <span class="_ _2"> </span>produkcji <span class="_ _1d"> </span>armatury, <span class="_ _1d"> </span>jak <span class="_ _2"> </span>i <span class="_ _1d"> </span>sprzedaw<span class="_ _1"></span>ane <span class="_ _1d"> </span>do <span class="_ _2"> </span>odbiorców<span class="_ _1"></span> </div><div class="t m0 x2 h9 y55e ff5 fs0 fc0 sc0 ls0 ws0">zewnętrznych<span class="_ _1"></span>.<span class="ff2"> </span></div><div class="t m0 x2 h9 y766 ff5 fs0 fc0 sc0 ls0 ws0">Działalność <span class="_ _20"> </span>„Renowacja <span class="_ _20"> </span>istniejących <span class="_ _20"> </span>budynków” <span class="_ _20"> </span>obejmuje <span class="_ _20"> </span>działania <span class="_ _20"> </span>Grupy <span class="_ _f"> </span>związa<span class="_ _5"></span>ne<span class="_ _7"></span> <span class="_ _f"> </span>z <span class="_ _20"> </span>robotami<span class="_ _1"></span> </div><div class="t m0 x2 h9 y767 ff5 fs0 fc0 sc0 ls0 ws0">budowlanymi i i<span class="_ _1"></span>nżynieryjny<span class="_ _1"></span>mi w <span class="ff2">posiadanych bud<span class="_ _5"></span>y<span class="_ _7"></span>nkach<span class="ff5">, w szcz<span class="_ _5"></span>e<span class="_ _7"></span>gólności ich <span class="_ _1"></span>modernizacje<span class="_ _1"></span>.<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y768 ff5 fs0 fc0 sc0 ls0 ws0">Działalność <span class="_ _10"> </span>„Montaż, <span class="_ _10"> </span>konserwa<span class="_ _1"></span>cja <span class="_ _10"> </span>i <span class="_ _10"> </span>naprawa <span class="_ _20"> </span>sprzętu <span class="_ _10"> </span>zwiększa<span class="_ _1"></span>jącego <span class="_ _10"> </span>efektywność <span class="_ _10"> </span>energetyczną”<span class="_ _1"></span> </div><div class="t m0 x2 h9 y542 ff5 fs0 fc0 sc0 ls0 ws0">obejmuje <span class="_ _a"> </span>działania <span class="_ _2b"> </span>Grupy <span class="_ _a"> </span>zwiększają<span class="_ _1"></span>ce <span class="_ _a"> </span>efektywność<span class="_ _5"></span> <span class="_ _18"> </span>energetyczną <span class="_ _2b"> </span>posiadanych <span class="_ _a"> </span>budynków, </div><div class="t m0 x2 h9 y769 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">szczególności ic<span class="_ _5"></span>h <span class="_ _7"></span>moderniza<span class="_ _1"></span>cje.<span class="ff2"> </span></span></div></div><div class="c xd y485 w57 h38"><div class="t m0 x4 h5 y175 ff3 fs2 fc13 sc0 ls0 ws0">TAKSONOMIA UE </div></div></div><div class="pi" ></div></div><div id="pf45" class="pf w0 h0" ><div class="pc pc45 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">69</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">Działalność <span class="_ _1c"></span>„Nabywa<span class="_ _1"></span>nie <span class="_ _1c"></span>i <span class="_ _1c"></span>prawo <span class="_ _1c"></span>własności <span class="_ _1c"></span>budynków” <span class="_ _e"></span>obe<span class="_ _7"></span>jmuje <span class="_ _e"></span>wykorzystywanie <span class="_ _e"></span>posiadanych <span class="_ _1c"></span>przez </div><div class="t m0 x2 h9 y5a1 ff5 fs0 fc0 sc0 ls0 ws0">Grupę <span class="_ _f"> </span>nieruchomo<span class="_ _5"></span>ś<span class="_ _7"></span>ci <span class="_ _f"> </span>do <span class="_ _20"> </span>celów <span class="_ _f"> </span>produkcyjnych <span class="_ _20"> </span>oraz <span class="_ _16"> </span>–<span class="ff2"> <span class="_ _f"> </span>w <span class="_ _20"> </span>nie<span class="_ _7"></span>wielkim <span class="_ _20"> </span>zakresie <span class="_ _f"> </span></span>–<span class="ff2"> <span class="_ _f"> </span>wynajmowanie<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y5a2 ff5 fs0 fc0 sc0 ls0 ws0">posiadanych nie<span class="_ _1"></span>ruchomości<span class="_ _1"></span> klientom zewn<span class="_ _1"></span>ętrznym.<span class="ff2"> </span></div><div class="t m0 x2 h9 y643 ff5 fs0 fc0 sc0 ls0 ws0">Podkreślić <span class="_ _f"> </span>należy, <span class="_ _16"> </span>że <span class="_ _16"> </span>w <span class="_ _16"> </span>obecnym <span class="_ _16"> </span>brzmieniu <span class="_ _f"> </span>T<span class="_ _7"></span>aksonomii <span class="_ _16"> </span>zdec<span class="_ _1"></span>ydowana <span class="_ _16"> </span>większość <span class="_ _f"> </span>podstawowej </div><div class="t m0 x2 h9 y644 ff5 fs0 fc0 sc0 ls0 ws0">działalności <span class="_ _d"> </span>Grupy <span class="_ _10"> </span>Mangata<span class="_ _5"></span> <span class="_ _20"> </span>(produkcja<span class="_ _1"></span> <span class="_ _10"> </span>podzespołów<span class="_ _1"></span> <span class="_ _10"> </span>i <span class="_ _10"> </span>komponentów<span class="_ _5"></span> <span class="_ _20"> </span>dla <span class="_ _d"> </span>motoryzacji, <span class="_ _10"> </span>produkcja<span class="_ _1"></span> </div><div class="t m0 x2 h9 y645 ff5 fs0 fc0 sc0 ls0 ws0">armatury i auto<span class="_ _1"></span>matyki przemy<span class="_ _1"></span>słowej, produkcja<span class="_ _1"></span> elementów złącz<span class="_ _1"></span>nych) nie jest nią objęta<span class="_ _1"></span>. <span class="ff2"> </span></div><div class="t m0 x2 h9 y646 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y414 ff5 fs0 fc0 sc1 ls0 ws0">Obecne <span class="_ _1c"></span>kryteria <span class="_ _1c"></span>Taksonomii <span class="_ _1c"></span>obejmują <span class="_ _1c"></span>działalność <span class="_ _e"></span>gospodarczą <span class="_ _1c"></span>jedynie <span class="_ _23"></span>około <span class="_ _e"></span>4<span class="_ _7"></span>0% <span class="_ _1c"></span>spółek <span class="_ _1c"></span>giełdowych </div><div class="t m0 x2 h9 y76a ff2 fs0 fc0 sc1 ls0 ws0">w <span class="ff5">sektorach, które <span class="_ _e"></span>odpowi<span class="_ _5"></span>adają <span class="_ _7"></span>za <span class="_ _e"></span>prawie 80% <span class="_ _7"></span>bezpośrednich <span class="_ _7"></span>emisji <span class="_ _7"></span>gazów <span class="_ _7"></span>cieplarnia<span class="_ _1"></span>nych <span class="_ _7"></span>w <span class="_ _7"></span>Europie.<span class="_ _7"></span><span class="ff2 sc0"> </span></span></div><div class="t m0 x2 h9 y272 ff5 fs0 fc0 sc0 ls0 ws0">Taksonomia <span class="_ _11"> </span>koncentruje <span class="_ _11"> </span>się <span class="_ _28"> </span>w <span class="_ _11"> </span>szczególności <span class="_ _11"> </span>na <span class="_ _28"> </span>wspieraniu <span class="_ _28"> </span><span class="ff2">transformacji<span class="_ _1"></span> <span class="_ _28"> </span>w <span class="_ _11"> </span>sektorach </span></div><div class="t m0 x2 h9 y399 ff5 fs0 fc0 sc0 ls0 ws0">wysokoemisyjn<span class="_ _1"></span>ych, <span class="_ _1c"></span>w <span class="_ _1c"></span>których <span class="_ _1c"></span>pilnie <span class="_ _1c"></span>potrzebn<span class="_ _1"></span>e <span class="_ _1c"></span>są <span class="_ _1c"></span>zmiany. <span class="_ _1c"></span>Komisja <span class="_ _e"></span>UE <span class="_ _1c"></span>zapowiada, <span class="_ _1c"></span>że <span class="_ _1c"></span>z <span class="_ _1c"></span>biegiem <span class="_ _1c"></span>czasu<span class="_ _5"></span> </div><div class="t m0 x2 h9 y76b ff5 fs0 fc0 sc0 ls0 ws0">lista działal<span class="_ _1"></span>ności objętych T<span class="_ _1"></span>aksonomią bę<span class="_ _1"></span>dzie rozwijan<span class="_ _5"></span>a<span class="_ _7"></span>, co miało min. miejsce w <span class="_ _5"></span>2<span class="_ _7"></span>023 roku<span class="ff2">. </span></div><div class="t m0 x2 h1f y76c ff7 fs3 fc2 sc2 ls0 ws0">Etap <span class="_ _f"> </span>2 <span class="_ _f"> </span><span class="ffa">–</span> <span class="_ _20"> </span>Alokacja <span class="_ _f"> </span><span class="ffa">wielkości <span class="_ _f"> </span>obrotu, <span class="_ _20"> </span>wydatków <span class="_ _f"> </span>operacyjnych <span class="_ _f"> </span>i <span class="_ _20"> </span>na<span class="_ _7"></span>kładów <span class="_ _20"> </span>inwestycyjnych </span></div><div class="t m0 x2 h1f y76d ff7 fs3 fc2 sc2 ls35 ws0">do<span class="ls0"> <span class="ffa">zidentyfikowanych działalności</span> </span></div><div class="t m0 x2 h9 y233 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y76e ff5 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _10"> </span>zidentyfikowa<span class="_ _1"></span>nych <span class="_ _10"> </span>działal<span class="_ _1"></span>ności <span class="_ _10"> </span>przypisane <span class="_ _d"> </span>zostały <span class="_ _10"> </span>odpowiednie <span class="_ _10"> </span>wielkości <span class="_ _d"> </span>wskaźników <span class="_ _10"> </span>obrotu<span class="_ _1"></span>, </div><div class="t m0 x2 h9 y39e ff5 fs0 fc0 sc0 ls0 ws0">wydatków operac<span class="_ _5"></span>y<span class="_ _7"></span>jnych i na<span class="_ _1"></span>kładów inwestyc<span class="_ _1"></span>yjnych zgodnie z po<span class="_ _5"></span>niższą metodologią<span class="_ _1"></span>.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y76f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y770 ff5 fs0 fc0 sc1 ls0 ws0">Metodologia, polity<span class="_ _1"></span>ka rachunkowości i do<span class="_ _1"></span>datkowe informacje konte<span class="_ _5"></span>k<span class="_ _7"></span>stowe<span class="ff2"> </span></div><div class="t m0 x2 h9 y27 ff5 fs0 fc0 sc1 ls0 ws0">Obrót<span class="ff2"> </span></div><div class="t m0 x2 h9 y771 ff5 fs0 fc0 sc0 ls0 ws0">Definicja <span class="_ _2b"> </span>obrotu <span class="_ _a"> </span>dla <span class="_ _a"> </span>cel<span class="_ _1"></span>ów <span class="_ _a"> </span>rozporządzenia<span class="_ _1"></span> <span class="_ _a"> </span>2021/2178 <span class="_ _2b"> </span>obejmuje <span class="_ _2b"> </span>przychód <span class="_ _a"> </span>ujęty <span class="_ _a"> </span>zgodni<span class="_ _5"></span>e </div><div class="t m0 x2 h9 y25f ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">międzynarodow<span class="_ _1"></span>ym <span class="_ _c"> </span>standa<span class="_ _1"></span>rdem <span class="_ _c"> </span>rachunkowości <span class="_ _15"> </span>(MSR) <span class="_ _c"> </span>1 <span class="_ _c"> </span>pkt <span class="_ _c"> </span>82 <span class="_ _c"> </span>lit. <span class="_ _c"> </span>a)  przyj<span class="_ _1"></span>ętym <span class="_ _c"> </span>rozporządzeni<span class="_ _5"></span>e<span class="_ _7"></span>m </span></div><div class="t m0 x2 h9 y772 ff5 fs0 fc0 sc0 ls0 ws0">Komisji <span class="_ _15"> </span>(WE) <span class="_ _15"> </span>nr <span class="_ _c"> </span>1126/200<span class="_ _5"></span>8<span class="_ _7"></span>, <span class="_ _c"> </span>co <span class="_ _15"> </span>odpowiada <span class="_ _15"> </span>definicji <span class="_ _15"> </span>przychodów <span class="_ _15"> </span>netto <span class="_ _15"> </span>ze <span class="_ _c"> </span>sprz<span class="_ _5"></span>e<span class="_ _7"></span>daży <span class="_ _15"> </span>produktów <span class="_ _15"> </span>lub </div><div class="t m0 x2 h9 y773 ff5 fs0 fc0 sc0 ls0 ws0">świadczonych <span class="_ _7"></span>usług <span class="_ _e"></span>przyjętej <span class="_ _e"></span>na <span class="_ _e"></span>potrzeby <span class="_ _7"></span>sprawozdania<span class="_ _1"></span> <span class="_ _e"></span>finansowego <span class="_ _7"></span>Grupy <span class="_ _e"></span>Mangata. <span class="_ _e"></span>Ujawnienie <span class="_ _7"></span>KPI </div><div class="t m0 x2 h9 y774 ff5 fs0 fc0 sc0 ls0 ws0">Obrotu <span class="_ _b"> </span>zostało <span class="_ _b"> </span>sporządzone <span class="_ _b"> </span>na <span class="_ _d"> </span>bazie <span class="_ _b"> </span>dany<span class="_ _7"></span>ch <span class="_ _b"> </span>skonsolidowanych, <span class="_ _b"> </span>tym <span class="_ _b"> </span>samym <span class="_ _d"> </span>dla <span class="_ _b"> </span>poszczególnych<span class="_ _1"></span> </div><div class="t m0 x2 h9 y5e6 ff5 fs0 fc0 sc0 ls0 ws0">działalności <span class="_ _15"> </span>nie <span class="_ _c"> </span>identyfikuje <span class="_ _15"> </span>się <span class="_ _c"> </span>przychodów <span class="_ _15"> </span>z <span class="_ _c"> </span>działalności <span class="_ _c"> </span>prowadzon<span class="_ _5"></span>e<span class="_ _7"></span>j <span class="_ _c"> </span>w <span class="_ _c"> </span>celu<span class="_ _5"></span> <span class="_ _c"> </span>konsumpcji <span class="_ _c"> </span>własnej </div><div class="t m0 x2 h9 y775 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">ramach <span class="_ _f"> </span>Grupy. <span class="_ _f"> </span>100% <span class="_ _f"> </span>prezentowanego <span class="_ _f"> </span>wskaźnika <span class="_ _f"> </span>w <span class="_ _16"> </span>stanowią <span class="_ _f"> </span>przychod<span class="_ _1"></span>y <span class="_ _f"> </span>z <span class="_ _16"> </span>umów <span class="_ _f"> </span>zawartych </span></div><div class="t m0 x2 h9 y776 ff2 fs0 fc0 sc0 ls0 ws0">z klientami. </div><div class="t m0 x2 h9 y763 ff5 fs0 fc0 sc1 ls0 ws0">Nakłady inwestycyjn<span class="_ _5"></span>e<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y5ea ff5 fs0 fc0 sc0 ls0 ws0">Podstawę <span class="_ _c"> </span>wyliczeń <span class="_ _c"> </span>dla  K<span class="_ _1"></span>PI <span class="_ _c"> </span>CAPEX <span class="_ _c"> </span>stanowią <span class="_ _c"> </span>całkowite <span class="_ _c"> </span>nakłady <span class="_ _c"> </span>inwestycyjne <span class="_ _c"> </span>Grupy <span class="_ _c"> </span>Mangata, <span class="_ _c"> </span>które </div><div class="t m0 x2 h9 y777 ff5 fs0 fc0 sc0 ls0 ws0">zgodnie z rozporządz<span class="_ _5"></span>eniem 2021/2178 ob<span class="_ _5"></span>e<span class="_ _7"></span>jmują koszty<span class="_ _1"></span> rozliczane w oparci<span class="_ _5"></span>u o:<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 xc1 h9 y778 ff2 fs0 fc0 sc0 lsc ws0">a.<span class="ff9 ls0"> <span class="_ _1f"> </span><span class="ff5">MSR 16 Rzeczowe akt<span class="_ _5"></span>y<span class="_ _7"></span>wa trwałe<span class="_ _1"></span>, pkt 73 lit. e) <span class="_ _1"></span>ppkt (i) oraz (ii<span class="_ _1"></span>i)<span class="ff2">, </span></span></span></div><div class="t m0 xc1 h9 y779 ff2 fs0 fc0 sc0 ls9 ws0">b.<span class="ff9 ls0"> <span class="_ _27"> </span><span class="ff5">MSR 38 Wartości ni<span class="_ _1"></span>ematerialne, pkt<span class="_ _5"></span> 118 lit. e) ppkt (i)<span class="ff2">, </span></span></span></div><div class="t m0 xc1 h9 y77a ff2 fs0 fc0 sc0 ls5 ws0">c.<span class="ff9 ls0"> <span class="_ _2b"> </span><span class="ff5">MSR 40 Nierucho<span class="_ _1"></span>mości inw<span class="_ _1"></span>estycyjne, pkt <span class="_ _1"></span>76 lit. a) i b) (w<span class="_ _1"></span> przypadku modelu wa<span class="_ _5"></span>rtości godziwej)<span class="ff2">, </span></span></span></div><div class="t m0 xc1 h9 y77b ff2 fs0 fc0 sc0 ls9 ws0">d.<span class="ff9 ls0"> <span class="_ _27"> </span><span class="ff5">MSR <span class="_ _5"></span>40 Ni<span class="_ _1"></span>eruchomości <span class="_ _5"></span>inwestycyjne, <span class="_ _5"></span>pkt <span class="_ _5"></span>79 l<span class="_ _1"></span>it. <span class="_ _5"></span>d) <span class="_ _5"></span>ppkt <span class="_ _5"></span>(<span class="_ _7"></span>i) <span class="_ _5"></span>oraz (ii<span class="_ _5"></span>) (w <span class="_ _5"></span>przypadku<span class="_ _1"></span> <span class="_ _5"></span>modelu <span class="_ _1"></span>opartego<span class="_ _1"></span> </span></span></div><div class="t m0 xcb h9 y77c ff2 fs0 fc0 sc0 ls0 ws0">na cenie nabyci<span class="_ _1"></span>a lub koszcie wytw<span class="_ _5"></span>or<span class="_ _7"></span>zenia), </div><div class="t m0 xc1 h9 y5a ff2 fs0 fc0 sc0 ls4 ws0">e.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff2">MSR 41 Rolnictwo<span class="_ _1"></span>, pkt 50 lit. b<span class="_ _1"></span>) oraz e), </span></span></div><div class="t m0 xc1 h9 y317 ff2 fs0 fc0 sc0 ls24 ws0">f.<span class="ff9 ls0"> <span class="_ _28"> </span><span class="ff2">MSSF 16 <span class="_ _1"></span>Leasing, pkt 53 li<span class="_ _1"></span>t. h). </span></span></div></div><div class="c xd yb3 w51 h18"><div class="t m0 x4 h5 y175 ff3 fs2 fc13 sc0 ls0 ws0">TAKSONOMIA UE </div></div></div><div class="pi" ></div></div><div id="pf46" class="pf w0 h0" ><div class="pc pc46 w0 h0"><img class="bi x0 yc w6 h2d" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">70</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">Licznik <span class="_ _c"> </span>stanowi<span class="_ _1"></span> <span class="_ _c"> </span>część <span class="_ _c"> </span>nakładów <span class="_ _c"> </span>inw<span class="_ _1"></span>estycyjnych <span class="_ _c"> </span>ujęt<span class="_ _5"></span>ych <span class="_ _c"> </span>w <span class="_ _c"> </span>mianowniku, <span class="_ _c"> </span>która <span class="_ _15"> </span>dotyczy <span class="_ _c"> </span>aktywów <span class="_ _c"> </span>lub </div><div class="t m0 x2 h9 y5a1 ff5 fs0 fc0 sc0 ls0 ws0">procesów <span class="_ _20"> </span>związanych <span class="_ _20"> </span>z <span class="_ _f"> </span>działa<span class="_ _1"></span>lnością <span class="_ _20"> </span>gospodarczą <span class="_ _f"> </span>zgodną <span class="_ _20"> </span>z <span class="_ _20"> </span>systematyką. <span class="_ _20"> </span>Zgodnie <span class="_ _f"> </span>z <span class="_ _20"> </span>przepisami<span class="_ _5"></span> </div><div class="t m0 x2 h9 y5a2 ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">nakładów <span class="_ _20"> </span>inwe<span class="_ _1"></span>stycyjnych <span class="_ _10"> </span>w <span class="_ _f"> </span>liczniku<span class="_ _1"></span> <span class="_ _20"> </span>można <span class="_ _20"> </span>dodać <span class="_ _10"> </span>nakłady <span class="_ _20"> </span>objęte <span class="_ _20"> </span>planem <span class="_ _20"> </span>mającym <span class="_ _20"> </span>na <span class="_ _20"> </span>celu </span></span></div><div class="t m0 x2 h9 y5a3 ff5 fs0 fc0 sc0 ls0 ws0">rozszerzeni<span class="_ _1"></span>e <span class="_ _1f"> </span>działal<span class="_ _1"></span>ności <span class="_ _26"> </span>gospodarczej <span class="_ _26"> </span>zgodnej <span class="_ _26"> </span>z <span class="_ _1f"> </span>systematyką <span class="_ _26"> </span>lub <span class="_ _1f"> </span>umo<span class="_ _5"></span>żliwienie <span class="_ _1f"> </span>działalno<span class="_ _5"></span>ś<span class="_ _7"></span>ci </div><div class="t m0 x2 h9 y5a4 ff5 fs0 fc0 sc0 ls0 ws0">gospodarczej <span class="_ _1c"></span>kwalifikującej<span class="_ _5"></span> <span class="_ _15"></span>si<span class="_ _1"></span>ę <span class="_ _23"></span>do <span class="_ _1c"></span>s<span class="_ _7"></span>ystematyki <span class="_ _1c"></span>i <span class="_ _23"></span>dostosowanie<span class="_ _1"></span> <span class="_ _23"></span>się <span class="_ _1c"></span>do <span class="_ _23"></span>niej <span class="_ _23"></span>(„plan<span class="_ _7"></span><span class="ff2"> <span class="_ _23"></span></span>dotyczący <span class="_ _1c"></span>nakładów </div><div class="t m0 x2 h9 y3a ff5 fs0 fc0 sc0 ls0 ws0">inwestycyjnyc<span class="_ _1"></span>h”). <span class="_ _7"></span>Obecnie <span class="_ _7"></span>Grupa <span class="_ _7"></span>Mangata <span class="_ _7"></span>nie <span class="_ _7"></span>pos<span class="_ _7"></span>iada takiego <span class="_ _e"></span>planu, ale <span class="_ _7"></span>rozważa <span class="_ _7"></span>jego <span class="_ _e"></span>przygotowani<span class="_ _5"></span>e </div><div class="t m0 x2 h9 y5a5 ff5 fs0 fc0 sc0 ls0 ws0">w <span class="_ _d"> </span>przyszłości. <span class="_ _d"> </span>W<span class="ff2"> </span>2022 <span class="_ _d"> </span>roku <span class="_ _d"> </span>Grupa <span class="_ _d"> </span>Mangata <span class="_ _d"> </span>nie <span class="_ _d"> </span>poniosła <span class="_ _d"> </span>nakładów <span class="_ _d"> </span>inwestycyjnyc<span class="_ _1"></span>h <span class="_ _d"> </span>wynikających </div><div class="t m0 x2 h9 y148 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">połączeń bądź przejęć podmiotów<span class="_ _1"></span> zewnętrznych, w związku z tym nie raportuje zwiększenia wartości<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y77d ff5 fs0 fc0 sc0 ls0 ws0">związanych z<span class="ff2"> </span>na<span class="_ _1"></span>byciem wsk<span class="_ _5"></span>utek p<span class="_ _7"></span>ołączenia j<span class="_ _5"></span>e<span class="_ _7"></span>dnostek.<span class="ff2"> </span></div><div class="t m0 x2 h9 y663 ff2 fs0 fc0 sc1 ls0 ws0">Wydatki operacyjne<span class="_ _1"></span> </div><div class="t m0 x2 h9 y6f9 ff5 fs0 fc0 sc0 ls0 ws0">Licznik  stanowi  cz<span class="_ _5"></span>ęść  wydatków  operacyjnych<span class="_ _5"></span> <span class="_ _b"> </span>ujętych  w  mianownik<span class="_ _5"></span>u,  k<span class="_ _7"></span>tóra  dotyczy  aktywów  lub<span class="_ _5"></span> </div><div class="t m0 x2 h9 y77e ff5 fs0 fc0 sc0 ls0 ws0">procesów <span class="_ _b"> </span>związanyc<span class="_ _1"></span>h <span class="_ _b"> </span>z <span class="_ _d"> </span>działal<span class="_ _1"></span>nością <span class="_ _b"> </span>gospodarczą <span class="_ _b"> </span>zgodną <span class="_ _b"> </span>z <span class="_ _b"> </span>systematyką.  Wskaźnik <span class="_ _b"> </span>ten <span class="_ _b"> </span>obejmuje </div><div class="t m0 x2 h9 y77f ff5 fs0 fc0 sc0 ls0 ws0">bezpośrednie, <span class="_ _d"> </span>nieskapitalizow<span class="_ _1"></span>ane <span class="_ _d"> </span>koszty <span class="_ _10"> </span>związane <span class="_ _d"> </span>z <span class="_ _d"> </span>pracami <span class="_ _10"> </span>badawczo<span class="ff2">-</span>rozwojowymi, <span class="_ _d"> </span>działaniami </div><div class="t m0 x2 h9 y48e ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">zakresie <span class="_ _3"></span>renowacji <span class="_ _5"></span>budynków, <span class="_ _3"></span>leasingiem <span class="_ _3"></span>kró<span class="_ _7"></span>tkoterm<span class="_ _1"></span>inowym, <span class="_ _3"></span>k<span class="_ _7"></span>onserwacją <span class="_ _3"></span>i <span class="_ _5"></span>naprawami <span class="_ _3"></span>or<span class="_ _7"></span>az <span class="_ _5"></span>wszelki<span class="_ _5"></span>e </span></div><div class="t m0 x2 h9 y780 ff5 fs0 fc0 sc0 ls0 ws0">inne bezpośr<span class="_ _1"></span>ednie w<span class="_ _1"></span>ydatki zw<span class="_ _1"></span>iązane z bi<span class="_ _1"></span>eżącą obsługą<span class="_ _1"></span> składników<span class="_ _1"></span> rzeczowych<span class="_ _1"></span> aktywów t<span class="_ _1"></span>rwałych prz<span class="_ _5"></span>e<span class="_ _7"></span>z </div><div class="t m0 x2 h9 y422 ff5 fs0 fc0 sc0 ls0 ws0">przedsiębiorstwo<span class="_ _5"></span>  lub  osobę <span class="_ _31"> </span>trzecią,<span class="_ _1"></span>  którym<span class="_ _1"></span>  zlecono<span class="_ _5"></span>  na  zasadzi<span class="_ _5"></span>e<span class="_ _7"></span><span class="ff2">  </span>outsourcingu <span class="_ _c"> </span>działania  niez<span class="_ _5"></span>będne </div><div class="t m0 x2 h9 y781 ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> zapewnienia<span class="_ _1"></span> <span class="ff5">ciągłego i efektyw<span class="_ _1"></span>nego funkcjonowa<span class="_ _5"></span>nia tych aktywów.<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y782 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _23"></span>przypadku <span class="_ _23"></span>działalności <span class="_ _23"></span>„Produkcja<span class="_ _1"></span> <span class="_ _23"></span>żelaza <span class="_ _23"></span>i <span class="_ _23"></span>s<span class="_ _7"></span>tali” <span class="_ _23"></span>około <span class="_ _23"></span>42% <span class="_ _23"></span>zakwalifikowa<span class="_ _5"></span>ny<span class="_ _7"></span>ch <span class="_ _23"></span>wydatków <span class="_ _1c"></span>stanowi </div><div class="t m0 x2 h9 y759 ff5 fs0 fc0 sc0 ls0 ws0">zużycie materiałów,<span class="_ _5"></span> ok. 36% stanowią koszty u<span class="_ _1"></span>sług obcych, a o<span class="_ _1"></span>k. 22% koszty o<span class="_ _1"></span>sobowe. <span class="ff2"> </span></div><div class="t m0 x2 h1f y783 ff7 fs3 fc2 sc2 ls0 ws0"> </div><div class="t m0 x2 h1f y686 ff7 fs3 fc2 sc2 ls0 ws0">Etap 3 <span class="ffa">–</span> <span class="ffa">Weryfikacja zgodności z Technicznymi Kryteriami Kwalifikacji <span class="_ _7"></span>(TKK)</span> </div><div class="t m0 x2 h9 y784 ff5 fs0 fc0 sc0 ls0 ws0">Dla <span class="_ _23"></span>działalności <span class="_ _23"></span>objętych <span class="_ _23"></span>systematyką <span class="_ _23"></span>przeprowadzo<span class="_ _5"></span>ne<span class="_ _7"></span> <span class="_ _23"></span>zostało <span class="_ _23"></span>badanie<span class="ff2">,<span class="_ _7"></span> <span class="_ _23"></span></span>czy <span class="_ _15"></span>dany <span class="_ _23"></span>rodzaj <span class="_ _23"></span>działalności<span class="_ _1"></span> </div><div class="t m0 x2 h9 y785 ff5 fs0 fc0 sc0 ls0 ws0">spełnia kryte<span class="_ _1"></span>ria opisane w Rozporządz<span class="_ _5"></span>eniach<span class="ff2">. </span></div><div class="t m0 x2 h9 y42b ff5 fs0 fc0 sc0 ls0 ws0">Weryfikacja <span class="_ _1"></span>zgodności z <span class="_ _5"></span>Technicznymi <span class="_ _1"></span>Kryteriami <span class="_ _5"></span>Kwalifikacji była <span class="_ _1"></span>prowadzona <span class="_ _5"></span>dla wybranych <span class="_ _5"></span>rodzajów </div><div class="t m0 x2 h9 y786 ff5 fs0 fc0 sc0 ls0 ws0">działalności <span class="_ _5"></span>kwalifikujących<span class="_ _1"></span> <span class="_ _5"></span>s<span class="_ _7"></span>ię <span class="_ _5"></span>do systemat<span class="_ _5"></span>y<span class="_ _7"></span>ki <span class="_ _5"></span>i polegał<span class="_ _1"></span>a na <span class="_ _5"></span>analizie <span class="_ _5"></span>poszczególnych <span class="_ _5"></span>kryteriów <span class="_ _5"></span>istotnego </div><div class="t m0 x2 h9 y787 ff5 fs0 fc0 sc0 ls0 ws0">wkładu <span class="_ _7"></span>i <span class="_ _e"></span>niewyrządza<span class="_ _1"></span>nia <span class="_ _7"></span>poważnych <span class="_ _7"></span>szkód <span class="_ _7"></span>oraz <span class="_ _7"></span>s<span class="_ _7"></span>prawdzeniu, <span class="_ _7"></span>w <span class="_ _7"></span>jakim <span class="_ _7"></span>stopniu <span class="_ _e"></span>dany <span class="_ _7"></span>rodzaj <span class="_ _7"></span>działalności </div><div class="t m0 x2 h9 y788 ff5 fs0 fc0 sc0 ls0 ws0">zgodny <span class="_ _e"></span>jest<span class="_ _1"></span> <span class="_ _e"></span>z <span class="_ _e"></span>TKK <span class="_ _7"></span>określonymi <span class="_ _7"></span>w <span class="_ _1c"></span>załączniku<span class="_ _1"></span> <span class="_ _e"></span>I <span class="_ _e"></span>Rozporzą<span class="_ _1"></span>dzenia <span class="_ _e"></span>Delegowan<span class="_ _5"></span>e<span class="_ _7"></span>go <span class="_ _e"></span>Komisji <span class="_ _7"></span>2021/2139 <span class="_ _7"></span>(wraz </div><div class="t m0 x2 h9 y789 ff5 fs0 fc0 sc0 ls0 ws0">ze <span class="_ _c"> </span>zmianami  w<span class="_ _1"></span>prowadzon<span class="_ _5"></span>ymi  Rozporządz<span class="_ _5"></span>eniem  Del<span class="_ _5"></span>e<span class="_ _7"></span>gowanym <span class="_ _c"> </span>Komisji <span class="_ _c"> </span>2023/2485) <span class="_ _c"> </span>(dla <span class="_ _c"> </span>pierwszych </div><div class="t m0 x2 h9 y78a ff5 fs0 fc0 sc0 ls0 ws0">dwóch <span class="_ _e"></span>celów) <span class="_ _e"></span>oraz <span class="_ _1c"></span>w <span class="_ _e"></span>załączniku <span class="_ _e"></span>I<span class="_ _7"></span> <span class="_ _e"></span>Rozporządzenia <span class="_ _e"></span>Delegowan<span class="_ _1"></span>ego <span class="_ _e"></span>Komisji <span class="_ _e"></span>2023/2486 <span class="_ _e"></span>(dla <span class="_ _e"></span>pozostałych </div><div class="t m0 x2 h9 y78b ff5 fs0 fc0 sc0 ls0 ws0">czterech <span class="_ _7"></span>celów. <span class="_ _e"></span>Oprócz <span class="_ _7"></span>tego<span class="ff2">, <span class="_ _e"></span></span>by <span class="_ _7"></span>uznać <span class="_ _e"></span>działalność <span class="_ _7"></span>za <span class="_ _7"></span>zrównoważoną <span class="_ _7"></span>środowiskowo<span class="ff2">, <span class="_ _e"></span></span>powinna <span class="_ _7"></span>ona <span class="_ _e"></span>być </div><div class="t m0 x2 h9 y78c ff5 fs0 fc0 sc0 ls0 ws0">prowadzona <span class="_ _1d"> </span>w <span class="_ _2"> </span>zgodzie <span class="_ _2"> </span>z <span class="_ _1d"> </span>tzw. <span class="_ _2"> </span>Minimalnymi<span class="_ _1"></span> <span class="_ _2"> </span>gwarancjami, <span class="_ _1d"> </span>odnoszącymi <span class="_ _1d"> </span>się <span class="_ _2"> </span>przede <span class="_ _1d"> </span>wszystkim </div><div class="t m0 x2 h9 y78d ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">zapewnienia<span class="_ _1"></span> przestrzegania<span class="_ _1"></span> praw człowieka<span class="_ _1"></span>.<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y78e ff5 fs0 fc0 sc0 ls0 ws0">W wyniku prz<span class="_ _1"></span>eprowadzonego badani<span class="_ _1"></span>a stwier<span class="_ _1"></span>dzono, że:<span class="ff2"> </span></div><div class="t m0 x33 h9 y63c ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Działalność <span class="_ _e"></span>„Produkcja <span class="_ _e"></span>żelaza <span class="_ _e"></span>i <span class="_ _e"></span>stali” <span class="_ _e"></span>obejmująca <span class="_ _e"></span>w <span class="_ _e"></span>Grupie <span class="_ _e"></span>Mangata <span class="_ _e"></span>produkcję <span class="_ _e"></span>(odlewnictwo) </span></span></div><div class="t m0 x38 h9 y78f ff5 fs0 fc0 sc0 ls0 ws0">żeliwa <span class="_ _5"></span>nie jest <span class="_ _1"></span>zrównoważo<span class="_ _5"></span>na środowiskowo<span class="_ _1"></span>, poni<span class="_ _1"></span>eważ <span class="_ _5"></span>nie spełnia <span class="_ _5"></span>obecnie TKK. <span class="_ _5"></span>Zgodnie z <span class="_ _5"></span>TKK<span class="ff2">, </span></div><div class="t m0 x38 h9 y790 ff5 fs0 fc0 sc0 ls0 ws0">emisje gazów cieplarnianych dla produkcji żeliwa nie <span class="_ _7"></span>powinny przekraczać <span class="_ _7"></span><span class="ff2">0,299t ekwiwalent<span class="_ _1"></span>u </span></div><div class="t m0 x38 h9 y791 ff5 fs0 fc0 sc0 ls0 ws0">dwutlenku <span class="_ _1d"> </span>węgla <span class="_ _16"> </span>na <span class="_ _2"> </span>tonę <span class="_ _1d"> </span>produktu. <span class="_ _16"> </span>Obecnie <span class="_ _1d"> </span>w <span class="_ _1d"> </span>Grupie <span class="_ _1d"> </span>Mangata <span class="_ _1d"> </span>wielkość <span class="_ _16"> </span>ta <span class="_ _2"> </span>wynosi </div><div class="t m0 x38 h9 y792 ff2 fs0 fc0 sc0 ls0 ws0">ok. 0,35 t <span class="ff5">ekwiw<span class="_ _1"></span>alentu dwutl<span class="_ _5"></span>e<span class="_ _7"></span>nku węgla na ton<span class="_ _1"></span>ę produktu<span class="ff2">, </span></span></div><div class="t m0 x33 h9 y793 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Działalność <span class="_ _11"> </span>„Montaż, <span class="_ _18"> </span>k<span class="_ _7"></span>onserwacja <span class="_ _11"> </span>i <span class="_ _11"> </span>naprawa <span class="_ _18"> </span>sprzętu <span class="_ _11"> </span>zwiększającego <span class="_ _18"> </span>efektywność </span></span></div><div class="t m0 x38 h9 y794 ff5 fs0 fc0 sc0 ls0 ws0">energetyczną” <span class="_ _7"></span>jest <span class="_ _7"></span>zrównoważona <span class="_ _7"></span>środowiskowo. <span class="_ _7"></span>Działalność <span class="_ _7"></span>ta <span class="_ _e"></span>w <span class="_ _7"></span>przypadku <span class="_ _7"></span>Grupy <span class="_ _e"></span>Mangata<span class="_ _1"></span> </div><div class="t m0 x38 h9 y795 ff5 fs0 fc0 sc0 ls0 ws0">obejmuje <span class="_ _e"></span>przede <span class="_ _1c"></span>wszystkim <span class="_ _e"></span>prace <span class="_ _1c"></span>polegające <span class="_ _1c"></span>na <span class="_ _e"></span>montażu <span class="_ _1c"></span>izolacji <span class="_ _e"></span>oraz <span class="_ _1c"></span>wymianie <span class="_ _e"></span>oświetlenia. </div></div><div class="c xd y796 w52 h27"><div class="t m0 x4 h5 y141 ff3 fs2 fc13 sc0 ls0 ws0">TAKSONOMIA UE </div></div></div><div class="pi" ></div></div><div id="pf47" class="pf w0 h0" ><div class="pc pc47 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">71</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x38 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">Działalność <span class="_ _15"> </span>ta <span class="_ _c"> </span>została <span class="_ _c"> </span>oceniona <span class="_ _15"> </span>jako <span class="_ _c"> </span>spełniająca<span class="_ _1"></span> <span class="_ _c"> </span>TKK <span class="_ _15"> </span>dla <span class="_ _c"> </span>celu <span class="_ _c"> </span>środowiskowego <span class="_ _15"> </span>„Łagodzenie </div><div class="t m0 x38 h9 y5a1 ff5 fs0 fc0 sc0 ls0 ws0">zmian klimatu” o<span class="_ _5"></span>raz nieczyniąca szkody wsz<span class="_ _1"></span>ystkim poz<span class="_ _1"></span>ostałym celom<span class="ff2">, </span></div><div class="t m0 x33 h9 y797 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Działalność „Na<span class="_ _5"></span>by<span class="_ _7"></span>wanie<span class="_ _1"></span> i p<span class="_ _5"></span>rawo własności<span class="_ _1"></span> budynk<span class="_ _1"></span>ów” <span class="_ _1"></span>została oc<span class="_ _5"></span>e<span class="_ _7"></span>niona ja<span class="_ _5"></span>ko niezrównowa<span class="_ _1"></span>żona </span></span></div><div class="t m0 x38 h9 y798 ff5 fs0 fc0 sc0 ls0 ws0">środowiskowo, po<span class="_ _1"></span>nieważ nie sp<span class="_ _5"></span>e<span class="_ _7"></span>łnia obecnie TKK<span class="ff2">, </span></div><div class="t m0 x33 h9 y799 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Działalność <span class="_ _20"> </span>„Renowacja <span class="_ _20"> </span>istniejących <span class="_ _10"> </span>budynków” <span class="_ _20"> </span>została <span class="_ _10"> </span>oce<span class="_ _7"></span>niona <span class="_ _20"> </span>jako <span class="_ _20"> </span>niezrównoważona<span class="_ _5"></span> </span></span></div><div class="t m0 x38 h9 y79a ff5 fs0 fc0 sc0 ls0 ws0">środowiskowo, po<span class="_ _1"></span>nieważ nie sp<span class="_ _5"></span>e<span class="_ _7"></span>łnia obecnie TKK<span class="_ _1"></span>.<span class="ff2"> </span></div><div class="t m0 x2 h9 y79b ff2 fs0 fc0 sc1 ls0 ws0">Weryfikacja przestrz<span class="_ _5"></span>e<span class="_ _7"></span>gania Minimal<span class="_ _1"></span>nych Gwarancji </div><div class="t m0 x2 h9 y79c ff5 fs0 fc0 sc0 ls0 ws0">Platforma <span class="_ _7"></span>Zrównoważonych <span class="_ _7"></span>Finansów <span class="_ _7"></span>(Platform <span class="_ _e"></span>on <span class="_ _7"></span>Sustainable <span class="_ _7"></span>Finance) <span class="_ _7"></span>opublikowała <span class="_ _7"></span>w <span class="_ _e"></span>październiku </div><div class="t m0 x2 h9 y79d ff2 fs0 fc0 sc0 ls0 ws0">2022 <span class="_ _1c"></span>roku <span class="_ _23"></span><span class="ff5">Raport <span class="_ _1c"></span>końcowy <span class="_ _1c"></span>na <span class="_ _23"></span>temat <span class="_ _1c"></span>minimalnych <span class="_ _1c"></span>gwarancji <span class="_ _1c"></span>(<span class="_ _7"></span><span class="ff7">Final <span class="_ _1c"></span>Report <span class="_ _23"></span>on <span class="_ _1c"></span>Minimum <span class="_ _1c"></span>Safeguards), </span></span></div><div class="t m0 x2 h9 y79e ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">którym <span class="_ _f"> </span>rekomenduje <span class="_ _16"> </span>weryfikację <span class="_ _f"> </span>dwóch <span class="_ _16"> </span>kryteriów <span class="_ _f"> </span>wskazujących <span class="_ _16"> </span>niezgodność <span class="_ _f"> </span>z <span class="_ _16"> </span>minimalnymi </span></div><div class="t m0 x2 h9 y79f ff2 fs0 fc0 sc0 ls0 ws0">gwarancjami: </div><div class="t m0 x33 h9 y2d1 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Firma nie u<span class="_ _5"></span>stanowiła odpow<span class="_ _1"></span>iednich pr<span class="_ _1"></span>ocesów nal<span class="_ _1"></span>eżytej <span class="_ _1"></span>staranności w<span class="_ _1"></span> za<span class="_ _1"></span>kresie pr<span class="_ _5"></span>aw człowieka,<span class="_ _1"></span> </span></span></div><div class="t m0 x38 h9 y7a0 ff2 fs0 fc0 sc0 ls0 ws0">zgodnie <span class="_ _1c"></span>z <span class="_ _23"></span>wytycznymi <span class="_ _23"></span><span class="ff7">United <span class="_ _23"></span>Nations <span class="_ _1c"></span>Guiding <span class="_ _1c"></span>Principles <span class="_ _23"></span>on <span class="_ _23"></span>Busines<span class="_ _1"></span>s <span class="_ _23"></span>and <span class="_ _23"></span>Human <span class="_ _1c"></span>Rights<span class="_ _7"></span><span class="ff2"> <span class="_ _23"></span>oraz </span></span></div><div class="t m0 x38 h9 y7a1 ff5 fs0 fc0 sc0 ls0 ws0">Wytycznymi OECD <span class="_ _1"></span>dla przedsiębior<span class="_ _5"></span>s<span class="_ _7"></span>tw wielonarod<span class="_ _1"></span>owych.<span class="ff2"> </span></div><div class="t m0 x33 h9 y7a2 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Istnieją <span class="_ _7"></span>wyraźne przesłanki świadczące o <span class="_ _7"></span>tym, że <span class="_ _7"></span>firma nie <span class="_ _7"></span>wdraża odpowiednio <span class="_ _7"></span>zasad badania </span></span></div><div class="t m0 x38 h9 y125 ff5 fs0 fc0 sc0 ls0 ws0">przestrzegania <span class="_ _e"></span>praw <span class="_ _1c"></span>człowieka, <span class="_ _1c"></span>co <span class="_ _1c"></span>skutkuje <span class="_ _1c"></span>ich <span class="_ _1c"></span>łamaniem. <span class="_ _1c"></span>Dane <span class="_ _1c"></span>o <span class="_ _1c"></span>naruszeniach <span class="_ _1c"></span>powinny <span class="_ _1c"></span>być </div><div class="t m0 x38 h9 y234 ff5 fs0 fc0 sc0 ls0 ws0">generowane ze ź<span class="_ _1"></span>ródeł o wysokim sto<span class="_ _5"></span>pn<span class="_ _7"></span>iu niezal<span class="_ _5"></span>e<span class="_ _7"></span>żności i bez<span class="_ _5"></span>s<span class="_ _7"></span>tronności.<span class="ff2"> </span></div><div class="t m0 x2 h9 y7a3 ff5 fs0 fc0 sc0 ls0 ws0">W dniu 8 czerwca<span class="_ _5"></span> 2023 r. Rada OECD przyjęła za<span class="_ _5"></span>k<span class="_ _7"></span>tualizowaną we<span class="_ _5"></span>rs<span class="_ _7"></span>ję Wytycznyc<span class="_ _5"></span>h OECD.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y50d ff5 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _23"></span>Mangata <span class="_ _23"></span>przestrzega <span class="_ _23"></span>założeń <span class="_ _15"></span>w<span class="_ _1"></span>ynikających <span class="_ _23"></span>z <span class="_ _23"></span>Wytycznych <span class="_ _15"></span>OEC<span class="_ _1"></span>D, <span class="_ _15"></span>j<span class="_ _5"></span>e<span class="_ _7"></span>dnakże <span class="_ _23"></span>nie <span class="_ _23"></span>s<span class="_ _7"></span>ą <span class="_ _23"></span>one <span class="_ _15"></span>w <span class="_ _23"></span>pełni </div><div class="t m0 x2 h9 y7a4 ff5 fs0 fc0 sc0 ls0 ws0">odzwierciedlone <span class="_ _15"></span>w <span class="_ _15"></span>pisem<span class="_ _1"></span>nych <span class="_ _15"></span>politykach <span class="_ _15"></span>i <span class="_ _15"></span>procedu<span class="_ _1"></span>rach <span class="_ _15"> </span>obowiązujących <span class="_ _15"> </span>w <span class="_ _15"></span>spół<span class="_ _1"></span>kach <span class="_ _15"> </span>Grupy. <span class="_ _15"> </span>Holding </div><div class="t m0 x2 h9 y7a5 ff5 fs0 fc0 sc0 ls0 ws0">podejmuje <span class="_ _26"> </span>jednak <span class="_ _26"> </span>działania, <span class="_ _26"> </span>by <span class="_ _1f"> </span>zagadnienia <span class="_ _26"> </span>te <span class="_ _26"> </span>należycie <span class="_ _1f"> </span>odzwi<span class="_ _1"></span>erciedlić <span class="_ _26"> </span>w <span class="_ _26"> </span>obo<span class="_ _7"></span>wiązującyc<span class="_ _1"></span>h </div><div class="t m0 x2 h9 y7a6 ff5 fs0 fc0 sc0 ls0 ws0">wewnętrznych poli<span class="_ _1"></span>tykach i proc<span class="_ _1"></span>edurach. <span class="ff2"> </span></div><div class="t m0 x2 h9 y64f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h1f y7a7 ff7 fs3 fc2 sc2 ls0 ws0">Etap 4 <span class="ffa">–</span> <span class="ffa">Sporządzenie zestawień dot. raportowanych wskaźników<span class="_ _7"></span></span> </div><div class="t m0 x2 h9 y7a8 ff5 fs0 fc0 sc0 ls0 ws0">Poniższe <span class="_ _e"></span>tabele<span class="_ _1"></span>, <span class="_ _e"></span>sporządzo<span class="_ _1"></span>ne <span class="_ _e"></span>zgodnie <span class="_ _e"></span>z <span class="_ _e"></span>wzorem <span class="_ _7"></span>określonym <span class="_ _e"></span>w <span class="_ _e"></span>Rozporządzeniu <span class="_ _7"></span>Delegowanym <span class="_ _e"></span>Komisji<span class="_ _1"></span> </div><div class="t m0 x2 h2 y7a9 ff2 fs0 fc0 sc0 ls0 ws0">nr 2021/2178 z dni<span class="_ _1"></span>a 6 lipca <span class="_ _1"></span>2021 roku oraz w <span class="ff8">Rozporzą<span class="_ _5"></span>dzeniu Delegowanym Komisji 202<span class="_ _5"></span>3<span class="_ _7"></span>/2486 z dnia<span class="_ _1"></span> </span></div><div class="t m0 x2 h2 y7aa ff1 fs0 fc0 sc0 ls0 ws0">27 czerwca 2023 r.,<span class="_ _5"></span> <span class="_ _7"></span><span class="ff5">przedst<span class="_ _1"></span>awiają informacj<span class="_ _1"></span>e i dane otrzyma<span class="_ _5"></span>ne w wyniku realizacji opisan<span class="_ _5"></span>e<span class="_ _7"></span>go procesu<span class="_ _5"></span>.<span class="_ _7"></span><span class="ff2"> </span></span></div></div><div class="c xd y176 w52 h18"><div class="t m0 x4 h5 y175 ff3 fs2 fc13 sc0 ls0 ws0">TAKSONOMIA UE </div></div></div><div class="pi" ></div></div><div id="pf48" class="pf w2a h46" ><div class="pc pc48 w2a h46"><img class="bi x0 yc w5f h4b" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2c h46"><div class="t m0 x2 h2 y32d ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 y32e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x66 h9 y32f ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">72</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y330 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y7ab ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y7ac w60 h7e"><div class="t m3 x25 h7f y7ad ff11 fse fc0 sc0 ls0 ws0">KP<span class="_ _7"></span>I <span class="_ _7"></span>Obrotu</div></div><div class="c x2 y7ae w61 h80"><div class="t m3 x79 h81 y7af ff12 fsf fc0 sc0 ls0 ws0">Dz<span class="_ _3"></span>i<span class="_ _e"></span>ał<span class="_ _7"></span>al<span class="_ _7"></span>ność<span class="_ _7"></span> G<span class="_ _7"></span>os<span class="_ _7"></span>poda<span class="_ _5"></span>r<span class="_ _7"></span>c<span class="_ _7"></span>z<span class="_ _3"></span>a (1)</div></div><div class="c xe3 y7b0 w62 h82"><div class="t m4 xa3 h83 y7b1 ff13 fs10 fc0 sc0 ls0 ws0">Kod lu<span class="_ _5"></span>b kod<span class="_ _1"></span>y    (2)</div></div><div class="c xe4 y7b2 w63 h82"><div class="t m4 x3a h83 y7b3 ff12 fs10 fc0 sc0 ls0 ws0">Ob<span class="_ _5"></span>r<span class="_ _7"></span>ó<span class="_ _7"></span>t (wa<span class="_ _7"></span>rt<span class="_ _7"></span>o<span class="_ _7"></span>ść<span class="_ _7"></span> bezwzg<span class="_ _7"></span>lę<span class="_ _7"></span>dn<span class="_ _5"></span>a<span class="_ _7"></span>)<span class="_ _7"></span> (3)</div></div><div class="c xe5 y7b4 w64 h82"><div class="t m4 xa3 h83 y7b5 ff12 fs10 fc0 sc0 ls0 ws0">Częś<span class="_ _7"></span>ć<span class="_ _7"></span> obrot<span class="_ _7"></span>u, <span class="_ _1"></span>ro<span class="_ _7"></span>k N<span class="_ _5"></span> (4<span class="_ _7"></span>)</div></div><div class="c xe6 y7b4 w65 h82"><div class="t m4 x29 h83 y7b6 ff12 fs10 fc0 sc0 ls0 ws0">Łago<span class="_ _7"></span>dze<span class="_ _7"></span>nie zmia<span class="_ _7"></span>n k<span class="_ _5"></span>l<span class="_ _7"></span>imat<span class="_ _7"></span>u (5)</div></div><div class="c xb2 y7b7 w66 h82"><div class="t m4 x29 h83 y7b8 ff13 fs10 fc0 sc0 ls0 ws0">Ad<span class="_ _5"></span>a<span class="_ _7"></span>pta<span class="_ _7"></span>cj<span class="_ _7"></span>e do zmia<span class="_ _7"></span>n k<span class="_ _5"></span>l<span class="_ _7"></span>imat<span class="_ _7"></span>u (6)</div></div><div class="c xbe y7b7 w65 h82"><div class="t m4 x29 h83 y7b9 ff13 fs10 fc0 sc0 ls0 ws0">Zaso<span class="_ _7"></span>by wodn<span class="_ _5"></span>e<span class="_ _7"></span> i mor<span class="_ _7"></span>skie<span class="_ _7"></span> (7)</div></div><div class="c xde y7ba w65 h82"><div class="t m4 x29 h83 y7bb ff12 fs10 fc0 sc0 ls0 ws0">Gospodar<span class="_ _7"></span>ka o o<span class="_ _7"></span>bieg<span class="_ _7"></span>u <span class="_ _1"></span>za<span class="_ _7"></span>mkn<span class="_ _5"></span>i<span class="_ _7"></span>ęt<span class="_ _7"></span>y<span class="_ _7"></span>m (8)</div></div><div class="c xe7 y7ba w65 h82"><div class="t m4 x29 h83 y7bc ff13 fs10 fc0 sc0 ls0 ws0">Zaniec<span class="_ _7"></span>zy<span class="_ _7"></span>sz<span class="_ _7"></span>c<span class="_ _7"></span>ze<span class="_ _7"></span>nie (9<span class="_ _7"></span>)</div></div><div class="c xe8 y7bd w66 h82"><div class="t m4 x8a h83 y7be ff12 fs10 fc0 sc0 ls0 ws0">Różnor<span class="_ _7"></span>o<span class="_ _7"></span>dn<span class="_ _5"></span>o<span class="_ _7"></span>ś<span class="_ _7"></span>ć biol<span class="_ _7"></span>og<span class="_ _7"></span>ic<span class="_ _7"></span>z<span class="_ _7"></span>na </div><div class="t m4 x21 h83 y7bf ff13 fs10 fc0 sc0 ls0 ws0">i ekos<span class="_ _7"></span>ys<span class="_ _7"></span>te<span class="_ _7"></span>my<span class="_ _7"></span> (10<span class="_ _7"></span>)</div></div><div class="c xe9 y7bd w65 h82"><div class="t m4 x29 h83 y7c0 ff12 fs10 fc0 sc0 ls0 ws0">Łago<span class="_ _7"></span>dze<span class="_ _7"></span>nie zmia<span class="_ _7"></span>n k<span class="_ _5"></span>l<span class="_ _7"></span>imat<span class="_ _7"></span>u (11<span class="_ _7"></span>)</div></div><div class="c xea y7c1 w65 h82"><div class="t m4 x29 h83 y7c2 ff13 fs10 fc0 sc0 ls0 ws0">Ad<span class="_ _5"></span>a<span class="_ _7"></span>pta<span class="_ _7"></span>cj<span class="_ _7"></span>e do zmia<span class="_ _7"></span>n k<span class="_ _5"></span>l<span class="_ _7"></span>imat<span class="_ _7"></span>u (12<span class="_ _7"></span>)</div></div><div class="c xeb y7c1 w65 h82"><div class="t m4 x29 h83 y7c3 ff13 fs10 fc0 sc0 ls0 ws0">Zaso<span class="_ _7"></span>by wodn<span class="_ _5"></span>e<span class="_ _7"></span> i mor<span class="_ _7"></span>skie<span class="_ _7"></span> (13<span class="_ _7"></span>)</div></div><div class="c xec y7c4 w66 h82"><div class="t m4 x29 h83 y7c5 ff12 fs10 fc0 sc0 ls0 ws0">Gospodar<span class="_ _7"></span>ka o o<span class="_ _7"></span>bieg<span class="_ _7"></span>u <span class="_ _1"></span>za<span class="_ _7"></span>mkn<span class="_ _5"></span>i<span class="_ _7"></span>ęt<span class="_ _7"></span>y<span class="_ _7"></span>m (14<span class="_ _7"></span>)</div></div><div class="c xed y7c4 w65 h82"><div class="t m4 x29 h83 y7c6 ff13 fs10 fc0 sc0 ls0 ws0">Zaniec<span class="_ _7"></span>zy<span class="_ _7"></span>sz<span class="_ _7"></span>c<span class="_ _7"></span>ze<span class="_ _7"></span>nie (1<span class="_ _7"></span>5<span class="_ _7"></span>)</div></div><div class="c xee y7c7 w65 h82"><div class="t m4 x8a h83 y7be ff12 fs10 fc0 sc0 ls0 ws0">Różnor<span class="_ _7"></span>o<span class="_ _7"></span>dn<span class="_ _5"></span>o<span class="_ _7"></span>ś<span class="_ _7"></span>ć biol<span class="_ _7"></span>og<span class="_ _7"></span>ic<span class="_ _7"></span>z<span class="_ _7"></span>na </div><div class="t m4 x21 h83 y7bf ff13 fs10 fc0 sc0 ls0 ws0">i ekos<span class="_ _7"></span>ys<span class="_ _7"></span>te<span class="_ _7"></span>my<span class="_ _7"></span> (16<span class="_ _7"></span>)</div></div><div class="c xef y7c7 w65 h82"><div class="t m4 x29 h83 y7c8 ff13 fs10 fc0 sc0 ls0 ws0">Minimalne gwa<span class="_ _7"></span>ra<span class="_ _7"></span>ncje<span class="_ _7"></span> (1<span class="_ _7"></span>7<span class="_ _7"></span>)</div></div><div class="c xf0 y7c9 w67 h82"><div class="t m4 x28 h83 y7ca ff12 fs10 fc0 sc0 ls0 ws0">Ud<span class="_ _5"></span>z<span class="_ _7"></span>ia<span class="_ _7"></span>ł<span class="_ _7"></span> d<span class="_ _1"></span>zi<span class="_ _7"></span>ał<span class="_ _7"></span>al<span class="_ _7"></span>nośc<span class="_ _7"></span>i z<span class="_ _7"></span>go<span class="_ _7"></span>dn<span class="_ _1"></span>ej<span class="_ _7"></span> z sy<span class="_ _7"></span>st<span class="_ _7"></span>e<span class="_ _7"></span>maty<span class="_ _7"></span>ką </div><div class="t m4 x36 h83 y7cb ff12 fs10 fc0 sc0 ls0 ws0">(A.1.) lub<span class="_ _1"></span> k<span class="_ _5"></span>wa<span class="_ _7"></span>lif<span class="_ _7"></span>ikując<span class="_ _7"></span>ej<span class="_ _7"></span> się<span class="_ _7"></span> do sys<span class="_ _7"></span>t<span class="_ _7"></span>ema<span class="_ _7"></span>ty<span class="_ _7"></span>ki </div><div class="t m4 x84 h83 y7cc ff12 fs10 fc0 sc0 ls0 ws0">(A.2.) Ob<span class="_ _5"></span>r<span class="_ _7"></span>ó<span class="_ _7"></span>t, ro<span class="_ _7"></span>k 202<span class="_ _7"></span>2<span class="_ _7"></span> (18</div></div><div class="c xf1 y7ae w68 h82"><div class="t m4 x19 h83 y7b8 ff12 fs10 fc0 sc0 ls0 ws0">Dzia<span class="_ _7"></span>ła<span class="_ _7"></span>lnoś<span class="_ _7"></span>ć wspoma<span class="_ _7"></span>ga<span class="_ _7"></span>ją<span class="_ _7"></span>c<span class="_ _7"></span>a<span class="_ _7"></span> (19<span class="_ _7"></span>)</div></div><div class="c xf2 y7ae w69 h82"><div class="t m4 xdc h83 y7cd ff12 fs10 fc0 sc0 ls0 ws0">Kate<span class="_ _7"></span>g<span class="_ _7"></span>or<span class="_ _7"></span>ia<span class="_ _7"></span> Dzia<span class="_ _7"></span>ła<span class="_ _7"></span>lnoś<span class="_ _7"></span>ć<span class="_ _7"></span> n<span class="_ _1"></span>a r<span class="_ _7"></span>ze<span class="_ _7"></span>c<span class="_ _7"></span>z prze<span class="_ _7"></span>jś<span class="_ _7"></span>c<span class="_ _7"></span>ia<span class="_ _7"></span> (2<span class="_ _7"></span>0)</div></div><div class="c x2 y7ce w60 h84"><div class="t m3 xf3 h85 y7cf ff11 fse fc0 sc0 ls36 ws0">N/A<span class="_ _46"> </span>N/A<span class="_ _41"> </span>N/A<span class="_ _47"> </span><span class="ff13 ls0">0,0%<span class="_ _3a"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _0"> </span></span>N/A<span class="_ _30"> </span>N/A<span class="_ _49"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _49"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _4a"> </span><span class="ls0">%<span class="_ _39"> </span></span>N/A<span class="_ _a"> </span>N/A</div></div><div class="c x2 y7d0 w6a h86"><div class="t m3 xf3 h87 y7d1 ff12 fs11 fc0 sc0 ls0 ws0">Obr<span class="_ _1"></span>ót <span class="_ _7"></span>z ty<span class="_ _5"></span>tułu dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci zr<span class="_ _5"></span>ó<span class="_ _7"></span>wn<span class="_ _5"></span>o<span class="_ _7"></span>wa<span class="_ _5"></span>żone<span class="_ _7"></span>j ś<span class="_ _7"></span>rodowi<span class="_ _5"></span>s<span class="_ _e"></span>k<span class="_ _7"></span>o<span class="_ _7"></span>w<span class="_ _1"></span>o <span class="_ _7"></span>(zgodne<span class="_ _7"></span>j z<span class="_ _5"></span> s<span class="_ _e"></span>ys<span class="_ _7"></span>te<span class="_ _e"></span>ma<span class="_ _5"></span>tyk<span class="_ _7"></span>ą) </div><div class="t m3 xf3 h87 y7d2 ff13 fs11 fc0 sc0 ls0 ws0">(A.1<span class="_ _7"></span>)</div></div><div class="c x2 y7d3 w60 h88"><div class="t m3 xf4 h85 y7d4 ff11 fse fc0 sc0 ls36 ws0">N/A<span class="_ _41"> </span>N/A<span class="_ _47"> </span><span class="ff13 ls0">0,0%<span class="_ _3a"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _0"> </span></span>N/A<span class="_ _30"> </span>N/A<span class="_ _49"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _49"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _41"> </span><span class="ff13 ls0">%</span></div></div><div class="c x2 y7d5 w60 h89"><div class="t m3 xf3 h7f y7d6 ff14 fse fc0 sc0 ls0 ws0">P<span class="_ _7"></span>rodukcja <span class="_ _7"></span>żel<span class="_ _5"></span>aza <span class="_ _7"></span>i<span class="_ _5"></span> <span class="_ _7"></span>stal<span class="_ _1"></span>i<span class="_ _4b"> </span><span class="ff11">3.9<span class="_ _42"> </span><span class="ls37">       37<span class="_ _1"></span> 79<span class="_ _5"></span>4 <span class="_ _18"> </span><span class="ls0">4,<span class="_ _7"></span>0%<span class="_ _49"> </span><span class="ls36">N/EL<span class="_ _1e"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _4c"> </span></span>0,25%</span></span></span></div></div><div class="c x2 y7d7 w60 h84"><div class="t m3 xf3 h7f y7d6 ff14 fse fc0 sc0 ls0 ws0">Wynajem i<span class="_ _1"></span> zarządzani<span class="_ _1"></span>e nieruchomości<span class="_ _3"></span>ami<span class="_ _1"></span> własnymi<span class="_ _4d"> </span><span class="ff11">7.7<span class="_ _42"> </span><span class="ls37">         3<span class="_ _5"></span> 43<span class="_ _5"></span>1 <span class="_ _18"> </span><span class="ls0">0,<span class="_ _7"></span>4%<span class="_ _4e"> </span><span class="ls36">N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _4c"> </span></span>4,96%</span></span></span></div></div><div class="c x2 y7d8 w6a h8a"><div class="t m3 xf3 h87 y7d9 ff12 fs11 fc0 sc0 ls0 ws0">Obr<span class="_ _1"></span>ót <span class="_ _7"></span>z ty<span class="_ _5"></span>tułu dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci k<span class="_ _7"></span>wa<span class="_ _5"></span>lif<span class="_ _5"></span>ik<span class="_ _7"></span>uj<span class="_ _5"></span>ące<span class="_ _e"></span>j<span class="_ _5"></span> <span class="_ _7"></span>s<span class="_ _7"></span>ię<span class="_ _e"></span> do <span class="_ _7"></span>s<span class="_ _e"></span>y<span class="_ _1"></span>s<span class="_ _7"></span>te<span class="_ _e"></span>maty<span class="_ _5"></span>k<span class="_ _7"></span>i, <span class="_ _7"></span>al<span class="_ _1"></span>e<span class="_ _e"></span> nie<span class="_ _7"></span>zr<span class="_ _5"></span>ó<span class="_ _7"></span>wn<span class="_ _5"></span>o<span class="_ _7"></span>wa<span class="_ _5"></span>żone<span class="_ _7"></span>j </div><div class="t m3 xf3 h87 y7da ff12 fs11 fc0 sc0 ls0 ws0">ś<span class="_ _7"></span>rodowis<span class="_ _7"></span>k<span class="_ _7"></span>owo (dzi<span class="_ _5"></span>ałal<span class="_ _1"></span>noś<span class="_ _e"></span>ci nie<span class="_ _7"></span>zgo<span class="_ _7"></span>dn<span class="_ _1"></span>e<span class="_ _e"></span>j<span class="_ _5"></span> z s<span class="_ _7"></span>ys<span class="_ _e"></span>te<span class="_ _7"></span>maty<span class="_ _5"></span>k<span class="_ _7"></span>ą) (A.2<span class="_ _7"></span>)</div></div><div class="c x2 y7db w60 h8b"><div class="t m3 xf5 h7f y7dc ff11 fse fc0 sc0 ls37 ws0">       41<span class="_ _5"></span> 22<span class="_ _1"></span>5 <span class="_ _a"> </span><span class="ls0">4,<span class="_ _7"></span>4%<span class="_ _4f"> </span>5,2%</span></div></div><div class="c x2 y7dd w60 h8c"><div class="t m3 xf3 h87 y7de ff12 fs11 fc0 sc0 ls0 ws0">A. <span class="_ _7"></span>Obr<span class="_ _1"></span>ót <span class="_ _7"></span>z ty<span class="_ _5"></span>tułu dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci k<span class="_ _7"></span>wa<span class="_ _5"></span>lif<span class="_ _5"></span>ik<span class="_ _7"></span>uj<span class="_ _5"></span>ące<span class="_ _e"></span>j<span class="_ _5"></span> <span class="_ _7"></span>s<span class="_ _7"></span>ię<span class="_ _e"></span> do <span class="_ _7"></span>s<span class="_ _e"></span>y<span class="_ _1"></span>s<span class="_ _7"></span>te<span class="_ _e"></span>maty<span class="_ _5"></span>k<span class="_ _7"></span>i (A.<span class="_ _7"></span>1<span class="_ _7"></span>+A.<span class="_ _7"></span>2<span class="_ _7"></span>)</div><div class="t m3 xf5 h85 y7df ff13 fse fc0 sc0 ls37 ws0">       41<span class="_ _5"></span> 22<span class="_ _1"></span>5 <span class="_ _2b"> </span><span class="ls0">4,<span class="_ _7"></span>4%<span class="_ _50"> </span><span class="ff11">5,2%</span></span></div></div><div class="c x2 y7e0 w60 h8d"><div class="t m3 xf3 h87 y7e1 ff12 fs11 fc0 sc0 ls0 ws0">Obr<span class="_ _1"></span>ót <span class="_ _7"></span>z ty<span class="_ _5"></span>tułu dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci nie<span class="_ _7"></span>k<span class="_ _7"></span>wa<span class="_ _5"></span>lif<span class="_ _1"></span>ikuj<span class="_ _5"></span>ące<span class="_ _e"></span>j<span class="_ _5"></span> <span class="_ _7"></span>s<span class="_ _e"></span>ię<span class="_ _7"></span> do<span class="_ _7"></span> s<span class="_ _e"></span>ys<span class="_ _7"></span>te<span class="_ _e"></span>ma<span class="_ _5"></span>tyki</div><div class="t m3 xf5 h7f y7e2 ff11 fse fc0 sc0 ls0 ws0">  <span class="_ _7"></span> <span class="_ _7"></span>  <span class="_ _7"></span>896 <span class="_ _7"></span>482 <span class="_ _1f"> </span>95,6%</div></div><div class="c x2 y7e3 w60 h8e"><div class="t m3 xf3 h87 y7e4 ff12 fs11 fc0 sc0 ls0 ws0">OGÓŁEM</div><div class="t m3 xf5 h85 y7e5 ff13 fse fc0 sc0 ls0 ws0">  <span class="_ _7"></span> <span class="_ _7"></span>  <span class="_ _7"></span>937 <span class="_ _7"></span>708 <span class="_ _1d"> </span>100,<span class="_ _7"></span>0%</div></div><div class="c xe3 y7e6 w6b h8f"><div class="t m3 xf6 h7f y7e7 ff11 fse fc0 sc0 ls38 ws0">2023</div></div><div class="c xe6 y7e8 w6c h90"><div class="t m3 x4c h7f y7e9 ff14 fse fc0 sc0 ls0 ws0">Kryteri<span class="_ _5"></span>a <span class="_ _7"></span>dotyczące istotneg<span class="_ _3"></span>o <span class="_ _7"></span>wkł<span class="_ _5"></span>adu</div></div><div class="c xe9 y7ea w6d h90"><div class="t m3 x60 h7f y7eb ff14 fse fc0 sc0 ls0 ws0">Kryteri<span class="_ _5"></span>a <span class="_ _7"></span>dotyczące zasady <span class="_ _7"></span>DNSH („nie czyń </div><div class="t m3 xf7 h7f y7ec ff14 fse fc0 sc0 ls38 ws0">poważnych szkód”)</div></div><div class="c x2 y7ed w6e h91"><div class="t m3 xf3 h81 y7ee ff12 fsf fc0 sc0 ls0 ws0">A<span class="_ _5"></span>.1. Rodz<span class="_ _3"></span>a<span class="_ _1"></span>je d<span class="_ _5"></span>z<span class="_ _5"></span>i<span class="_ _e"></span>ał<span class="_ _7"></span>al<span class="_ _7"></span>nośc<span class="_ _7"></span>i<span class="_ _e"></span> z<span class="_ _3"></span>r<span class="_ _7"></span>ów<span class="_ _7"></span>now<span class="_ _7"></span>aż<span class="_ _3"></span>o<span class="_ _7"></span>nej <span class="_ _1"></span>śr<span class="_ _7"></span>o<span class="_ _7"></span>dow<span class="_ _7"></span>i<span class="_ _e"></span>skow<span class="_ _7"></span>o<span class="_ _7"></span> (z<span class="_ _3"></span>g<span class="_ _7"></span>o<span class="_ _7"></span>dn<span class="_ _1"></span>i<span class="_ _7"></span>e<span class="_ _7"></span> z<span class="_ _3"></span> s<span class="_ _7"></span>ystematyk<span class="_ _5"></span>ą)</div></div><div class="c x2 y7ef w6e h92"><div class="t m3 xf3 h81 y7f0 ff12 fsf fc0 sc0 ls0 ws0">A<span class="_ _5"></span>.2. Dz<span class="_ _3"></span>i<span class="_ _7"></span>ał<span class="_ _7"></span>al<span class="_ _e"></span>n<span class="_ _1"></span>oś<span class="_ _7"></span>ć<span class="_ _7"></span> k<span class="_ _1"></span>w<span class="_ _7"></span>al<span class="_ _7"></span>i<span class="_ _e"></span>f<span class="_ _5"></span>i<span class="_ _e"></span>kuj<span class="_ _5"></span>ąca <span class="_ _5"></span>s<span class="_ _7"></span>i<span class="_ _e"></span>ę do syste<span class="_ _7"></span>maty<span class="_ _5"></span>ki<span class="_ _e"></span>, a<span class="_ _5"></span>l<span class="_ _e"></span>e ni<span class="_ _7"></span>e<span class="_ _7"></span>z<span class="_ _3"></span>r<span class="_ _7"></span>ó<span class="_ _7"></span>w<span class="_ _7"></span>now<span class="_ _7"></span>aż<span class="_ _3"></span>ona <span class="_ _1"></span>śr<span class="_ _7"></span>o<span class="_ _7"></span>dow<span class="_ _7"></span>i<span class="_ _e"></span>skow<span class="_ _7"></span>o<span class="_ _7"></span> (dz<span class="_ _3"></span>i<span class="_ _e"></span>a<span class="_ _1"></span>ł<span class="_ _e"></span>a<span class="_ _1"></span>l<span class="_ _7"></span>noś<span class="_ _7"></span>ć<span class="_ _7"></span> n<span class="_ _1"></span>i<span class="_ _e"></span>ez<span class="_ _5"></span>go<span class="_ _7"></span>dna<span class="_ _5"></span> z<span class="_ _3"></span> syst<span class="_ _7"></span>ematyk<span class="_ _5"></span>ą)</div></div><div class="c x2 y7f1 w6f h93"><div class="t m3 xf3 h85 y7f2 ff12 fse fc0 sc0 ls0 ws0">B. <span class="_ _7"></span>DZ<span class="_ _5"></span>IAŁALNOŚĆ <span class="_ _7"></span>NIE<span class="_ _5"></span>KW<span class="_ _1"></span>ALIF<span class="_ _5"></span>IKUJĄCA SIĘ DO SY<span class="_ _1"></span>ST<span class="_ _5"></span>E<span class="_ _1"></span>MAT<span class="_ _5"></span>Y<span class="_ _1"></span>KI</div></div><div class="c x2 y7f3 w70 h94"><div class="t m3 xf3 h85 y7f4 ff12 fse fc0 sc0 ls0 ws0">A. <span class="_ _7"></span>DZ<span class="_ _5"></span>IAŁALNOŚĆ <span class="_ _7"></span>KW<span class="_ _5"></span>ALIF<span class="_ _1"></span>IKUJĄCA SIĘ<span class="_ _1"></span> DO <span class="_ _7"></span>SY<span class="_ _5"></span>STE<span class="_ _3"></span>MATY<span class="_ _3"></span>KI</div></div><div class="c x3e y7f5 w71 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc13 sc0 ls0 ws0">TAKSONOMIA UE </div></div></div><div class="pi" ></div></div><div id="pf49" class="pf w2a h46" ><div class="pc pc49 w2a h46"><img class="bi x0 yc w5f h4b" alt="" 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"/><div class="c x0 y0 w2c h46"><div class="t m0 x2 h2 y32d ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 y32e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x66 h9 y32f ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">73</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y330 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y7f6 w60 h95"><div class="t m5 x68 h96 y7f7 ff14 fs12 fc0 sc0 ls0 ws0">KP<span class="_ _7"></span>I <span class="_ _7"></span>Nakł<span class="_ _5"></span>adów <span class="_ _7"></span>i<span class="_ _5"></span>nwestycyjnych</div></div><div class="c x2 y7f8 w61 h97"><div class="t m5 x79 h98 y7f9 ff12 fs13 fc0 sc0 ls0 ws0">Dz<span class="_ _3"></span>i<span class="_ _e"></span>ał<span class="_ _7"></span>al<span class="_ _7"></span>ność<span class="_ _7"></span> G<span class="_ _7"></span>os<span class="_ _7"></span>poda<span class="_ _5"></span>r<span class="_ _7"></span>c<span class="_ _7"></span>z<span class="_ _3"></span>a (1)</div></div><div class="c xe3 y7fa w62 h99"><div class="t m6 xa3 h83 y7fb ff13 fs10 fc0 sc0 ls0 ws0">Kod lu<span class="_ _5"></span>b kod<span class="_ _1"></span>y (2<span class="_ _7"></span>)</div></div><div class="c xe4 y7fc w63 h99"><div class="t m6 x3a h83 y7fd ff12 fs10 fc0 sc0 ls0 ws0">Nakłady inwest<span class="_ _7"></span>yc<span class="_ _7"></span>y<span class="_ _7"></span>jne (3<span class="_ _7"></span>)</div></div><div class="c xe5 y7fe w64 h99"><div class="t m6 xa3 h83 y7ff ff12 fs10 fc0 sc0 ls0 ws0">Od<span class="_ _5"></span>s<span class="_ _7"></span>e<span class="_ _7"></span>te<span class="_ _7"></span>k n<span class="_ _5"></span>a<span class="_ _7"></span>kładów inw<span class="_ _1"></span>es<span class="_ _7"></span>ty<span class="_ _7"></span>c<span class="_ _7"></span>yj<span class="_ _7"></span>nych, rok N <span class="_ _5"></span>(<span class="_ _7"></span>4<span class="_ _7"></span>)</div></div><div class="c xe6 y7fe w65 h99"><div class="t m6 x29 h83 y800 ff12 fs10 fc0 sc0 ls0 ws0">Łago<span class="_ _7"></span>dze<span class="_ _7"></span>nie zmia<span class="_ _7"></span>n k<span class="_ _5"></span>l<span class="_ _7"></span>imat<span class="_ _7"></span>u (5)</div></div><div class="c xb2 y801 w66 h99"><div class="t m6 x29 h83 y802 ff13 fs10 fc0 sc0 ls0 ws0">Ad<span class="_ _5"></span>a<span class="_ _7"></span>pta<span class="_ _7"></span>cj<span class="_ _7"></span>e do zmia<span class="_ _7"></span>n k<span class="_ _5"></span>l<span class="_ _7"></span>imat<span class="_ _7"></span>u (6)</div></div><div class="c xbe y801 w65 h99"><div class="t m6 x29 h83 y803 ff13 fs10 fc0 sc0 ls0 ws0">Zaso<span class="_ _7"></span>by wodn<span class="_ _5"></span>e<span class="_ _7"></span> i mor<span class="_ _7"></span>skie<span class="_ _7"></span> (7)</div></div><div class="c xde y804 w65 h99"><div class="t m6 x29 h83 y805 ff12 fs10 fc0 sc0 ls0 ws0">Gospodar<span class="_ _7"></span>ka o o<span class="_ _7"></span>bieg<span class="_ _7"></span>u <span class="_ _1"></span>za<span class="_ _7"></span>mkn<span class="_ _5"></span>i<span class="_ _7"></span>ęt<span class="_ _7"></span>y<span class="_ _7"></span>m (8)</div></div><div class="c xe7 y804 w65 h99"><div class="t m6 x29 h83 y806 ff13 fs10 fc0 sc0 ls0 ws0">Zaniec<span class="_ _7"></span>zy<span class="_ _7"></span>sz<span class="_ _7"></span>c<span class="_ _7"></span>ze<span class="_ _7"></span>nie (9<span class="_ _7"></span>)</div></div><div class="c xe8 y807 w66 h99"><div class="t m6 x8a h83 y808 ff12 fs10 fc0 sc0 ls0 ws0">Różnor<span class="_ _7"></span>o<span class="_ _7"></span>dn<span class="_ _5"></span>o<span class="_ _7"></span>ś<span class="_ _7"></span>ć biol<span class="_ _7"></span>og<span class="_ _7"></span>ic<span class="_ _7"></span>z<span class="_ _7"></span>na </div><div class="t m6 x21 h83 y809 ff13 fs10 fc0 sc0 ls0 ws0">i ekos<span class="_ _7"></span>ys<span class="_ _7"></span>te<span class="_ _7"></span>my<span class="_ _7"></span> (10<span class="_ _7"></span>)</div></div><div class="c xe9 y807 w65 h99"><div class="t m6 x29 h83 y80a ff12 fs10 fc0 sc0 ls0 ws0">Łago<span class="_ _7"></span>dze<span class="_ _7"></span>nie zmia<span class="_ _7"></span>n k<span class="_ _5"></span>l<span class="_ _7"></span>imat<span class="_ _7"></span>u (11<span class="_ _7"></span>)</div></div><div class="c xea y80b w65 h99"><div class="t m6 x29 h83 y80c ff13 fs10 fc0 sc0 ls0 ws0">Ad<span class="_ _5"></span>a<span class="_ _7"></span>pta<span class="_ _7"></span>cj<span class="_ _7"></span>e do zmia<span class="_ _7"></span>n k<span class="_ _5"></span>l<span class="_ _7"></span>imat<span class="_ _7"></span>u (12<span class="_ _7"></span>)</div></div><div class="c xeb y80b w65 h99"><div class="t m6 x29 h83 y80d ff13 fs10 fc0 sc0 ls0 ws0">Zaso<span class="_ _7"></span>by wodn<span class="_ _5"></span>e<span class="_ _7"></span> i mor<span class="_ _7"></span>skie<span class="_ _7"></span> (13<span class="_ _7"></span>)</div></div><div class="c xec y80e w66 h99"><div class="t m6 x29 h83 y80f ff12 fs10 fc0 sc0 ls0 ws0">Gospodar<span class="_ _7"></span>ka o o<span class="_ _7"></span>bieg<span class="_ _7"></span>u <span class="_ _1"></span>za<span class="_ _7"></span>mkn<span class="_ _5"></span>i<span class="_ _7"></span>ęt<span class="_ _7"></span>y<span class="_ _7"></span>m (14<span class="_ _7"></span>)</div></div><div class="c xed y80e w65 h99"><div class="t m6 x29 h83 y810 ff13 fs10 fc0 sc0 ls0 ws0">Zaniec<span class="_ _7"></span>zy<span class="_ _7"></span>sz<span class="_ _7"></span>c<span class="_ _7"></span>ze<span class="_ _7"></span>nie (1<span class="_ _7"></span>5<span class="_ _7"></span>)</div></div><div class="c xee y811 w65 h99"><div class="t m6 x8a h83 y808 ff12 fs10 fc0 sc0 ls0 ws0">Różnor<span class="_ _7"></span>o<span class="_ _7"></span>dn<span class="_ _5"></span>o<span class="_ _7"></span>ś<span class="_ _7"></span>ć biol<span class="_ _7"></span>og<span class="_ _7"></span>ic<span class="_ _7"></span>z<span class="_ _7"></span>na </div><div class="t m6 x21 h83 y809 ff13 fs10 fc0 sc0 ls0 ws0">i ekos<span class="_ _7"></span>ys<span class="_ _7"></span>te<span class="_ _7"></span>my<span class="_ _7"></span> (16<span class="_ _7"></span>)</div></div><div class="c xef y811 w65 h99"><div class="t m6 x29 h83 y812 ff13 fs10 fc0 sc0 ls0 ws0">Minimalne gwa<span class="_ _7"></span>ra<span class="_ _7"></span>ncje<span class="_ _7"></span> (1<span class="_ _7"></span>7<span class="_ _7"></span>)</div></div><div class="c xf0 y813 w67 h99"><div class="t m6 x28 h83 y814 ff12 fs10 fc0 sc0 ls0 ws0">Ud<span class="_ _5"></span>z<span class="_ _7"></span>ia<span class="_ _7"></span>ł<span class="_ _7"></span> d<span class="_ _1"></span>zi<span class="_ _7"></span>ał<span class="_ _7"></span>al<span class="_ _7"></span>nośc<span class="_ _7"></span>i z<span class="_ _7"></span>go<span class="_ _7"></span>dn<span class="_ _1"></span>ej<span class="_ _7"></span> z sy<span class="_ _7"></span>st<span class="_ _7"></span>e<span class="_ _7"></span>maty<span class="_ _7"></span>ką </div><div class="t m6 x36 h83 y815 ff12 fs10 fc0 sc0 ls0 ws0">(A.1.) lub<span class="_ _1"></span> k<span class="_ _5"></span>wa<span class="_ _7"></span>lif<span class="_ _7"></span>ikując<span class="_ _7"></span>ej<span class="_ _7"></span> się<span class="_ _7"></span> do sys<span class="_ _7"></span>t<span class="_ _7"></span>ema<span class="_ _7"></span>ty<span class="_ _7"></span>ki </div><div class="t m6 x84 h83 y816 ff12 fs10 fc0 sc0 ls0 ws0">(A.2.) Ob<span class="_ _5"></span>r<span class="_ _7"></span>ó<span class="_ _7"></span>t, ro<span class="_ _7"></span>k 202<span class="_ _7"></span>2<span class="_ _7"></span> (18</div></div><div class="c xf1 y7f8 w68 h99"><div class="t m6 x19 h83 y802 ff12 fs10 fc0 sc0 ls0 ws0">Dzia<span class="_ _7"></span>ła<span class="_ _7"></span>lnoś<span class="_ _7"></span>ć wspoma<span class="_ _7"></span>ga<span class="_ _7"></span>ją<span class="_ _7"></span>c<span class="_ _7"></span>a<span class="_ _7"></span> (19<span class="_ _7"></span>)</div></div><div class="c xf2 y7f8 w69 h99"><div class="t m6 xdc h83 y7ff ff12 fs10 fc0 sc0 ls0 ws0">Kate<span class="_ _7"></span>g<span class="_ _7"></span>or<span class="_ _7"></span>ia<span class="_ _7"></span> Dzia<span class="_ _7"></span>ła<span class="_ _7"></span>lnoś<span class="_ _7"></span>ć<span class="_ _7"></span> n<span class="_ _1"></span>a r<span class="_ _7"></span>ze<span class="_ _7"></span>c<span class="_ _7"></span>z prze<span class="_ _7"></span>jś<span class="_ _7"></span>c<span class="_ _7"></span>ia<span class="_ _7"></span> (2<span class="_ _7"></span>0)</div></div><div class="c x2 y817 w60 h9a"><div class="t m5 xf3 h9b y818 ff11 fs12 fc0 sc0 ls39 ws0">N/A<span class="_ _46"> </span>N/A<span class="_ _41"> </span>N/A<span class="_ _47"> </span><span class="ff13 ls0">0,0%<span class="_ _3a"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _0"> </span></span>N/A<span class="_ _30"> </span>N/A<span class="_ _49"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _49"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _4a"> </span><span class="ls0">%<span class="_ _39"> </span></span>N/A<span class="_ _18"> </span>N/A</div></div><div class="c x2 y819 w6a h9c"><div class="t m5 xf3 h9d y81a ff12 fs14 fc0 sc0 ls0 ws0">Nakład<span class="_ _1"></span>y in<span class="_ _5"></span>we<span class="_ _7"></span>s<span class="_ _e"></span>tycyj<span class="_ _3"></span>ne<span class="_ _e"></span> z ty<span class="_ _1"></span>tułu<span class="_ _5"></span> <span class="_ _7"></span>dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci <span class="_ _7"></span>z<span class="_ _1"></span>rów<span class="_ _5"></span>nowa<span class="_ _5"></span>żone<span class="_ _e"></span>j<span class="_ _5"></span> ś<span class="_ _e"></span>rodow<span class="_ _1"></span>is<span class="_ _7"></span>k<span class="_ _7"></span>o<span class="_ _7"></span>wo (zgodne<span class="_ _7"></span>j z<span class="_ _5"></span> </div><div class="t m5 xf3 h9d y81b ff12 fs14 fc0 sc0 ls0 ws0">s<span class="_ _7"></span>ys<span class="_ _7"></span>te<span class="_ _e"></span>maty<span class="_ _5"></span>k<span class="_ _7"></span>ą) (A.1<span class="_ _7"></span>)</div></div><div class="c x2 y81c w60 h9e"><div class="t m5 xf4 h9b y81d ff11 fs12 fc0 sc0 ls39 ws0">N/A<span class="_ _41"> </span>N/A<span class="_ _47"> </span><span class="ff13 ls0">0,0%<span class="_ _3a"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _0"> </span></span>N/A<span class="_ _30"> </span>N/A<span class="_ _49"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _49"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _41"> </span><span class="ff13 ls0">%</span></div></div><div class="c x2 y81e w60 h9f"><div class="t m5 xf3 h96 y818 ff14 fs12 fc0 sc0 ls0 ws0">P<span class="_ _7"></span>rodukcja <span class="_ _7"></span>żel<span class="_ _5"></span>aza <span class="_ _7"></span>i<span class="_ _5"></span> <span class="_ _7"></span>stal<span class="_ _1"></span>i</div><div class="t m5 xf8 h96 y81f ff11 fs12 fc0 sc0 ls0 ws0">3.9<span class="_ _42"> </span><span class="ls3a">         2<span class="_ _5"></span> 70<span class="_ _5"></span>7 <span class="_ _18"> </span><span class="ls0">4,<span class="_ _7"></span>1%<span class="_ _4e"> </span><span class="ls39">N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _4c"> </span></span>3,59%</span></span></div></div><div class="c x2 y820 w6a h9c"><div class="t m5 xf3 h96 y821 ff14 fs12 fc0 sc0 ls0 ws0">Montaż, <span class="_ _7"></span>konserwacja i naprawa sprzętu <span class="_ _7"></span>zwi<span class="_ _5"></span>ększająceg<span class="_ _1"></span>o efektywność </div><div class="t m5 xf3 h96 y822 ff14 fs12 fc0 sc0 ls0 ws0">energ<span class="_ _5"></span>etyczną</div></div><div class="c x2 y823 w60 h9e"><div class="t m5 xf8 h96 y81d ff11 fs12 fc0 sc0 ls0 ws0">7.3<span class="_ _42"> </span><span class="ls3a">       32<span class="_ _1"></span> 90<span class="_ _5"></span>9 <span class="_ _1a"> </span><span class="ls0">50,<span class="_ _7"></span>2%<span class="_ _36"> </span><span class="ls39">N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _51"> </span></span>10,04%</span></span></div></div><div class="c x2 y824 w6a ha0"><div class="t m5 xf3 h9d y825 ff12 fs14 fc0 sc0 ls0 ws0">Nakład<span class="_ _1"></span>y in<span class="_ _5"></span>we<span class="_ _7"></span>s<span class="_ _e"></span>tycyj<span class="_ _3"></span>ne<span class="_ _e"></span> z ty<span class="_ _1"></span>tułu<span class="_ _5"></span> <span class="_ _7"></span>dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci <span class="_ _7"></span>k<span class="_ _7"></span>w<span class="_ _5"></span>alif<span class="_ _5"></span>ikuj<span class="_ _5"></span>ące<span class="_ _e"></span>j<span class="_ _1"></span> s<span class="_ _e"></span>ię<span class="_ _7"></span> <span class="_ _7"></span>do s<span class="_ _e"></span>ys<span class="_ _7"></span>te<span class="_ _e"></span>ma<span class="_ _5"></span>tyki, <span class="_ _7"></span>ale<span class="_ _7"></span> </div><div class="t m5 xf3 h9d y826 ff12 fs14 fc0 sc0 ls0 ws0">nie<span class="_ _7"></span>zr<span class="_ _5"></span>ó<span class="_ _7"></span>w<span class="_ _5"></span>no<span class="_ _7"></span>w<span class="_ _1"></span>aż<span class="_ _5"></span>o<span class="_ _7"></span>ne<span class="_ _7"></span>j ś<span class="_ _7"></span>rodow<span class="_ _1"></span>is<span class="_ _7"></span>k<span class="_ _7"></span>o<span class="_ _7"></span>w<span class="_ _1"></span>o <span class="_ _7"></span>(dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci <span class="_ _7"></span>nie<span class="_ _7"></span>zgodne<span class="_ _7"></span>j z<span class="_ _5"></span> <span class="_ _7"></span>s<span class="_ _7"></span>ys<span class="_ _7"></span>te<span class="_ _e"></span>maty<span class="_ _5"></span>k<span class="_ _7"></span>ą) (A.2<span class="_ _7"></span>)</div></div><div class="c x2 y827 w60 ha1"><div class="t m5 xf5 h96 y828 ff11 fs12 fc0 sc0 ls3a ws0">       39<span class="_ _5"></span> 44<span class="_ _1"></span>4 <span class="_ _1a"> </span><span class="ls0">60,1%<span class="_ _52"> </span>22,1%</span></div></div><div class="c x2 y829 w6a ha2"><div class="t m5 xf3 h9d y82a ff12 fs14 fc0 sc0 ls0 ws0">A. <span class="_ _7"></span>Nakład<span class="_ _1"></span>y in<span class="_ _5"></span>we<span class="_ _7"></span>s<span class="_ _e"></span>tycyj<span class="_ _3"></span>ne<span class="_ _e"></span> z ty<span class="_ _1"></span>tułu<span class="_ _5"></span> <span class="_ _7"></span>dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci <span class="_ _7"></span>k<span class="_ _7"></span>w<span class="_ _5"></span>alif<span class="_ _5"></span>ikuj<span class="_ _5"></span>ące<span class="_ _e"></span>j<span class="_ _1"></span> s<span class="_ _e"></span>ię<span class="_ _7"></span> <span class="_ _7"></span>do s<span class="_ _e"></span>ys<span class="_ _7"></span>te<span class="_ _e"></span>ma<span class="_ _5"></span>tyki </div><div class="t m5 xf3 h9d y82b ff13 fs14 fc0 sc0 ls0 ws0">(A.1<span class="_ _7"></span>+<span class="_ _7"></span>A.2<span class="_ _7"></span>)</div></div><div class="c x2 y82c w60 ha3"><div class="t m5 xf5 h9b y82d ff13 fs12 fc0 sc0 ls3a ws0">       39<span class="_ _5"></span> 44<span class="_ _1"></span>4 <span class="_ _13"> </span><span class="ls0">60,<span class="_ _7"></span>1%<span class="_ _53"> </span><span class="ff11">22,1%</span></span></div></div><div class="c x2 y82e w60 ha4"><div class="t m5 xf3 h9d y82f ff12 fs14 fc0 sc0 ls0 ws0">Nakład<span class="_ _1"></span>y in<span class="_ _5"></span>we<span class="_ _7"></span>s<span class="_ _e"></span>tycyj<span class="_ _3"></span>ne<span class="_ _e"></span> z ty<span class="_ _1"></span>tułu<span class="_ _5"></span> <span class="_ _7"></span>dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci <span class="_ _7"></span>nie<span class="_ _7"></span>k<span class="_ _7"></span>wa<span class="_ _5"></span>lif<span class="_ _5"></span>ik<span class="_ _7"></span>uj<span class="_ _5"></span>ące<span class="_ _e"></span>j<span class="_ _5"></span> s<span class="_ _e"></span>ię<span class="_ _e"></span> do s<span class="_ _e"></span>ys<span class="_ _7"></span>te<span class="_ _e"></span>ma<span class="_ _5"></span>tyki</div><div class="t m5 xf5 h96 y830 ff11 fs12 fc0 sc0 ls3a ws0">       26<span class="_ _5"></span> 16<span class="_ _1"></span>5 <span class="_ _1a"> </span><span class="ls0">39,9%</span></div></div><div class="c x2 y831 w60 ha5"><div class="t m5 xf3 h9d y832 ff12 fs14 fc0 sc0 ls0 ws0">OGÓŁEM</div><div class="t m5 xf5 h9b y833 ff13 fs12 fc0 sc0 ls3a ws0">       65<span class="_ _5"></span> 60<span class="_ _1"></span>9 <span class="_ _20"> </span><span class="ls0">100,<span class="_ _7"></span>0%</span></div></div><div class="c xe3 y834 w6b ha6"><div class="t m5 xf6 h96 y835 ff11 fs12 fc0 sc0 ls3b ws0">2023</div></div><div class="c xe6 y836 w6c ha7"><div class="t m5 x4c h96 y837 ff14 fs12 fc0 sc0 ls0 ws0">Kryteri<span class="_ _5"></span>a <span class="_ _7"></span>dotyczące istotneg<span class="_ _3"></span>o <span class="_ _7"></span>wkł<span class="_ _5"></span>adu</div></div><div class="c xe9 y838 w6d ha7"><div class="t m5 x60 h96 y839 ff14 fs12 fc0 sc0 ls0 ws0">Kryteri<span class="_ _5"></span>a <span class="_ _7"></span>dotyczące zasady <span class="_ _7"></span>DNSH („nie czyń </div><div class="t m5 xf7 h96 y83a ff14 fs12 fc0 sc0 ls3b ws0">poważnych szkód”)</div></div><div class="c x2 y83b w6e ha8"><div class="t m5 xf3 h98 y83c ff12 fs13 fc0 sc0 ls0 ws0">A<span class="_ _5"></span>.1. Rodz<span class="_ _3"></span>a<span class="_ _1"></span>je d<span class="_ _5"></span>z<span class="_ _5"></span>i<span class="_ _e"></span>ał<span class="_ _7"></span>al<span class="_ _7"></span>nośc<span class="_ _7"></span>i<span class="_ _e"></span> z<span class="_ _3"></span>r<span class="_ _7"></span>ów<span class="_ _7"></span>now<span class="_ _7"></span>aż<span class="_ _3"></span>o<span class="_ _7"></span>nej <span class="_ _1"></span>śr<span class="_ _7"></span>o<span class="_ _7"></span>dow<span class="_ _7"></span>i<span class="_ _e"></span>skow<span class="_ _7"></span>o<span class="_ _7"></span> (z<span class="_ _3"></span>g<span class="_ _7"></span>o<span class="_ _7"></span>dn<span class="_ _1"></span>i<span class="_ _7"></span>e<span class="_ _7"></span> z<span class="_ _3"></span> s<span class="_ _7"></span>ystematyk<span class="_ _5"></span>ą)</div></div><div class="c x2 y83d w6e ha9"><div class="t m5 xf3 h98 y83e ff12 fs13 fc0 sc0 ls0 ws0">A<span class="_ _5"></span>.2. Dz<span class="_ _3"></span>i<span class="_ _7"></span>ał<span class="_ _7"></span>al<span class="_ _e"></span>n<span class="_ _1"></span>oś<span class="_ _7"></span>ć<span class="_ _7"></span> k<span class="_ _1"></span>w<span class="_ _7"></span>al<span class="_ _7"></span>i<span class="_ _e"></span>f<span class="_ _5"></span>i<span class="_ _e"></span>kuj<span class="_ _5"></span>ąca <span class="_ _5"></span>s<span class="_ _7"></span>i<span class="_ _e"></span>ę do syste<span class="_ _7"></span>maty<span class="_ _5"></span>ki<span class="_ _e"></span>, a<span class="_ _5"></span>l<span class="_ _e"></span>e ni<span class="_ _7"></span>e<span class="_ _7"></span>z<span class="_ _3"></span>r<span class="_ _7"></span>ó<span class="_ _7"></span>w<span class="_ _7"></span>now<span class="_ _7"></span>aż<span class="_ _3"></span>ona <span class="_ _1"></span>śr<span class="_ _7"></span>o<span class="_ _7"></span>dow<span class="_ _7"></span>i<span class="_ _e"></span>skow<span class="_ _7"></span>o<span class="_ _7"></span> (dz<span class="_ _3"></span>i<span class="_ _e"></span>a<span class="_ _1"></span>ł<span class="_ _e"></span>a<span class="_ _1"></span>l<span class="_ _7"></span>noś<span class="_ _7"></span>ć<span class="_ _7"></span> n<span class="_ _1"></span>i<span class="_ _e"></span>ez<span class="_ _5"></span>go<span class="_ _7"></span>dna<span class="_ _5"></span> z<span class="_ _3"></span> syst<span class="_ _7"></span>ematyk<span class="_ _5"></span>ą)</div></div><div class="c x2 y83f w6f haa"><div class="t m5 xf3 h9b y840 ff12 fs12 fc0 sc0 ls0 ws0">B. <span class="_ _7"></span>DZ<span class="_ _5"></span>IAŁALNOŚĆ <span class="_ _7"></span>NIE<span class="_ _5"></span>KW<span class="_ _1"></span>ALIF<span class="_ _5"></span>IKUJĄCA SIĘ DO SY<span class="_ _1"></span>ST<span class="_ _5"></span>E<span class="_ _1"></span>MAT<span class="_ _5"></span>Y<span class="_ _1"></span>KI</div></div><div class="c x2 y841 w70 hab"><div class="t m5 xf3 h9b y842 ff12 fs12 fc0 sc0 ls0 ws0">A. <span class="_ _7"></span>DZ<span class="_ _5"></span>IAŁALNOŚĆ <span class="_ _7"></span>KW<span class="_ _5"></span>ALIF<span class="_ _1"></span>IKUJĄCA SIĘ<span class="_ _1"></span> DO <span class="_ _7"></span>SY<span class="_ _5"></span>STE<span class="_ _3"></span>MATY<span class="_ _3"></span>KI</div></div><div class="c x3e y843 w71 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc13 sc0 ls0 ws0">TAKSONOMIA UE </div></div></div><div class="pi" ></div></div><div id="pf4a" class="pf w2a h46" ><div class="pc pc4a w2a h46"><img class="bi x0 yc w5f h4b" alt="" 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AAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAITKQDAAAAgMBEOgAAAAAIrOwU8IHkeV6r1er1erVaXV5eXlxcnJubW1paqtfrjUYjz/NyudzS0tLS0nLddddt3LixpaWltbW1ra2tXC4niSgMAAAA8GuIdLxf9Xp9enp6fHz87NmzMzMzy8vLpVLpN3S3PM+zLMuyrFKp9PX13XDDDQMDA729ve3t7U4mAAAAwNXiPM+dBX6z5eXlubm5M2fOvPPOO8vLy5VK5eo/zbIsiqKr30hxHBf/Lb4onpPneZIkN91008c//vG+vr62tjYnFgAAAKAg0vHr5Xm+vLw8Ozt75MiR0dHRRqMRx3GSJMX8uDzPS6VSe3t7S0tLR0dHcTVrqVSK4zhN03q9Xq/Xr1y5srS0VFwbG1+l0WhUKpVNmzbdfvvtN954Y3t7+2rLAwAAAFifRDp+jTRNh4eHX3rppbm5uXK5HMdxceFqHMf9/f133nlnf39/qVR6n1vLsmxsbOzEiRNnzpyp1+tJkhQXyTYajZ6ent27d99yyy0bNmxw2gEAAIB1S6Tj/5Pn+cLCQlHoigtUsyxL0zSO4+3bt99///1dXV2/88ZXVlaOHDly5MiRItWVSqU8zxuNxq233vq5z32uu7vb+QcAAADWJ5GO/2dlZeW111775S9/mWVZqVRK0zTP8xtuuOETn/jE4OBgR0fH/8qr1Gq106dPnzt3bnh4OM/zOI6LGrh169Y9e/b09vYaCAAAAGC9Een4v6anp5977rmJiYlyuVzMnvvUpz515513tra2/p5esVarHTx48NixY2maFrPqkiT5wz/8w4GBgd+waCwAAADA2iPSEa2srAwPD7/wwgvF1Lk8z/v6+u65556+vr6P4NWXl5dfeumld955J4qiJEnSNN21a9fnP//5318cBAAAALjWiHTr3eLi4s9+9rPR0dFyuZzneWdn51e+8pWPPpDNz8+/8sorx48fr1QqjUbjxhtvvOeeezZt2mSAAAAAgPXARYXrWpqmhw8fPn/+fKVSSdO0paXl0UcfDTKFrbu7+4tf/OK2bdsajUapVBoeHv7JT36yuLhojAAAAID1wEy69Wt2dva111575513SqVSlmVbtmx5/PHHN2zYEHCXqtXqoUOHjhw5UuxSd3f3l7/85Q+zniwAAABAUxDp1qm5ubn//M//nJubS5Kk0WjcfPPNjzzySBzH18K+vfXWWz//+c9LpVIURV1dXY8++qglXwEAAIC1zeWu61Ge50ePHp2dnS2VSo1GY9euXQ8//PA1UuiiKLr11ltvu+22NE3jOJ6dnf3Zz362srJi1AAAAIA1TKRbdxqNxrFjxw4fPlwUuh07dnzpS19KkmvonVCpVO67774HH3wwTdNyuTw1NfXTn/40yzJjBwAAAKxVIt36kmXZm2++uX///nK53Gg0+vv7H3300WtwP8vl8s6dO++6665Go1Eul4eHh48dO+bSbAAAAGCtEunWl/n5+SNHjkRRlGVZT0/Pww8/fE3NoXuXW2+9ddOmTWmalkqll19+eXJy0ggCAAAAa5JIt45kWfaLX/yiWq3GcVwul7/85S93dnZeyzvc2dn5yCOP9PX1ZVlWrVb37dt3+fJl4wgAAACsPSLdOjIyMnLu3Lk4jhuNxj333NPV1XXt7/P111//2GOPtbS0lMvler1+8OBB4wgAAACsPSLdejE3N7d///5isYihoaGdO3c2y563t7ffeeed9Xo9juMzZ85MTU0ZTQAAAGCNEenWi3feeefKlSt5ng8MDDz++OOlUqmJdv6222678cYbsyxLkuTHP/5xmqYGFAAAAFhLRLp1IcuyM2fOlEqlNE337NkTx3Fz7X9LS8vOnTtLpVIcx5cvXzaZDgAAAFhjRLp1YW5ubmVlpdFobN26tb+/vxkPYceOHZ/5zGcajUYURW+88YYxBQAAANaSOM9zZ4GmUKvVvvvd7+Z5nuf5X/3VXyWJxAwAAACsETIHv12WZdVqtVqthk26LS0tW7ZsiaKo0Wi44hUAAABYS8yka0qzs7PPPvvs8vJyR0fHl7/85ZaWluLBn/70p4uLi52dnQ8++GBPT0/x5Lm5uTfeeGN4eLi7u/uhhx7q6uqKoqher7/66qsnT54sl8uf/vSnd+3aFcfx8vLys88+Ozs7u3Hjxscee6xSqSwtLb322mtnzpyp1WpRFLW3t+/ateuOO+4oXjGKojzPn3vuudHR0XK5fPfdd+/YsePQoUNHjx591w63tLR8/OMf/4M/+IPh4eEDBw5kWTY4OPiFL3zhg94d78SJEz/+8Y9LpdLmzZv/5E/+xGQ6AAAAYG3QOJrS7Ozs5ORktVqdmJh48803iwdPnDgxPj5erVYvXbo0PT29+uQTJ0689dZb1Wr1woULJ0+eLB5sNBrnz5+vVquLi4v79+8/d+5cFEXFc6rV6tjYWK1WGx8ff+aZZ44ePVqr1bIsy7JseXn5lVde+cUvfrHadi9fvvzOO+8U2yluFTcyMlL9FTMzM+fPn6/VaocPH15cXFxaWjp27Njk5OQHPfD+/v7u7u4oiiYmJkZGRrwTAAAAgLVBpGtKjUajmESWJMmpU6eyLKvX6xcvXiyVSsUTiolvxRfnz58vHi+XyxcvXnzXpuI4TtP0xRdfrNfrVz9eTLWbnp5OkqRer2dZlud5o9GI43hqairLsiiK8jwfHR0tgl0cxzMzM3med3Z21uv1er2epmkURWma1uv1UqnU0dExNzc3Pj4ex3Ecx3menz9//oMeeEdHR39/f57nWZadOHHCOwEAAABYG8pOQTNaWVkpLhQt0tjRo0c3bdp0/vz5SqWy+oTii4sXL164cKFSqaRpWiqVzp8/32g0yuX/N+55npfL5cuXL7/22ms7d+5cfXx0dHRkZKRSqdRqtT179tx+++3lcvnNN9+8cOHCgw8+WFS/6enpt99+u1QqFT2uXq+fPn36kUceefjhhxcXF//t3/6t2P43vvGN4trbgwcPRlFUPLlcLp88efIzn/nMBzrwJEmGhoaOHz+eJMnIyEi9Xl89ZAAAAIDmZSZdU1paWkqSpFjnNIqi119//cyZM6VSqZjgliTJaqQ7depUpVLJsqy1tTVN00ajcezYsas3led5mqaVSuXIkSOr3xVF0Wry6+npufPOO0ul0tTUVG9v7x133DE5OTk+Pl5samZmJsuyDRs2FK/78ssvZ1lWzJVb3VTxdTH3rdjtUqlUzMi7+hXfp8HBwXK5XCqVqtXq+Pi4NwMAAACwBoh0TenKlStRFBVXfZZKpcXFxbfffru4hjSKojiOq9VqFEUrKytnz56NoihN01tvvTWO4yRJDh06tLi4uLqpNE0HBweLq1Off/751cdX81mx0MTFixf/4z/+Y9++ffv27XvmmWf27ds3NjZ2/Pjxcrmc5/n9998/MDAQRdHc3Nzo6Oiv3ecLFy4sLCxkWdbf379t27biytkDBw580KVL2traOjs7i69FOgAAAGBtEOma0tLSUhRFWZZdf/31RaeLoihN0+uvvz7P89WZdMPDw9VqtZhed+HChSRJ4jheWlp66aWXrt7aXXfdVSS84qZyxYOtra3FF0UQTJKkXC4Xma9cLtfr9dHR0Xq9XsySe+ONN+bn54spcu+8886v7nCtVjt27Fgcx1mWLSwsTE9PF08+derU1NTUBz38zZs3R1FUXKXrzQAAAACsASJdU1pdF2Ljxo1ZlhX1Lc/zItJFUVStVleXjEiSpFKpFD0rSZJSqTQ6OtpoNFa31traettttxU3p1u9Xd3GjRuLm8fNz88vLS1t3br1L/7iLx5//PFiBYk4jicmJoo4WKlUJicnl5eXy+VykiQTExO/usMTExPFzpTL5ZWVlaWlpUqlEsdxo9FYXZ32/bvuuuuKw7x6SiAAAABA8xLpmlIxUS7P897e3o0bNxbXvXZ2dm7durWoVysrK6dOnTp16lQURcWlrIV6vV7Msztz5szVGxwYGLj55puLKlfYtm1bS0tLkeR+8IMfPPvssy+88MJPfvKTJEnSNO3t7Z2cnMzzvF6vNxqN1Y3neT4/Pz85OXn1xuv1+tGjR5eWloqb4hVPbjQajUajmEw3Nzf3gQ6/SJNxHIt0AAAAwNpgddemdPVMultuueWVV16J4/i2225rb28vrn5dWVkpLi9N0/TOO++86667iuf/13/91+joaJIkp0+fftc277rrrrGxsWq1miRJFEWbNm166KGHnn/++aWlpUajce7cueJpeZ4PDAwMDg5OTEzEcdzR0fHNb36z+JaTJ0/++Mc/TpLkxRdf/NKXvrS65dnZ2bNnz1YqlXq9/pd/+ZfFKhN5nv/Lv/xL0fhOnjx55513vv/Db2trKxar/R3WnQAAAAC4BplJ15zDliTFNLS2trYtW7Z0dnbGcXzrrbeuXkOapunc3FwxM27Xrl2r33jjjTemaZpl2eLiYqVSKVZvKBJbd3f37bffXsxxK24/t3379ocffrhcLl89V66rq+uhhx6am5srpu8NDg4W3x5FUU9PT7GS7OzsbL1eL5VKxaZW59Bt2LChKHRRFMVxfMMNNzQajTzPP+hMuuIwoyi6euofAAAAQPOKP+jamlwLzp8/Pzc3197evm3btiRJLl++fOXKle3bt9fr9ZGRkZWVlY6Ojnq9XqvVOjo6hoaGVr+xVqudPXu20Wh0dHRs2LBhcnKypaVlx44dxd3larXa6Oho8e033nhjUd+uXLly+vTphYWFOI63bNlSPD41NTU9Pd3e3t7X17fa3bIsGx8fn5mZ2bBhww033DAxMXHlypUNGzZs3LhxbGwsiqLrr7++r69vdWfm5+eLpWB7e3tvuOGG93/4ExMT//7v/54kSZZlf/3Xf+39AAAAADQ7ka4pLSwsXLlyJc/zjRs3trW1RVHUaDQmJyfjOO7s7Ozs7CyelmXZzMxMMeuts7Ozt7d3dV2Iubm5YqmHnp6e1QdXVlZmZ2eLr8vlcldX1+oar1EUzc7OrqystLe3t7W1zc/Pp2na0dHR1dVV/GmtViu+d+PGjZVKpdilqamp5eXlPM/b29u7urpWd+xDmp6e/uEPf1i8xN/8zd94PwAAAADNzj3pmtLrr79e3FTurrvu2r17dxRFU1NT//3f/50kyc0333zvvfdGUXTlypVz58699tprCwsLRSb75Cc/uWvXrmLi24EDBy5dutTe3v7QQw9t3ry52OzZs2dffvnlotu2tLRs3759+/btAwMDRcV76aWXLl68ODg4+LGPfezgwYMrKytbt2594IEHikp44cKF/fv3J0nywAMPbNu2rVgs4vDhw0Wka2tr6+/v/9znPtfb2/vhD7+4RDfLMu8EAAAAYG0Q6ZrShQsXGo1GcXlpEenm5+drtVqe5xcvXoyi6Pz5888+++zKykqpVEqSJM/zWq32yiuvHD9+/I//+I83bNhw4cKFYp7dwsLCaqSbnJysVqtxHBfPP3r06Jtvvrl9+/ZHH320UqlcvHix0WiMjY319PTMzMxUKpVTp05duXJl7969LS0t09PTi4uLeZ5fvny5Uqm8/PLLY2NjpVIpjuM4jovrcMfGxr72ta99+Pl0xe3woigq7kwHAAAA0OwsHLEGpWn685//vNFoFOtL9PX1bdu2LYqiJEnm5uZ++tOf/uY5aI1Go7W1taWlJU3TSqUyMjLy6quv/upl0XEcF+Xu6NGjVz9erVb3799/6dKlUqmUzjfnowAACcJJREFUZVlfX9+nPvWp1tbWYmurN7D7kAdoGh0AAACwlphJ19yWl5enp6ejKFpYWFh9sFhWolhc9aGHHtq5c2cURWNjY/v27YvjeHR09F1Z7Vft2LHj7rvv3r9///Hjx8vl8ptvvllkvnfJsqxcLr/22mvFSxRmZmYmJycrlUq9Xt+7d+/27dvTNL3ttttGR0d7enqyLFtdDfZ3VkS6JEmK9S4AAAAAmp1I19zOnTt37ty54uvV+DU+Ph5FUZZlHR0dq/msv79/x44dZ86cyfP81KlTv3XLLS0te/bsWVhYmJiYSNP02LFj73pClmXFdLYsy55//vnrr7++eHx+fr5YOKKjo2P79u0rKyuvv/763NxcFEWjo6OnT5/+9Kc/3d3d/WGOuriwN4qi1SUvAAAAAJqaxtHEkiR516y0NE2L/xb3lSti2eqTi6Va4zhuNBrvZ/utra3FohBRFNVqtXf9aZ7n3d3djUZjZWVleHh4dZurXxSvvrCwcOTIkdUpb/V6fXBw8ENGunq9Xhz41QcIAAAA0Lzck66JZVkWx3FPT09PT09ra+vqbePa29uLq0GXlpZWVlaKB6vVanFhbJZlXV1d72f7U1NTU1NTxdebNm361Sd0dXU98MADxXy6kZGRYhmHtra2ohUuLy+nadrW1tbb21tce1vs4Ydf7WF6erpYDeN9HggAAADANU6ka24f+9jHvvrVr371q1+9++67VyPdwMBAHMfFqhGHDh2q1Wr1ev348eMXL16M47hcLn/iE58onplf5erNZlk2OTn5wgsvLCws5Hne1tZ2xx13/Oqrx3F80003bd++vVhEopgu19PTU2ytWq0eOnSoVCr96Z/+6QMPPFAsGZEkyYecRhdF0cTERDFVsKenx3sAAAAAWANc7roG9fb2dnZ2Li0tlUqlX/7yl2malsvlo0ePViqVRqPR39+/devW4plxHJ89e7ZYdGLz5s2rW7h06dKlS5dmZ2fL5XK9Xt+1a1dnZ+d7vdzu3buHh4dXL7zt7OzcvHnz1NRUuVw+dOjQ5cuXN2/e/NZbby0tLSVJ0tXV9Wsn5X0gxQ5nWfYb9goAAACgiYh0zepdc9+KmWV5nhdz6O6///5nn3220WgkSXL8+PHi+WmadnV1Pfroo6vPL5VKp06dKtaR6O7uHhwczPO8XC7Pz88X2y9uIXffffetvmiSJHEcF99ePDg4OLh79+6jR48Wyzi0tbV98YtfPHDgwPnz58vl8vDw8PDwcPEt5XL5kUce+ZCruy4vLxeRLs/zG264wTsBAAAAWANEuqa0adOm2dnZKIpWr/dsb28v8tzGjRujKBoaGvrmN7957NixV199tV6vR1FUKpV27959zz33FIstbNy4sVgEdlVPT891110Xx3Fxj7lSqbR169ZPfvKTg4ODxRM2btx46dKlnp6erq6u9vb2er1evFa5XP785z/f1tb2xhtvtLa2dnZ29vb2/tEf/dHrr7/+6quvpmlahL+BgYEvfelLH/4ucmNjY41Go1Qqtba29vf3ezMAAAAAa0D8rglZrDG1Wm1qaipN097e3vb29o/41ev1+tzcXL1e7+3t/d9aifWll146fPhwFEWbN2/+yle+YogBAACANcBMujWuUql0d3dXq9WlpaWlpaWPfgfiOG5paZmfn//NT0uSpK2t7bdmxIWFhVOnTpVKpSzLPvWpTxlfAAAAYG0Q6da4paWl//mf/xkfH7/Gp0wmSXLjjTfu3bv3Nz9tYmJifn4+SZLe3t5bbrnF+AIAAABrg0i3xm3YsKGvr298fLylpSXLskajEcfxtbmrvzUj5nleLE/RaDT27NljcAEAAIA1Q6Rb4+I43rVr1/nz5+fm5rIs++xnP3vXXXc16bHMz8+PjY2VSqUNGzZs27bN4AIAAABrRuIUrHmbNm266aab0jRNkmRkZKRJjyLLstOnT+d5nmWZRV0BAACANcZMurWvmEx35MiRKIomJibefvvt7u7upjuK8fHx119/vVQqpWl6xx13GFYAAABgLYmv8fUE+N/y85///O23306SpKlHPE3TW2655ZFHHjGgAAAAwFpiJt16cfPNN7/11ltJkiRJE1/jnKapJSMAAACAtUekWy/6+vo++clPHjlypFKpZFmWZVmlUmmKPU/TNMuycrmcpunQ0FAzXqsLAAAA8JuJdOtFqVS6++67z549e+XKlSRJKpXKN77xjba2tmt8txcWFvbv3z8yMpKmaalUuu+++wwlAAAAsPZY3XUdKZVKu3fvzrIsiqKVlZVf/vKXaZpeyzucpumRI0fOnTuXJEmWZbfddptpdAAAAMCaZOGI9aVarT733HOnT58ul8uNRmPLli29vb3X7N4uLi6eO3eupaWlVqt97nOf++xnPxvHsUEEAAAA1h6Rbt1J0/Tw4cMHDx5sonvSbdu2be/evcYOAAAAWKvck27dKZVKn/70p6emps6cOVMqleI4zvO8WEriGtnDOI5Xd6zRaGzatOn+++83cAAAAMAaZibdOlWv159//vnjx49XKpU0Tdva2h577LHrrrvuWtixF154YWxsLEmSer2+a9euL37xi65yBQAAANY2M+nWqUqlcs8998RxXHS6lZWVQ4cOPfbYYy0tLQH3qtFonDp1amRkpFKpZFnW1dX1hS98QaEDAAAA1jwz6daFRqOxsLDwq2u5NhqNAwcOjI+PF+tIdHd379mzp6enJ9ROHjp0aGRkJEmSNE3b29vvu+++jRs3vutpSZJ0d3eXy/oyAAAAsHaIdOvCsWPHnnvuufca6ziOV5tXvV4PuJ+lUilJkjzP8zz/1aS46gtf+MLu3bsNKwAAALBmmI60LtRqtTzP389yrtfCkq9xHMdxnCTJr/3Ter1eq9WMKQAAALCWiHTrQldXV1tb29poW62trV1dXcYUAAAAWEtc7goAAAAAgSVOAQAAAACE5XJXfouxsbGxsbFardZoNP635l2WSqXW1tYtW7bcdNNNzjAAAACASMdvsWnTptOnT589e3ZxcTGO41KpFMfx77ap1WVbW1tbBwcHd+7c6fQCAAAARO5Jx/uU5/nU1NSZM2fGxsZmZmaK5WKTJCmCXbEe67ueX7y18jzPsiyKonK53NPTMzAwsGPHjoGBgd+59AEAAACsPSIdv6OZmZljx45NTk7OzMysrKxEUbRa5Ypm19LSct111/X29u7cubOvr0+VAwAAAHgvIh3/C9I0rVarly9fXl5ebmlp6enp6ejoKJVKzgwAAADA+yHSAQAAAEBgiVMAAAAAAGGJdAAAAAAQmEgHAAAAAIGJdAAAAAAQmEgHAAAAAIH9HzJNevBxHx9uAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2c h46"><div class="t m0 x2 h2 y32d ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 y32e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x66 h9 y32f ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">74</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y330 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y844 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y845 w60 hac"><div class="t m7 xf9 had y846 ff14 fs15 fc0 sc0 ls0 ws0">KP<span class="_ _7"></span>I <span class="_ _7"></span>Wydatków <span class="_ _7"></span>operacyjnych</div></div><div class="c x2 y847 w61 hae"><div class="t m7 x79 haf y848 ff12 fs16 fc0 sc0 ls0 ws0">Dz<span class="_ _3"></span>i<span class="_ _e"></span>ał<span class="_ _7"></span>al<span class="_ _7"></span>noś<span class="_ _7"></span>ć G<span class="_ _7"></span>o<span class="_ _7"></span>spodarcz<span class="_ _5"></span>a (1)</div></div><div class="c xe3 y849 w62 hb0"><div class="t m8 xa3 hb1 y84a ff13 fs17 fc0 sc0 ls0 ws0">Kod lu<span class="_ _1"></span>b <span class="_ _1"></span>kody  (2)</div></div><div class="c xe4 y84b w63 hb0"><div class="t m8 x3a hb1 y84c ff13 fs17 fc0 sc0 ls0 ws0">Wydat<span class="_ _7"></span>ki opera<span class="_ _7"></span>c<span class="_ _7"></span>y<span class="_ _7"></span>jne (3<span class="_ _7"></span>)</div></div><div class="c xe5 y84d w64 hb0"><div class="t m8 xa3 hb1 y84e ff12 fs17 fc0 sc0 ls0 ws0">Od<span class="_ _1"></span>se<span class="_ _7"></span>te<span class="_ _7"></span>k w<span class="_ _1"></span>ydat<span class="_ _7"></span>ków oper<span class="_ _7"></span>ac<span class="_ _7"></span>y<span class="_ _7"></span>jnyc<span class="_ _7"></span>h, <span class="_ _1"></span>ro<span class="_ _7"></span>k N<span class="_ _1"></span> (4)</div></div><div class="c xe6 y84d w65 hb0"><div class="t m8 x29 hb1 y84f ff12 fs17 fc0 sc0 ls0 ws0">Łago<span class="_ _7"></span>dze<span class="_ _7"></span>nie z<span class="_ _7"></span>mian klimatu (5<span class="_ _7"></span>)</div></div><div class="c xb2 y850 w66 hb0"><div class="t m8 x29 hb1 y851 ff13 fs17 fc0 sc0 ls0 ws0">Ad<span class="_ _1"></span>apta<span class="_ _7"></span>cj<span class="_ _7"></span>e<span class="_ _7"></span> do zmia<span class="_ _7"></span>n <span class="_ _1"></span>klimat<span class="_ _7"></span>u <span class="_ _1"></span>(6<span class="_ _7"></span>)</div></div><div class="c xbe y850 w65 hb0"><div class="t m8 x29 hb1 y852 ff13 fs17 fc0 sc0 ls0 ws0">Zaso<span class="_ _7"></span>by wodne i mors<span class="_ _7"></span>kie (7<span class="_ _7"></span>)</div></div><div class="c xde y853 w65 hb0"><div class="t m8 x29 hb1 y854 ff12 fs17 fc0 sc0 ls0 ws0">Gos<span class="_ _7"></span>podarka o<span class="_ _7"></span> obieg<span class="_ _7"></span>u zamknięty<span class="_ _7"></span>m (8<span class="_ _7"></span>)</div></div><div class="c xe7 y853 w65 hb0"><div class="t m8 x29 hb1 y855 ff13 fs17 fc0 sc0 ls0 ws0">Zaniec<span class="_ _7"></span>zy<span class="_ _7"></span>s<span class="_ _7"></span>z<span class="_ _7"></span>cz<span class="_ _7"></span>e<span class="_ _7"></span>nie (9<span class="_ _7"></span>)</div></div><div class="c xe8 y856 w66 hb0"><div class="t m8 x8a hb1 y857 ff12 fs17 fc0 sc0 ls0 ws0">Róż<span class="_ _7"></span>noro<span class="_ _7"></span>dność<span class="_ _7"></span> b<span class="_ _1"></span>io<span class="_ _7"></span>lo<span class="_ _7"></span>g<span class="_ _7"></span>ic<span class="_ _7"></span>zna </div><div class="t m8 x21 hb1 y84a ff13 fs17 fc0 sc0 ls0 ws0">i ekos<span class="_ _7"></span>y<span class="_ _7"></span>st<span class="_ _7"></span>emy<span class="_ _7"></span> (1<span class="_ _7"></span>0)</div></div><div class="c xe9 y856 w65 hb0"><div class="t m8 x29 hb1 y858 ff12 fs17 fc0 sc0 ls0 ws0">Łago<span class="_ _7"></span>dze<span class="_ _7"></span>nie z<span class="_ _7"></span>mian klimatu (1<span class="_ _7"></span>1)</div></div><div class="c xea y859 w65 hb0"><div class="t m8 x29 hb1 y85a ff13 fs17 fc0 sc0 ls0 ws0">Ad<span class="_ _1"></span>apta<span class="_ _7"></span>cj<span class="_ _7"></span>e<span class="_ _7"></span> do zmia<span class="_ _7"></span>n <span class="_ _1"></span>klimat<span class="_ _7"></span>u <span class="_ _1"></span>(1<span class="_ _7"></span>2<span class="_ _7"></span>)</div></div><div class="c xeb y859 w65 hb0"><div class="t m8 x29 hb1 y85b ff13 fs17 fc0 sc0 ls0 ws0">Zaso<span class="_ _7"></span>by wodne i mors<span class="_ _7"></span>kie (1<span class="_ _7"></span>3<span class="_ _7"></span>)</div></div><div class="c xec y85c w66 hb0"><div class="t m8 x29 hb1 y85d ff12 fs17 fc0 sc0 ls0 ws0">Gos<span class="_ _7"></span>podarka o<span class="_ _7"></span> obieg<span class="_ _7"></span>u zamknięty<span class="_ _7"></span>m (1<span class="_ _7"></span>4)</div></div><div class="c xed y85c w65 hb0"><div class="t m8 x29 hb1 y85e ff13 fs17 fc0 sc0 ls0 ws0">Zaniec<span class="_ _7"></span>zy<span class="_ _7"></span>s<span class="_ _7"></span>z<span class="_ _7"></span>cz<span class="_ _7"></span>e<span class="_ _7"></span>nie (1<span class="_ _7"></span>5<span class="_ _7"></span>)</div></div><div class="c xee y85f w65 hb0"><div class="t m8 x8a hb1 y857 ff12 fs17 fc0 sc0 ls0 ws0">Róż<span class="_ _7"></span>noro<span class="_ _7"></span>dność<span class="_ _7"></span> b<span class="_ _1"></span>io<span class="_ _7"></span>lo<span class="_ _7"></span>g<span class="_ _7"></span>ic<span class="_ _7"></span>zna </div><div class="t m8 x21 hb1 y84a ff13 fs17 fc0 sc0 ls0 ws0">i ekos<span class="_ _7"></span>y<span class="_ _7"></span>st<span class="_ _7"></span>emy<span class="_ _7"></span> (1<span class="_ _7"></span>6)</div></div><div class="c xef y85f w65 hb0"><div class="t m8 x29 hb1 y860 ff13 fs17 fc0 sc0 ls0 ws0">Minimalne g<span class="_ _7"></span>war<span class="_ _7"></span>a<span class="_ _7"></span>ncje<span class="_ _7"></span> (1<span class="_ _7"></span>7)</div></div><div class="c xf0 y861 w67 hb0"><div class="t m8 x28 hb1 y862 ff12 fs17 fc0 sc0 ls0 ws0">Ud<span class="_ _1"></span>zi<span class="_ _7"></span>ał<span class="_ _7"></span> dział<span class="_ _7"></span>a<span class="_ _7"></span>lnoś<span class="_ _7"></span>ci<span class="_ _7"></span> zg<span class="_ _7"></span>o<span class="_ _7"></span>dn<span class="_ _5"></span>e<span class="_ _7"></span>j z<span class="_ _7"></span> sy<span class="_ _7"></span>st<span class="_ _7"></span>ema<span class="_ _7"></span>ty<span class="_ _7"></span>ką </div><div class="t m8 x36 hb1 y84e ff12 fs17 fc0 sc0 ls0 ws0">(A.1.) lub <span class="_ _5"></span>kwali<span class="_ _7"></span>fi<span class="_ _7"></span>ku<span class="_ _5"></span>j<span class="_ _7"></span>ą<span class="_ _7"></span>ce<span class="_ _7"></span>j<span class="_ _7"></span> się<span class="_ _7"></span> do sys<span class="_ _7"></span>te<span class="_ _7"></span>ma<span class="_ _7"></span>ty<span class="_ _7"></span>ki </div><div class="t m8 x84 hb1 y863 ff12 fs17 fc0 sc0 ls0 ws0">(A.2.) Obrót<span class="_ _7"></span>, rok 20<span class="_ _7"></span>22<span class="_ _7"></span> (1<span class="_ _7"></span>8</div></div><div class="c xf1 y847 w68 hb0"><div class="t m8 x19 hb1 y851 ff12 fs17 fc0 sc0 ls0 ws0">Dzia<span class="_ _7"></span>ła<span class="_ _7"></span>lno<span class="_ _7"></span>ść<span class="_ _7"></span> wspomag<span class="_ _7"></span>a<span class="_ _7"></span>ją<span class="_ _7"></span>c<span class="_ _7"></span>a (1<span class="_ _7"></span>9<span class="_ _7"></span>)</div></div><div class="c xf2 y847 w69 hb0"><div class="t m8 xdc hb1 y864 ff12 fs17 fc0 sc0 ls0 ws0">Kate<span class="_ _7"></span>g<span class="_ _7"></span>o<span class="_ _7"></span>ri<span class="_ _7"></span>a Dzi<span class="_ _7"></span>ał<span class="_ _7"></span>a<span class="_ _7"></span>lnoś<span class="_ _7"></span>ć na rz<span class="_ _7"></span>e<span class="_ _7"></span>cz<span class="_ _7"></span> prze<span class="_ _7"></span>j<span class="_ _7"></span>śc<span class="_ _7"></span>ia<span class="_ _7"></span> (2<span class="_ _7"></span>0<span class="_ _7"></span>)</div></div><div class="c x2 y865 w60 hb2"><div class="t m7 xf3 hb3 y866 ff11 fs15 fc0 sc0 ls3c ws0">N/A<span class="_ _46"> </span>N/A<span class="_ _41"> </span>N/A<span class="_ _47"> </span><span class="ff13 ls0">0,0%<span class="_ _3a"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _0"> </span></span>N/A<span class="_ _30"> </span>N/A<span class="_ _49"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _49"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _4a"> </span><span class="ls0">%<span class="_ _39"> </span></span>N/A<span class="_ _a"> </span>N/A</div></div><div class="c x2 y867 w6a hb4"><div class="t m7 xf3 hb5 y868 ff12 fs18 fc0 sc0 ls0 ws0">W<span class="_ _5"></span>yda<span class="_ _5"></span>tk<span class="_ _7"></span>i o<span class="_ _7"></span>pe<span class="_ _e"></span>r<span class="_ _5"></span>acyj<span class="_ _5"></span>ne<span class="_ _7"></span> <span class="_ _7"></span>z ty<span class="_ _5"></span>tułu dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci zr<span class="_ _5"></span>ó<span class="_ _7"></span>wn<span class="_ _5"></span>o<span class="_ _7"></span>wa<span class="_ _5"></span>żone<span class="_ _7"></span>j ś<span class="_ _7"></span>rodowi<span class="_ _1"></span>s<span class="_ _7"></span>k<span class="_ _7"></span>o<span class="_ _7"></span>wo (zgodne<span class="_ _7"></span>j z<span class="_ _5"></span> </div><div class="t m7 xf3 hb5 y869 ff12 fs18 fc0 sc0 ls0 ws0">s<span class="_ _7"></span>ys<span class="_ _7"></span>te<span class="_ _e"></span>maty<span class="_ _5"></span>k<span class="_ _7"></span>ą) (A.1<span class="_ _7"></span>)</div></div><div class="c x2 y86a w60 hb6"><div class="t m7 xf4 hb3 y86b ff11 fs15 fc0 sc0 ls3c ws0">N/A<span class="_ _41"> </span>N/A<span class="_ _47"> </span><span class="ff13 ls0">0,0%<span class="_ _3a"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _48"> </span>%<span class="_ _0"> </span></span>N/A<span class="_ _49"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _49"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _30"> </span>N/A<span class="_ _41"> </span><span class="ff13 ls0">%</span></div></div><div class="c x2 y86c w6a hb7"><div class="t m7 xf3 had y86d ff14 fs15 fc0 sc0 ls0 ws0">Montaż, <span class="_ _7"></span>konserwacja <span class="_ _7"></span>i<span class="_ _5"></span> <span class="_ _7"></span>naprawa <span class="_ _7"></span>sprzętu <span class="_ _7"></span>zwi<span class="_ _5"></span>ększającego efektywność </div><div class="t m7 xf3 had y86e ff14 fs15 fc0 sc0 ls0 ws0">energ<span class="_ _5"></span>etyczną</div></div><div class="c x2 y86f w60 hb8"><div class="t m7 xf8 had y870 ff11 fs15 fc0 sc0 ls0 ws0">7.3<span class="_ _43"> </span><span class="ls3d">           48<span class="_ _5"></span>7 <span class="_ _28"> </span><span class="ls0">1,<span class="_ _7"></span>2%<span class="_ _4e"> </span><span class="ls3c">N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _4c"> </span></span>3,43%</span></span></div></div><div class="c x2 y871 w60 hb9"><div class="t m7 xf3 had y872 ff14 fs15 fc0 sc0 ls3e ws0">Renowacja istni<span class="_ _5"></span>ejacych budynków<span class="_ _54"> </span><span class="ff11 ls0">7.2<span class="_ _42"> </span><span class="ls3d">         1<span class="_ _5"></span> 07<span class="_ _1"></span>2 <span class="_ _a"> </span><span class="ls0">2,<span class="_ _7"></span>6%<span class="_ _4e"> </span><span class="ls3c">N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _4c"> </span></span>2,99%</span></span></span></div></div><div class="c x2 y873 w60 hb9"><div class="t m7 xf3 had y874 ff14 fs15 fc0 sc0 ls0 ws0">P<span class="_ _7"></span>rodukcja <span class="_ _7"></span>żel<span class="_ _5"></span>aza <span class="_ _7"></span>i stal<span class="_ _5"></span>i<span class="_ _4b"> </span><span class="ff11">3.<span class="_ _7"></span>9<span class="_ _0"> </span><span class="ls3d">         6 7<span class="_ _1"></span>36<span class="_ _5"></span> <span class="_ _27"> </span><span class="ls0">16,<span class="_ _7"></span>6%<span class="_ _35"> </span><span class="ls3c">N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1e"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _1f"> </span>N/EL<span class="_ _4c"> </span></span>13,7%</span></span></span></div></div><div class="c x2 y875 w6a hba"><div class="t m7 xf3 hb5 y876 ff12 fs18 fc0 sc0 ls0 ws0">W<span class="_ _5"></span>yda<span class="_ _5"></span>tk<span class="_ _7"></span>i o<span class="_ _7"></span>pe<span class="_ _e"></span>r<span class="_ _5"></span>acyj<span class="_ _5"></span>ne<span class="_ _7"></span> <span class="_ _7"></span>z ty<span class="_ _5"></span>tułu dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci k<span class="_ _7"></span>wa<span class="_ _5"></span>lif<span class="_ _5"></span>ik<span class="_ _7"></span>uj<span class="_ _5"></span>ące<span class="_ _e"></span>j<span class="_ _5"></span> <span class="_ _7"></span>s<span class="_ _7"></span>ię<span class="_ _e"></span> do<span class="_ _7"></span> s<span class="_ _e"></span>yste<span class="_ _e"></span>maty<span class="_ _5"></span>k<span class="_ _7"></span>i, <span class="_ _7"></span>al<span class="_ _1"></span>e<span class="_ _e"></span> </div><div class="t m7 xf3 hb5 y877 ff12 fs18 fc0 sc0 ls0 ws0">nie<span class="_ _7"></span>zr<span class="_ _5"></span>ó<span class="_ _7"></span>w<span class="_ _5"></span>no<span class="_ _7"></span>w<span class="_ _1"></span>aż<span class="_ _5"></span>o<span class="_ _7"></span>ne<span class="_ _7"></span>j ś<span class="_ _7"></span>rodow<span class="_ _1"></span>is<span class="_ _7"></span>k<span class="_ _7"></span>o<span class="_ _7"></span>w<span class="_ _1"></span>o <span class="_ _7"></span>(dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci <span class="_ _7"></span>nie<span class="_ _7"></span>zgodne<span class="_ _7"></span>j z<span class="_ _5"></span> <span class="_ _7"></span>s<span class="_ _7"></span>ys<span class="_ _7"></span>te<span class="_ _e"></span>maty<span class="_ _5"></span>k<span class="_ _7"></span>ą) (A.2<span class="_ _7"></span>)</div></div><div class="c x2 y878 w60 hbb"><div class="t m7 xf5 had y879 ff11 fs15 fc0 sc0 ls3d ws0">         8 2<span class="_ _5"></span>94<span class="_ _1"></span> <span class="_ _1a"> </span><span class="ls0">20,<span class="_ _7"></span>4%<span class="_ _52"> </span>20,2%</span></div></div><div class="c x2 y87a w6a hbc"><div class="t m7 xf3 hb5 y87b ff12 fs18 fc0 sc0 ls0 ws0">A. <span class="_ _7"></span>W<span class="_ _5"></span>yda<span class="_ _5"></span>tk<span class="_ _7"></span>i o<span class="_ _7"></span>pe<span class="_ _e"></span>r<span class="_ _5"></span>acyj<span class="_ _5"></span>ne<span class="_ _7"></span> <span class="_ _7"></span>z ty<span class="_ _5"></span>tułu dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci k<span class="_ _7"></span>wa<span class="_ _5"></span>lif<span class="_ _5"></span>ik<span class="_ _7"></span>uj<span class="_ _5"></span>ące<span class="_ _e"></span>j<span class="_ _5"></span> <span class="_ _7"></span>s<span class="_ _7"></span>ię<span class="_ _e"></span> do<span class="_ _7"></span> s<span class="_ _e"></span>yste<span class="_ _e"></span>maty<span class="_ _5"></span>k<span class="_ _7"></span>i (A.<span class="_ _7"></span>1<span class="_ _7"></span> </div><div class="t m7 xf3 hb5 y87c ff13 fs18 fc0 sc0 ls0 ws0">+A.<span class="_ _7"></span>2<span class="_ _7"></span>)</div></div><div class="c x2 y87d w60 hbd"><div class="t m7 xf5 hb3 y87e ff13 fs15 fc0 sc0 ls3d ws0">         8 2<span class="_ _5"></span>94<span class="_ _1"></span> <span class="_ _24"> </span><span class="ls0">20,<span class="_ _7"></span>4%<span class="_ _53"> </span><span class="ff11">20,2%</span></span></div></div><div class="c x2 y87f w60 hbe"><div class="t m7 xf3 hb5 y880 ff12 fs18 fc0 sc0 ls0 ws0">W<span class="_ _5"></span>yda<span class="_ _5"></span>tk<span class="_ _7"></span>i o<span class="_ _7"></span>pe<span class="_ _e"></span>r<span class="_ _5"></span>acyj<span class="_ _5"></span>ne<span class="_ _7"></span> <span class="_ _7"></span>z ty<span class="_ _5"></span>tułu dz<span class="_ _5"></span>iała<span class="_ _5"></span>lnoś<span class="_ _e"></span>ci nie<span class="_ _7"></span>k<span class="_ _e"></span>w<span class="_ _5"></span>alif<span class="_ _3"></span>ik<span class="_ _7"></span>uj<span class="_ _5"></span>ące<span class="_ _e"></span>j<span class="_ _5"></span> <span class="_ _7"></span>s<span class="_ _7"></span>ię<span class="_ _e"></span> do<span class="_ _7"></span> s<span class="_ _e"></span>yste<span class="_ _e"></span>maty<span class="_ _5"></span>k<span class="_ _7"></span>i</div><div class="t m7 xf5 had y881 ff11 fs15 fc0 sc0 ls3d ws0">       32<span class="_ _5"></span> 38<span class="_ _1"></span>4 <span class="_ _1a"> </span><span class="ls0">79,6%</span></div></div><div class="c x2 y882 w60 hbf"><div class="t m7 xf3 hb5 y883 ff12 fs18 fc0 sc0 ls0 ws0">OGÓŁEM</div><div class="t m7 xf5 hb3 y884 ff13 fs15 fc0 sc0 ls3d ws0">       40<span class="_ _5"></span> 67<span class="_ _1"></span>9 <span class="_ _20"> </span><span class="ls0">100,<span class="_ _7"></span>0%</span></div></div><div class="c xe3 y885 w6b hc0"><div class="t m7 xf6 had y886 ff11 fs15 fc0 sc0 ls0 ws0">2023</div></div><div class="c xe6 y887 w6c hc1"><div class="t m7 x4c had y888 ff14 fs15 fc0 sc0 ls0 ws0">Kryteri<span class="_ _5"></span>a <span class="_ _7"></span>dotyczące <span class="_ _7"></span>i<span class="_ _5"></span>stotnego wkł<span class="_ _5"></span>adu</div></div><div class="c xe9 y889 w6d hc1"><div class="t m7 x60 had y88a ff14 fs15 fc0 sc0 ls0 ws0">Kryteri<span class="_ _5"></span>a <span class="_ _7"></span>dotyczące <span class="_ _7"></span>zasady DNSH <span class="_ _7"></span>(„nie czyń </div><div class="t m7 xf7 had y88b ff14 fs15 fc0 sc0 ls0 ws0">poważnych szkód”)</div></div><div class="c x2 y88c w6e hc2"><div class="t m7 xf3 haf y88d ff12 fs16 fc0 sc0 ls0 ws0">A<span class="_ _5"></span>.1. Rodz<span class="_ _3"></span>aj<span class="_ _5"></span>e<span class="_ _7"></span> d<span class="_ _1"></span>z<span class="_ _3"></span>i<span class="_ _e"></span>ał<span class="_ _7"></span>al<span class="_ _7"></span>noś<span class="_ _7"></span>c<span class="_ _7"></span>i<span class="_ _e"></span> z<span class="_ _3"></span>r<span class="_ _7"></span>ów<span class="_ _7"></span>now<span class="_ _e"></span>a<span class="_ _1"></span>ż<span class="_ _3"></span>o<span class="_ _7"></span>nej śro<span class="_ _7"></span>dow<span class="_ _7"></span>i<span class="_ _e"></span>skow<span class="_ _7"></span>o<span class="_ _7"></span> (z<span class="_ _5"></span>g<span class="_ _7"></span>odni<span class="_ _7"></span>e<span class="_ _7"></span> z<span class="_ _3"></span> syste<span class="_ _7"></span>matyk<span class="_ _5"></span>ą)</div></div><div class="c x2 y88e w6e hc3"><div class="t m7 xf3 haf y88f ff12 fs16 fc0 sc0 ls0 ws0">A<span class="_ _5"></span>.2. Dz<span class="_ _3"></span>i<span class="_ _e"></span>a<span class="_ _1"></span>ł<span class="_ _e"></span>a<span class="_ _1"></span>l<span class="_ _e"></span>n<span class="_ _1"></span>oś<span class="_ _7"></span>ć<span class="_ _7"></span> kwal<span class="_ _7"></span>i<span class="_ _e"></span>f<span class="_ _1"></span>i<span class="_ _e"></span>ku<span class="_ _5"></span>ją<span class="_ _5"></span>c<span class="_ _7"></span>a si<span class="_ _7"></span>ę<span class="_ _7"></span> do syste<span class="_ _7"></span>matyk<span class="_ _5"></span>i<span class="_ _e"></span>, a<span class="_ _5"></span>l<span class="_ _e"></span>e<span class="_ _7"></span> n<span class="_ _1"></span>i<span class="_ _e"></span>ez<span class="_ _5"></span>ró<span class="_ _7"></span>w<span class="_ _7"></span>now<span class="_ _7"></span>aż<span class="_ _3"></span>o<span class="_ _7"></span>na <span class="_ _5"></span>ś<span class="_ _7"></span>r<span class="_ _7"></span>odow<span class="_ _e"></span>i<span class="_ _7"></span>s<span class="_ _7"></span>kow<span class="_ _7"></span>o<span class="_ _7"></span> (dz<span class="_ _3"></span>i<span class="_ _e"></span>ał<span class="_ _7"></span>al<span class="_ _7"></span>noś<span class="_ _7"></span>ć ni<span class="_ _7"></span>e<span class="_ _7"></span>z<span class="_ _5"></span>go<span class="_ _7"></span>dna<span class="_ _5"></span> z<span class="_ _3"></span> s<span class="_ _7"></span>yste<span class="_ _7"></span>maty<span class="_ _5"></span>ką)</div></div><div class="c x2 y890 w70 hc4"><div class="t m7 xf3 hb3 y891 ff12 fs15 fc0 sc0 ls0 ws0">A. <span class="_ _7"></span>DZ<span class="_ _1"></span>IAŁALNOŚĆ KWALIF<span class="_ _3"></span>IKUJĄCA <span class="_ _7"></span>SIĘ DO SY<span class="_ _1"></span>ST<span class="_ _5"></span>EMAT<span class="_ _3"></span>YKI</div></div><div class="c x2 y892 w6f hc5"><div class="t m7 xf3 hb3 y893 ff12 fs15 fc0 sc0 ls0 ws0">B. <span class="_ _7"></span>DZ<span class="_ _1"></span>IAŁALNOŚĆ NIEKW<span class="_ _3"></span>ALIFIKUJĄCA SIĘ<span class="_ _5"></span> <span class="_ _7"></span>DO <span class="_ _7"></span>SY<span class="_ _5"></span>STE<span class="_ _3"></span>MATY<span class="_ _3"></span>KI</div></div><div class="c x3e y894 w71 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc13 sc0 ls0 ws0">TAKSONOMIA UE </div></div></div><div class="pi" ></div></div><div id="pf4b" class="pf w0 h0" ><div class="pc pc4b w0 h0"><img class="bi x0 yc w6 hb" alt="" 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uuIoiRJ0ufokjhuPz5XKBaHhoYGBweHhoYqlcrIyMjY2Njg4GCX/znI5TqTMgzDfD7/tnfXai0tLi4tLh4/dqy9mWccx+1zaz8ZmMlms5lMe2eXbC43MDDQua1L+yT9kAAAiDrYRhqNxqlTp+bm5s6dPTs/P19dWYnjuDPSWlG0vLQUBEHh7YF0Re1ltyAI8oXC8PDw1NTU+Pj4vn37um629RgcHGxF0Xo+812f60uvSaPRuPTjzWZz9+7dD/3+7/uxAQAQdXBt1Gq1xcXFubm5Y8eOXTh/vlavt6KovULVDrmrLbfOhGuvwxWKxcFSacfOnVNTU0NDQzt27FjPnZObZXh4ON1ms9VqRVHU3tllU56py+fzMzMztVptK98RAICogxtFkiTtnUsuXLjQfuytWq3WVleXq9VGvf7mXiNhmF0bGxCs787JZG36XHvseBAEmWy2PXGuVCqVBwcHy+XBwcGxsbHx8fGersKtx969e+cuXGgvwTWj6I//+I/bm7hUq9V6vV6r1eq1Wq1er9VqzUaj2Wy2x6knSRIkSbp2134y8F0fDsxms41GQ9QBAIi6G1EraUWtRjFXcik214njx3/2s58tV6vV5eVWHOey2UtvLMx3tf4WRVHUaoVBMFAqTYyPj46NZbPZfD6fz+fDMGy1Wm8+lBbHtVptZmZmZmbm2l6KMAwvXLjQarXab7+Qz//sZz8rl8vpJ7RHn3dOwxseHr7lllve/BFttRqNxvLy8pkzZ86fP1+tVpeXl1dXV6Moyq3Nyovj2K4qAACi7gYVtRovnHp6srx7evSwtNu0qxpFTzz55ECx2C63/GYfPxOGQRA06vWZmZmZ2dmwI5+24dVo73eSRlcmk3nj9dev8P8aWq1cPv/oo4/mcrlsNttefpyamur8nLm5ua//0z+1oy5Jkvd6Eg8AAFF3QzhfPX2+elrabZZ///d/LxYKl++c9jaPmUzmapeYroMlqSs+Stf+hJdeeukjH/nIe33O6upqGnJxHPegnQEARB19m3Y3Dd86XBxzQbr/C3BJdzUajThJgiAo5POjo6Mjo6PT09OTk5OPP/64y/VearXaZX63Wq2mcRjHsZU6AABRx9vSbrBQuW38TmnXnX379v330aPt5GhG0b333lupVCqVSntieKf0hslWq1UqlcIbvkzm5+dL69vvpHOl7r02UAEAQNTduFYai6/M/qe0687U1FSr1Xrzca84Pnjw4BW/pNVqfeGRR1y6v/+7v2s2m+uMuvR14bI3uwIA0AX3QV1XaffyzDMXV88mQeKCrFMul0uSNy/XOq9aGIb1et2li5P1/ph1DiIvFIsuHQDAJv+b1iW4ztLuv87+OJ8t7hu7faJ8Uxi4z+0KMpnMW2mSiOGe6Fypq1QqLggAwCb/m9YluP40W/Uj51/6ycnvna+etmp3RdmOx72Wl5ddkE23srKSvh4dHXVBAABEHVeXdjNLb7SSlgvynlHXMZZtfn7eBdl06d6YcRwPDw+7IAAAm8vtl9d/2r0+9+rrc6/uHT20u7I/G2Zdk3coDQy0n5HL5XLnz5/fs2fPDfX2X3311V/96lf1ev1db9VNgiCXy33sYx/byGVpNhrtHS9FHQBAL1ipu1GcmD/y3PEnTiwctWr3zqjrmF5w4cKFG+q9v/baa889+2x1eTlqvruo2aytrj715JMb+S5xHKcvBgcH/cgBAGwuK3U3XNqdmD9y0/Ctuyv7i7mSCxIEwdDwcHrX5dmzZ/vr5E+ePPlfv/hFnCSFQmFgYKBSqYyNjY2Ojq6nnZIk+cH3v5/P59fzmY1Go+tpBG8NjUgSz9QBAIg6NsHM0hszS29MlndPjx6WdkNDQ+nrarXaXyf/ne98Z+DtQwKiKIqiqFAsfuhDH9q3b1/nu3uHp556Kpdb138Bko3Nl0uHHyRJYk4dAICoY9Ocr54+Xz0t7crlchzHmUwmCIJk7UbBvlCv1zPhOx+Fy+Vy7VR74Sc/efbZZ6dvueVTv/d7l37t8ePHTxw/XlwLwlq9/l6Bl8lk7rvvPn9fAABEHds67UYGJm8ZPTRcHLsBr8Do6GgadWEYLi4u9ssstVarlcm852Ox2Ww2m83Ozs5+5S/+olwu3/3hDx88eLC9YcnZs2efevLJtOgajcanPvWp6enpXp3o2kpdGBqcCACw+WyUQhAEwULt/Cuz//nyzDNL9Ys32nufmJhId/LI5XIXL/blFajVakmS1Or1VuttG+GEYVgsFqMoeu7ZZ7/6la+cPHkyCIKnn346Lbooij509909LLogeKs8RR0AQA9YqeMtK43FV2b/c7BQuW38zhtn1a5YLKZRl81mFxYW+vFdFAqFP/2zP6vX6ysrKzMzM2+8/vrsmTOtVquQz6dNVSwWn3jiiUqlUl1ebj/bFkXR+w4fvuuuu3p3YhcvXkwX6PI5/8EBABB1bGHa7ancNlG+KQyu/9WVgYGB9PXy0lI/voX2ZiTFYrFYLI6Njd1+++3tj3//+9//76NH0zdYLBTqtVq6W0kmm/34xz/e0xM7e/bsW1G3jp02AQC4Wm6/5D3T7sj5l35y8nvnq6eTILm+32ypYwDA6urq9fTWHnjggT/87Gcbjcalv5UkyR133NHrE1haWkqXCnOiDgCgB6zUcTnNVv3I+ZfyF3+xb+z263jVbufOnW+8/nr79eLi4nY4pVardebMmeWlpYvz8ysrK41Go9FoDA8Pf+QjHymXy1d1qB07djzyxS8+++yzr7/+erFjokAURVuwJczFixfTqOtcEQUAQNRxDdJu1/D07sr+bJi9zt7g1NTU0aNH2098VVdWruWlbjaPHDny2muvzc7MtLev7Nzfcv7ixYsXL37uc5+72sOWy+VPfvKTf/M3f9P5wXw+/2//9m8HDhy4zBaaG7e8vJy+LpXMuwcAEHVc07Q7MX/kxPyRvaOHrrO0Gx4ebkVRO+paUXStTuPo0aM/+tGPkjjOZDLvtag13+3mnE985ztBkrxj/8mBYvHx//W/vvDII717U/VaLX1t8jgAgKhjW7j+0m5ycjLdzKPZbG719Txx4ujRo6+99loum81ms+Fl183ipJvnG48cOTIzM5OOF6/V6wNrIw3q9fpf//VfP/zww1d7V+d6o65eT1cCBzueXQQAYLPYKIXu0+65408cOf9SPer7nUWKxWJhLXK22He/+93v/u//ferkyWKhkM2+rZCjKKrX61GrNVguR2vrh9091Pj6a691Ft2Xv/zltF3DMMxmMk8//XQv3l0cx82Olc8edSMAwA3OSh0bcr56+nz19GR59/To4WKuj5+YqlQqiwsLYRiGWzIgu9ls/uhHPzpy5Egul8t1TG9rNBphJlOpVKanp2+99dbx8fF26X31K1/ZyLd73+HDx48fz+VyUav16U9/Op/Pf/FLX/rXf/3XlWq1vYx2Znb2zJkzO3fu3Ny3WavVkrUZgKIOAEDUIe16aOfOnQvz82EYZjKZ+fn50dHRnn67r3/96416/R17URaKxT/87GcnJycv/fwNpuatt976f/+P/7G0tFQqldoNWSqVHn744a9+5Svt59yKxeK//Mu//Pmf//nmNm2j0UjvvWy1Wna/BADoBbdfsplp98Kpp1+eeWapfrHvTn5iYiJJknY+nTlzpqff65lnnll9+x6bURTdtHv3o48++q5Ft1mGh4c7VwWDINh/223p62Kh8PraXIfN0mw203tKW62W4eMAAKKOPrDSWHxl9j/7Lu2mp6fjOG5H3alTp3r3jf75n//5tV//Ok2der0+Ojb2u5/61EMPPbT17/qjH/1ovWMu+fPPP7+5x6/Vauk7jeO4eI0eXAQAEHVw/addsVhsR10mk7lw/nyPvsv3vve9hfn59I7ERqNx3/33/8Ef/MGePXuuybsulUqf+9zn6vV6+5dLS0txxyNwG9c5pC587zkNAACIOrZ12v345HfPV08nQbLNzzY9v+VqddMPvrq6+rWvfe3E8ePtomu1WqXBwc/8wR8cPHjw2r7riYmJw+9/f7vlCvn8D3/4w008eLXjSrZnqftLAQAg6ug/zVb9yPmXfnLye9s87bJrC2hRs7m4uLi5B//BD34QJElaNcOVyuc///lN322yO5/4xCcajUYQBJlM5uiRI6urmzajojPqTB4HABB1SLseR91acYVhuLS0tLkHP3niRPq6Vqs98MAD2+q9pxuoZHO5I0eObNofescDex6oAwAQdVw/afejY98+sXC0lbS21bml1ZHP5+fm5jbrsEmS/MM//EN68Fq9/tDv//74+Pi2eu837d795nvP5X7x6qubddja2tN6SZIMDw/7+QcAEHVcP07MH3nu+BPbKu2G1qojk8nMzs5u1mFfeeWVRr2ezn87ePDg3r17t9sfx759+9LXy8vLK2+fuNC19E7OVqvV69F/AACiDm70tCuV3hqbvrCwsFmH/eUvf5m+rtXrd9999zb8gxgZGYmiqP06l8ul+2FuUNRstl/EcVypVPzAAwCIOq7ntDty/qV6tHoNT2NoaCh9vVkbpVSr1cW1Pmw0Gh+9557teRfi+Ph4Z9SdO3duUw7bWIu6JAi2ya4wAADXn5xLwDZxvnr6fPX0ZHn39OjhYq609SdQqVTiOE5HDiRJkt4z2bWnn366/TRdkiSH3ve+3/jAB3p08pmNnWqhUMjn8+kvN+uRwiiKCvl8EARJHG+3xwgBAEQd9Dbt9owcGMxv6aLW6Ohoq9VqR10mDJeWljZ4x+DMzMyZ2dl21NUbjd/+7d/u3ck3m82/+qu/CpJutxUNw1YUpft/btbtl8naKPON5zEAAKKO/ku7wULltvE7h4tjW/NNx8bG4rUIyWazc3NzG4y6f/vBD9JNL8fGxjKZHt7tvPGBAbmOyeCdowg2FHVrkWmeAQBA73imju1rpbH4yux/vjzzzFL94hZ8u4GBgTRCstls5+Ds7npmaXk5/eWuHjxRlslkkqQnE/82/aAmjwMA9I6VOvoj7bZm1S7X8VzZBvdKOXHiRLr21Ww2D7///b2o0OLAQG11M3eXaVfiBzbj2b9ms5nedWnrSwAAUceNbjA/VMgO9Pq7jIyMVNeW1za4Unfy5MlcLpeW0uTkZC9O+NFHH202m6urq5v10NrQ0NBmHWp+fj491PjEhJ9hAABRxw1q7+ihXUPT+exW3L83OjqaRt0GB3Avd9x7OTrWwwXGfD7fuXHl9pGmZpIk5XLZTzIAgKjjRsy53ZX92TC7Zd9x9+7dJ0+caKdIZ5V14eLFN58DTJJkenr6+vvTyWazrbXRdu+6B8zy8nI6H0LUAQD0jo1S2KY5d88tD+0dObiVRRcEwejoaDqDe4Pb+qePukVRtGPHjk07xW0zG+Cuu+5qX6tGo7F///5LP2Fpaak9IyFJks7B7gAAbC4rdWwj+Wxx39jtY4M7t7jlUuPj4604bt/L2Gq1NnKoOEna/8skSZLR0dHNOsO41frLv/zLzWjDcGRk5KGHHhocHOzuCIcOHWo2mxcuXDhw4MBNN9106Seka5VxHNsoBQBA1HFD5NxE+aYwuJYrUZ07729wWkASx0F7nSoISqXSBk+sFwPfqsvLzz///P3339/1Ee64447L/O7iwkJ68ubUAQCIOuTcFgk7XiRJ0vVWkG81YZJswtjx3tx1ubKxHT4vr75JE8wBABB1bFNbM3ruamXXhstlMpmVlZWud/gIO0JuZWVleHh4I2dVqVQW5ufDMNz4tPFMNptfm7WQ7+VM8Hq9XiwUgiAIt81zgAAAog6u55xrKw4MtDd1zGSzJ0+efN/73tdlO62VTBiGq6urG4y6hx9+OEmSjc+jy2az//SP/5huBtO7WQhxHCdxnF4BP/MAAKIOObdVZzg4uLS42K6yEydOdB11+UIhbrWCIMjlcufOndv4BphhGHa9qUkqSZJarZZORa9sIDUXFxe/+c1vNur1kdHRz3zmMwMDbxsNv7S0lLZcbluO0QMAuG4YacAWmSzvvvvmB3/zpnu3c9EFQZBuvh+G4fnz5/I0lQcAACAASURBVLs+zsjIyJt/xzKZU6dObZN3V61W02W6IAgmJie7PtT3v//9IEkKhcLqysorr7zyjt+dnZ1NnyTMizoAgF6yUsdW5Nz06OFirtQXZ9u5U2WtVttIHF6cm2u/Pnv27PaJunSHz2YUbWRbzs7h7KtrQ/lSi4uL6UqdqAMAEHXIua0zNvbWQmKz0ajX691tx79z585jb7zRXq1aXV1dWVnZ+M2TG/fG2ikFQRDH8fj4eNeH6nxS7tKn5ubn59MtZ95xZyYAAJvL7Zf0xN7RQ/fc8tChybv6q+iCIOjsnDAMz5w5091x9u3b12g236yaYvHo0aPb4d0dO3Ysfb1jx4704bpNt7CwkJaeqAMAEHX0X87tHTmYDbP9eP6lUil96iyTzS6sTdC+WgMDA9mOqQanT5/u9Zn/+te//trXvvbjH//4Mp/T3gMmCIIoig4fPty7k2nU6+nrQi8HJwAAIOqQc29TLBab6Y7/udyFCxe6PtTdH/5weqheR92xY8d+8P3vB0ny6quv/r//83927oaSmp2dTYeY5wuFQ4cO9e58OiePb4f7TgEARB28p3y2eGjyro9N/x/9nnNtAwMD+Y6bEs+dO9f1oT74wQ+me4S0ByT07rTTHVCymUyr1XrppZcu/ZynnnyykM8HQdBqte67777enUwcx61WK/1l1wPcAQAQdWxFzn14zycny7vD4PoZMF1em2oQBMHS0tJGDvXAAw80Go0gCHK53JNPPLGRGQmXd/DgwSAMkyRp//KnP/1pvDb7u+3/+9d/jdd+txXHe/fu7d0FrNVqScd33+DgdQAARB2bb7BQuS5zrm1sbCwtolYUveutjOu0Z8+ezNomkMVi8Vvf+lavAjuf/9KXvlRfe5KtWCh859vfTn/3jTfeOHfuXPqM32233dbTC1ir1Tr32HT7JQCAqGN75dxv7Pr4b95073WZc20jIyNp1GWz2ebaJpbdueWWW9LXuWy2d9tgZrPZzjXG0zMzx48fb79++eWX0wEDzWbz9ttv7+kFbDQaadRFUdS7PTYBABB1dJNzw8Wx6/ud7tmzJ30kLJPJzK3NEO/ORz/60draAloYhs/88IcbWfq7vPvuu6+xtkPJQLH45BNPXLx48Ze//OX5tScDW63WwUOHduzY0dMLWK/X04aM49jwcQAAUcc1NjIweYPkXNvu3buTtdfZbPbixYsbOVq5XP6TP/mTdGZdPp//+7//+x6d+c033/ybd92VFunAwMC3v/3t//j3f0/np8dJcu+99/b6Alar1XRIXZjJdDe9HQAAUccmmCzvvvvmB+/Yec8NknNv/cXoGDFXrVY3WsUjI4WO1apWFL344os9OvO777473zEXLmo2O8fEvf/979+Cq1fvGFKXzWTSVTsAAEQdW51zhybvKuZKN+DbH+p4OG15eXnjB/zdT30qvQkzk8m8+MILveu6z33uc7Va7R112mw2S4ODv/Vbv7UFV29lZSV9XbBMBwAg6thiNw3feiPnXFvnU2ebEnW7du169NFH0z1XisXiqz//+d/+7d9ucBeWdzU4OLi3Y3eWIAiiKPqND3zg85///NYsmq2urnaejL9TAACiji2yd/TQPbc8tG/8jhs55968FHv3pjPfNiXq2nnzxS99qXOXlCSO/5+/+Ztf/epXm3jmc3NzTz/99DsGnUet1kc+8pEtu3rpSl2SJJ1rngAAiDp6m3N7Rw5mQ48/BUEQjI+Pp/XV+YTYBpVKpS888kjn6lyhUHj+uee++tWvnj17duPHf/GFF77x9a+fOnly4O03PRby+WeeeWbLrl597ebPJElGR0f9OAEAiDp6JZ8tyrn3qq90VF2y9mJTDA4OPvrYY+kzb2l0feub3/z1r3/d9WEbjcZTTz314ksvdW6L8tbf80zml//1X/Pz81tz9ZprPZwkSblc9uMEANBThgLfuDm3b+z2ifJN1+sA8Y1HXfo6TpLNPXixWPw///APn3ryyUajkTZYsVh85oc//MEPfrB79+7du3fv27evUqlc/jhxHJ85c+bIkSNnZmcXFhcHisXi2tGSJKk3GrfddtuxY8dy2WwQBAMDA//4+ONfeOSR4eHhnkdds5kJw/YZ9nomHgAAok7O8R7SSWs9OPbOnTv/rz/904WFhccffzwtsWw2m81mz587d/7cuR8//3yhWBwZGdmzZ8+tt946MjKSy+WCIKjX67Ozs8eOHTt16tRKtZrJZNoff8f9loPl8p/+2Z8FQXDkyJFnf/Sj9tS4YrH4H//xHw899FCvr1w6RyFJkomJCT9KAACijs0xWKjsqdwm59YpuzYMIJPJ9GKPyiAIRkZGvvjFLz7/3HPHjx+Poqjzzsn2wO7FhYVX5uZ++tOfBkmSbtySyWSy2WwYhpfeaVmr1Sanpt73vvel8+gOHTp05MiRC+fPt2cbzJw+/dWvfOWqTjJJkuFK5Qtf+MJVfUn6Ip1CDgCAqGNDOXfb+J032gDxDSoODLSiKAiCXC43MzPTozQpl8sPPPhgEASzs7Pf/e5367XaO1Itu74pBLVabd/+/R//+McvHSHwmc985it/8RftSmwv612t6vJyrVYbGBi42qgDAEDUIeeumYGBgeraMIMzZ84EPV5x2rVr12OPPfbzn//8xz/+cdRsFovF9axxtVqtqNUaGRn51O/93s6dO9/z4DfddHFurutzS5LkqgbcpWeu7QAARB3dmyzvvmn4VjnXtaGhoXbUhWHYu5W6d7jzzjvvvPPOarU6MzNz6tSparW6uLBQbzRarVYcx2EYZjKZXDZbGhwcGRkZHR3dvXv3zTfffMXDPvjgg0899dTc3FwSx1cVWmEQBGG4/7bb8vn8Or+kcxBfxr2XAACiju5ybnr0sAHiGzQ8PHxmdrb9+uLFi1v5rcvl8oEDBw4cOLBZBxwcHPzsZz+7NSc/Pz+fSR9HzJqTAQAg6pBz10jnVIOo2czqk/WpVqvp63SzGQAARB1XsHf00I7yHjm3iSYmJuI4bi86xXEchKGuW4+FhYX0QuXfbRI6AACijnfm3O7K/myoNzbZ6Ohoay3qwjBM4tg1WY+lxcX09sv1b5gJAICok3NssmKx2IqifC4XBEE+n280Gq7JeiwuLqavO29hBQBA1PGmfLa4Z+TAjqG9cq6nCoVCbm3Lx0wmc8UBA/Pz86dOnbqqbzEyMrJnz57OjyRJcvTo0auadR6G4dTU1NTU1HaJuqWl9PWlQ/MAABB1N3rO7Ru7faJ8UxjYKX4rlAYG0r7KXHbPj2q1+o+PP57P569q7nYURXd/+MN33XVX+pEnnnhi5vTpzFXuL9JsNh948MFN3C1zIzqXNAueqQMAEHW89e/j3MCH93xSzm2lsfHxs2fOtF9ffpeUp556qlgsXu3xs9nsSy+91Bl1J0+c6OI5tGw2++yzz26HqIvjuF6vF9dazu2XAABbwIbjfSMMQkW3xSYnJ9NR2pdfPRsb63LIe+7trRh2O617m+RTvV7v3FFG1AEAbAErdfCeRkdHW61WLnflvyaf+MQnvva1r8Wt1vpvvwzDME6S3/md3+n84IGDB48eOZLJZK7qNs4gCB548MHtcMWiKEq7tNVquf0SAEDUwbW0e/fudcZVLpd77LHHOudur8fAwMA7bra8//7777777lartf6DhGFYLpfXU55bYH5+Pr1PtdVq2SgFAEDUwbVUKpWy646lfD4/Ojq68W86PDzcv1fszJkz6X2qSZKUy2U/RQAAveaZOrhsYg0NuQjrNzc3l95+mSSJlToAAFEH19jUjh1X+3jbjWxxcTGNunAdw/0AABB10OOo2zZDvftCrVZLX2+Tx/wAAK57/tUFl3PzzTc//9xz6+mTkydPzszMbOLa1M6dO/fu3fuOD/7iF7+oVqvv+C7j4+P79+/fDperUa/n8/n2a/MMAABEHVx7g4OD65lqcOLEiSeffLK4qTv4//yVVyojI3/0R3/U/mWr1frGN76xcknRtX/rzJkzH/vYx67ttUqSpBXH+bVfVioVPz8AAFvA7ZdwOYVCYT1P1D333HPFzZ7Jls1mL1y4sLS01P7l7OzsUscTa+/4zP8+evSaX6vV1dVg7fnDJEnGx8f9/AAAiDrYBn9J1nFH5fvf//6rGi63TgMDA+mEg8nJyczaCLhL7dq165pfqJWVlbQ54zjesWOHHx4AgC3g9ku4gjBz5f/3cccdd7zxxhuzs7Ob9k2DYHJq6nd/93fTjxSLxYcffvgb3/hG52Yk7c+sjIx84t57r/mFajabmY7J456pAwAQdbAtFAuFOI6v+Gmf/vSne30mg4ODjz766La9UKurq7m1qIvjWNQBAGwNt1/CFZTNH1931HUOqRsYGHBNAABEHVx7VpzWqV6vp6+z2WyxWHRNAABEHVx7g4ODLsJ6rK6upq8t0wEAiDrYLkZGRlyE9VipVpUwAMDWs1EKXMHY2FgURVecP/7iiy+ePn36XefIlcvlD33oQ53DuM+dO/fyyy/X6/VwHfMS1nOGH/rQh6754tjK2kpdkiTpJAYAAEQdXGPj4+NX3P3yhRde+Pkrr2TeY/jB3IULJ0+efOyxx9KPfOtb3yrk85t1hnMXLszNzX3mM5+5thcqnbWQJInlTQCALeP2S7iCYrF4xag7euRI5rLj7Godz5sFQRBv9qTyCxcuXPMLFUXRm+8ujt1+CQAg6mC7yOVy6Uzt97Jv//5ms/lev5skydDb5yLkN2+ZLgiCVqs1NTV17aNu7QokSTIxMeEnBwBgi/696hLAFQ0NDTU69uu/1D333DM2Nvb6669f+oxckiSVSuWee+7p/OAXHnnkueee25Rn6sIg2Llr1wc+8IFrfpVarVZ7uTKO48nJST82AACiDraLSqVy/ty5y3/OoUOHDh06tM4Dlkql+++//7q5Pu00fesm1TC8/M2oAACIOthSk5OT586e3ZSdKq9LR48enet4qC+50iOIAABsIv83HdYVda3N3trkepLLZhcWForF4pu/Vr8AAKIOtpVdu3bFVp/W/58V914CAIg62FZKpVKcJOkv31qSUm5BEARBFEWd0XvL3r2uDwDAlvFMHVylMHzhhRdyuVzSkXk32AUIwzBcXV3NrU16GBkdHR8fX1hYWKlWK5XKfdfRHjAAAKIOrhPpwlQum33llVeCG7Xo3rogHQ/OTU1N3XvvvX5IAABEHWxf2bWoC8MwayOQt7MvKADANeSZOliX2w4caDSbrsM7tFqteqNx+PBhlwIA4FoJkxv+LjIAAID+ZaUOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUecSAAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAOD/Z+/enuO6CkQP71t362JLdizLkh3LOJZJTC62c2WSTHCmXGNCQigqQM0AxTv/xfw1U0UVVAUCBUVSsQMOTsZxjMGxJMsXGd8k2bLVure6997nYTE6PiEnJCRAFH3fg0u11eru3bsf8staey0ARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1PkIAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOh8BAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAyG58rAAAHNhJREFUEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABR5yMAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAFaDzEfAx1KW5fLycrPZbDQai4uLc3Nz9Xp9YWGh2Wy2Wq2yLLMsq1ar1Wq1u7t748aN1Wq1Vqu1tbVlWZYk/icCAACIOv5Jms3m1NTUxMTExYsXb926tbi4mKbph3RaWZZFURRFUalU+vr6tmzZsnXr1p6envb2dh8mAAB8WuKyLH0KfLjFxcV6vX7hwoXh4eHFxcVKpXLnb4uiCAn3f79VcRz+DT+Ex5RlmSTJzp07v/jFL/b19bW1tflgAQBA1PH3Upbl4uLi9PT0qVOnLl++3Gq14jhOkiSMv5VlmaZpe3t7tVrt7OwMsyvTNI3jOM/zZrPZbDbn5+cXFhbCXM34Dq1Wq1Kp3HXXXQ888MDAwEB7e/tK+wEAAKKOT0Ge52NjY8eOHavX61mWxXEcJlLGcdzf3//oo4/29/enafoRn60oiqtXr549e/bChQvNZjNJkjBps9Vqbdiw4f7779+9e3dHR4ePHQAARB2f1Pz8/PDw8MjIyPT0dEivPM9rtdqmTZu++MUv7t69u1qt/s1P3mq1rl27NjQ0dPny5UajEeouPP/+/fsHBwfXr19v1A4AAEQdf4uyLOv1+q9//eupqak0TYuiCLn17LPP7tq161N/udnZ2V/96leTk5NJkqRp2mq1siz7t3/7t127duk6AAAQdXxsU1NThw8fnpyczLIsFN2+ffseffTRWq32d3rF5eXlt99+e2hoKM/zNE3DSirPPffc1q1bbX4AAACijo9qaWlpbGzst7/9bZ7nZVmWZdnX1/fkk0/29fX9A159cXHx2LFjw8PDURSF2Zh79ux56qmn/n4xCQAAoo7Pj7m5uddff/3y5ctZlpVluW7dum9/+9v/+KCamZn5n//5n5GRkUql0mq1BgYGnnzyybvuussFAgCAD2eS25qW5/nJkyevXLlSqVTyPK9Wq4cOHfqnDJF1dXU9++yz27dvb7VaaZqOjY299tprc3NzrhEAAHw4I3Vr1/T09IkTJ4aHh8OyKL29vV/72tf+uVsLNBqNd95559SpU+EtdXV1vfjii+vXr3exAABA1PH/qNfrv/jFL+r1epIkrVZrcHDw3//93z8jy06ePn36jTfeCPvgrV+//tChQz09PS4ZAACIOv5saWnplVdeuXnzZpIkRVEcPHhwcHDws7ORQFEUZ8+effvttxcWFqIoStP0ueee2759uwsHAAB/yT11a87i4uJbb71148aNOI5brdZXvvKV3bt3f6a2hkuS5L777vvWt75Vq9VCdh4+fLjZbLp2AAAg6ta6oiiGhobCfXR5nm/duvW+++77bL7Vzs7OvXv3tlqtJElmZ2fPnj1rVBkAAETdWnfx4sVjx46FMbr777//+eef/yxv8/3ggw/u2bMnrIf5m9/85q233iqKwkUEAABRt0Y1m83f/e53lUqlLMuenp4DBw5Uq9XP8huuVqsHDhz48pe/nOd5HMfvvvvulStXXEcAABB1a1Ge5+++++7MzEye52VZPvPMM6vjC5okDz30UE9PTxzHaZq++eabBusAAEDUrUU3btw4efJklmVRFD3zzDP9/f2r5Z1nWfav//qvYbBuamrqwoULriYAAIi6NefSpUtlWRZF0dfX96UvfWl1vfmenp7t27cXRZFl2fHjx/M8d0EBAEDUrSGNRuO9994L+xYcPHjwM7WBwUdRrVafeOKJDRs2RFF069at0dFR1xQAAETdGjI9Pd3R0VGtVvfv379+/frVeAq9vb1PPPFEnudpmp4+fdo1BQCAIPMRrAVbtmz5j//4j9V+FnfffXe1Wi3LcmpqqiiKz/JmDAAAIOr4MHme1+v1ZrNZrVY3btwYDhZFUa/Xl5eXK5XKhg0bVpqnKIqFhYX5+flardbd3b0y93J+fn5ubi5N066urrC3QVmW9Xq90Wjc+ciFhYXbt2/Pzc3Fcdzd3d3d3d3W1nbnm5mdnV1YWEjTtLu7u1KpLCwszM7Ovu8Np2na0dHR0dHRbDbr9XpZlu3t7evWrftYZ12tVgcHB0dGRoqiOH369EMPPeSbAAAAom5VGh8ff/nll5MkKcvyBz/4Qaij69ev/+xnPwsPePHFF7dt2xZ+npiYeP3112dmZqIoeumll3p7e6MoWlpa+uUvf3njxo2iKO67774DBw6kaTozM/OjH/2oKIo0Tb/3ve+1t7dPTU39+te/rtfrSZLEcZzneX9//8GDB1fmcBZF8fLLL8/NzRVF8eijjz7xxBOvvvrqtWvX3veGi6LYsWPHCy+8cOrUqbfffjuKoq6uru9+97tpmn6sE7/33nuHhoaSJDl58uSePXsqlYovAwAAa5wJbKtSo9EI+7ZFUXT06NGyLPM8Hx4ejqIoTdOiKObn58Mj8zx/7733pqen0zQty3JoaCgcDythpmlaqVSGh4ffeOONoihWDuZ53mq1Tpw48ZOf/GR2djbkXKvViuP4+vXr4cHheS5dujQ7O5umaZZlYf2S8EJlWYZ3GMdxWZbh+MzMzHvvvVepVLIsm5mZuXjx4sc98U2bNvX19UVRNDc3d+rUKd8EAAAwUrdaoy7MrkzTdGxs7MaNG2manj9/fmXga3FxMfxw69at8+fPVyqVsiyzLLtw4cJXvvKV9z1bpVIZGhrauXPnykzOKIpu3rx5/PjxLMtarVZvb+/Bgwdrtdqrr746Pj7+5JNPhldfWloK42ah4ur1+szMzAsvvFAUxdzc3H//939HUVQUxX/+53+GhStHRkbm5+fDm8yybGRkZHBw8GOdeK1W27Vr1/Xr15MkOXPmzCOPPLLqVvIEAIBPl5G6VWl5eTn8EMbQzpw5Mz093Ww2Vw6u/Dw1NRV2dQv/LiwsrPReEHosTdMzZ87cefzmzZuhl+I4fuGFFzZs2NDe3n7gwIFDhw7ddddd4THj4+PXr18P7yE8MjxJkiR3rmISpm7GcXzlypUsy4qiCDuJ37hx4284982bN8dxnCTJX54LAACIOlaHubm5JEmKomi1Wmmanj179vTp02FULcTV0tJSCLYzZ85kWZbneU9PT7PZjOP4zTffDPMhgzzPw1zKsbGxK1eurByfmJgIQ2qbNm1qa2ur1+uvvfba4cOHf//73//0pz994403ZmdnT58+3Wg08jwfGBioVqtJkpw+fXphYeED3/PS0tLY2FhZltVqdd26dWVZzs/P/+Xdd39Vb29vtVoNJfk3/DkAAIg6/vlWwinLsiRJWq1W6LGwiGWSJI1GI4qi2dnZycnJKIqKorj33nvb29vTND137tydQ2RlWT788MNRFKVpemfvrYz11Wq1KIpu3rw5MjIyPj4+Pj4+MTHx3nvvXbly5U9/+lOWZVEUPfXUUwMDA2VZNhqN8+fPf+B7vnDhQqPRKIpi+/btO3bsaLVaSZL87ne/W7k97yPKsixM5kyS5G8b6wMAAFHHP1mYflkURXd3d57nSZKE4biurq6wQklIsmvXrq0MxJ09e7bVaoUlVd63xMgXvvCFwcHB8KuVgyv7FoQ1V2q1Wq1WW3m2OI6npqbC/MyyLI8cOXL9+vUwjfMDR8+Wl5evXr0a7r4bHx+/fPlyqLKpqampqamPe/pdXV3hz1fWgwEAAFHHahLuJSvLMiwFuXLTWhguCw+Ynp4+ffp0mEKZpmnYsDuO47BcStjhIKjVao8//nilUgmLWIaD27ZtC2V4+/btM2fOdHd3f+c733nkkUeKoiiKIsuyS5cuhYUu0zSdmJiYn58Pt9Jdvnz5fYNvZVmOjo6eO3cuPGBhYSHsjxdFUavVunMtzY9o8+bN4TSnp6d9GQAAWOOsfrkqhdmVURT19PRs27YtDI5t2rSpt7e3KIokSRYXF0dGRlbui1vZVq5er4db7943SbKrq+uxxx578803V6Ju+/btfX19ExMTWZYdPny4vb09y7LZ2dkwJHjPPfecO3cuTdNms9nd3R2WRVlcXMzzvNFoXLhwIdTmyrsdGhoKd8G1t7eHOaJFUczMzFQqlcnJycnJyTsf/1eF8cksy4zUAQCAqFuV8jwPC0iuX79+165dYZrlI488ErYuCGU1OjqaJEme54cOHVrZOeDo0aN//OMf4zi+dOlStVpdWbUyiqJ77703rJUSxtPa2toOHjx4/PjxkZGRNE2Xl5eXl5fD6ixPPPHE0tJSWZbNZrOvr++ll14Kz3D58uVXXnkljuPjx48/99xzoeKSJLl169bk5GRYsvL73//+yo7hP/rRj27duhVF0fnz5z9W1NVqtTBSt7IKKAAArFnpf/3Xf/kUVp1ms5mm6fbt2wcHB3t6ejZu3Lhhw4aHHnoojMK1tbXdfffd7e3tHR0dO3fu3Ldv38ofbty4cX5+ft26dX19fQMDA3me9/f379q1K0y8vPvuu/M8b2tr27Fjx44dOzo6Ou65554vfOEL09PTeZ5Xq9V77rnna1/72pYtW8JKLQMDA48//nhHR0d48o6Ojra2tjiOe3t7e3p6kiSpVqsDAwObN29eWlrq7u5+8MEH+/v7V97MXXfdtbCw0N3d3d/f39vb+9FPf3FxcXh4OBTmo48+6vsAAMBaFt+5uj2sCjdu3PjJT34SxiF/+MMf+kAAAFjLTL9clYaHhy9duhTH8f33379t27YoimZmZt56660kSXbs2LF79+4oiprN5q1bt4aGhiYnJ8uy3Lhx4549e/r6+sLsx9///vcTExMdHR379u1buePu+vXrp0+fDsuWtLW1bdu2bfPmzevXrw+3zJ06dWp8fHzr1q19fX1DQ0ONRqOvr2/Pnj3hNrypqak//OEPcRzv3bt348aNRVFcv379zJkzMzMzYVnO/v7+wcHBzs7OT376aZqGNVp8EwAAQNStSidPnpydnQ2rUIaoGx8fv3DhQlmWt2/f3r179+Li4tGjR8+ePZtlWbjhbXp6enR0dO/evU899VQcx++8805RFM1mc9u2bStRNzo6ev78+ZBwURSdOXMmjuMDBw7cd999URSdOHGi1Wpdu3bt/vvv/8Mf/lCpVM6ePbu0tPTYY49FUTQ2NjY0NFSW5aZNmzo7O0dHR48cObJy+9z09PTFixeHhoZeeumllYOfnK4DAABbGnwOlWX5m9/85ty5c1mWhW0J4jhutVpZlp06derdd9/98BZq/a/wh6+//voH7icex3GapsePH7906dL7/vy3v/3tkSNHwtqYZVnWarWwRd709PSnsrTJndvludwAAKxxRuo+h27fvn3+/PlQdPv27Xv66aejKDpz5szhw4ezLDt+/Pjdd9/94U34wAMPPPzww6+88kq9Xk+S5MiRIx+4OmXYH+/YsWMDAwMrB6enp0dGRiqVSrPZfOSRR7785S9HUXTz5s0TJ05s27btU5l+GaIuTdOVQUUAAFiz/Dfx6hYmVY6Ojl6/fn3l4Pj4eFmWZVkmSfLAAw+EgwMDA93d3aGIhoeH/+ozr1+//rHHHgvh1Gg0/nKwLuydEEXRrVu37twEPOxCHpLv8ccfL8uy0Wh0dHQ8/fTTO3fuDHshfCpRF17CdwAAgDXOSN0qFsfx5OTka6+99udAT5LQS7Ozs3EcF0XR2dm5YcOG8NvOzs7+/v7R0dEoiqampj7K82/fvr2/v//atWtFUVy9evV9vw1jZa1WK0mSV155Jdzad2fUrVu3LkmSer3+85//fG5uLvy2ra3t0KFDH2tXur/UaDTCxMuwjzkAAKxlBjpWsTBWVvyvlRGwlTvN8jxfObgysBZ95AGuO++sC0tcvs+WLVsef/zxoijm5uZGRkZWnjwMo4V/W63W3Nxc2C09iqK5ubn5+flPeOKzs7PhFFa2yAMAAFHHqrR9+/ZvfvOb3/zmN+/cg7uzszPMvWw0GrOzs+HgwsLC5ORk6L2NGzd+lGK8evXqjRs3QtR94ObgcRzfe++9YePysM1ACK1QkouLi41GY926dfv37x8cHGxra/tYSfkhwp1+ZVmKOgAAEHWr27p167Zu3bp169Y7O23Hjh1hXmJZlj//+c/DRgWvvvrqzMxMURShslbK7datW9euXbt27drMzMzKwXq9fvTo0cOHD4eRwN7e3j179nzgG1i/fv3evXubzWYcx6EYN2zYUK1Ww8jhj3/849HR0f7+/qIowt10tVrtA/vwY5mcnIyiqCiKj1KnAADw+eaeus9n6e3fv//tt9/Osmxubu7w4cPheJqmRVE8//zzXV1df778WfbOO++EgbXu7u6wKma1Wh0fHx8fHw8TKbMs+8Y3vvEhm8vt3bv36tWrExMTYYpmV1fXM888c+TIkTzP5+fnjx49WpZlGM1rNpvPPPPMJ1wAM8/zer0eom7z5s0uNwAAa5yRulWpvb19eXm51WqtzGmsVCphVK29vT2E1r/8y790dnY2m81wa1yz2azVas8++2xPT08URW1tbeEZWq1WuOGtVqvVarU8z5eXl5eXl8Pg25YtW77+9a+Hogt/0t7eXqvVsixbea329vann366p6dneXk5juNqtTo4OPiNb3yju7u72WyG+/3CdnmPPfbYl770pU947pOTk2HQL03T/v5+XwYAANa4+JOvL89n2fLy8s2bN/M87+npCQ32j9RsNuv1erPZ7Onp+ZCxvo/l2LFjJ0+ejKJo8+bN3/72t11iAADWONMvP+eq1erWrVv/Wa9eqVTCwOCn2KgTExNhK4U7dzwHAABRx+dTo9E4ceLEn/70p8/4kGy1Wt25c+fDDz/84Q+7cePGtWvX4jju7Ox86KGHXF8AABB1n/cLnGX1ev327dthlZSyLFd2sftMCTcE/tWoO3fuXJIkeZ7v27fvHz+bFAAARB3/aGmabtu2bWxsLIqisiyLovjk28T9PVSr1b+6P0FRFFeuXAlrcv7/tlgAAABRx+fN4ODg1atXL126VJblrl27vvrVr67GsyjLcmxsbHp6Osuynp6eWq3mygIAgKhbEzo6Ovbv33/x4sUsy8bGxhYXF1djEd2+ffudd94JS6Q8+OCDLisAAAS2NFgTyrJ8+eWXJycn8zzPsixN01V3CmHLuziON2zY8H/au2OX5rUwjuMnzWlSjC1VSxYrKi5OLRRapOju4Oio/6GDk6uLUh1EFwWFVlRCawZrsaUmTU7eISDvvd73vXKv97Yl38/aEh7yZMiPc/Kc3d3d7zogAQAAACDUYTo4jnN4eCilnMxBKV+Pdvv7+7lcjoYCAAAAMbZfJkWhUCgWi+12W9M0pVQ8CXMqKtc0LZVKxfNR8vk8iQ4AAAAg1CWRaZqbm5sHBwfxqQaGYdRqtcnfhzkajVqtVqfTEUKEYbixsUErAQAAAEJdQi0sLFSr1bOzMyml53me51UqlUnOdWEYNhqNTqcTz0cpl8tra2v0EQAAAPgZ39Qli+d5x8fHzWZTShkEgW3bhUJhYqvt9/sPDw+GYfi+X6vVqtXqVH8QCAAAABDq8A3CMLy8vDw/P5+WAZJhGC4tLe3s7NA7AAAA4DO2XyaOruulUunm5mY4HH4sfE1atv8oTCklhKhUKjQOAAAA+OuXZ1bqkqnT6RwdHQ2HQyllPAnTtu1JWLtTSr28vIxGo1QqFQRBNpvd2tpaWVmhZQAAAAChDn8wGAwajcbt7W06nQ6CoFgsbm9vG4YxxpKCILi+vj45OUmn00qpmZmZvb29VCpFswAAAIBf4XU5uSzLqtfrs7OzSikp5dPT09XVle/746oniqJWq9VoNOLFQ6VUvV4n0QEAAAC/x0pdIrTb7dPTU8/zPv/ked77+7uUMoqiMAwzmYxpmmMpUin19vb2UYmU0rKsz38zDKNery8uLtJWAAAAQDAoJSFc131+fv7VJ3NSSiGEpmnxOQdBEIztcfypEiHEYDD4/J/X11fXdQl1AAAAAKEuQbLZbCaTGePWym9kmmY2m6WnAAAAQIztlwAAAAAwxZhCAQAAAABTjO2X+BuO4ziO4/t+EATfta6r67ppmrZtr66ucocBAAAAQh3+Q/Pz881m8/7+vt/va5qm67qmaf/sUlEUxZMtTdMsFovr6+vcXgAAAOBf4ps6fIlS6u7u7uLiotfrRVGk67oQ4ouHyEVRpJSKE51lWaVSqVwux1cAAAAAQKjD/6rf7z8+Pna7Xdd1e72e7/uj0UgI8aflu/i50nXdMIxcLlcoFObm5paXl/P5PPcQAAAAINRhsoRh6Hlet9sdDoeGYeTzecuyWIsDAAAACHUAAAAAgN/hSAMAAAAAINQBAAAAAAh1AAAAAABCHQAAAAAQ6gAAAAAAE+8HJWbUTbwBOTYAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">75</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xfa hc y17f ff2 fs2 fc2 sc2 ls3 ws0">10.<span class="ls0"> O Raporcie </span></div><div class="t m0 x2 h9 y2f7 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y39 ff2 fs4 fc2 sc2 ls0 ws0">10.1.<span class="ff6 sc0"> <span class="_ _10"> </span></span>Metodologia i standa<span class="_ _5"></span>rdy  </div><div class="t m0 x2 hd y3a ff7 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3b ff7 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y3c ff7 fs0 fc8 sc0 ls0 ws0">  </div><div class="t m0 x2 hd y3d ff7 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y3e ff5 fs0 fc0 sc0 ls0 ws0">Niniejszy rap<span class="_ _5"></span>or<span class="_ _7"></span>t został<span class="_ _1"></span> przygotowa<span class="_ _1"></span>ny <span class="ff2">w oparciu <span class="ls3f">o </span>w</span>ybrane ws<span class="_ _5"></span>k<span class="_ _7"></span>aźniki <span class="ff2">raportowa<span class="_ _5"></span>nia niefinansowego<span class="_ _5"></span> G<span class="_ _7"></span>RI </span></div><div class="t m0 x2 h9 y895 ff2 fs0 fc0 sc0 ls0 ws0">(<span class="ff7">Global <span class="_ _e"></span>Reporting<span class="_ _1"></span> <span class="_ _e"></span>Initiative) <span class="_ _e"></span><span class="ff5">i <span class="_ _1c"></span>obejmuj<span class="_ _1"></span>e <span class="_ _e"></span>okres <span class="_ _e"></span>sprawozdaw<span class="_ _1"></span>czy <span class="_ _e"></span>rozpoczynający <span class="_ _7"></span>się <span class="_ _e"></span>1<span class="_ _7"></span><span class="ff2"> </span>stycznia <span class="_ _e"></span>i <span class="_ _e"></span>kończący </span></span></div><div class="t m0 x2 h9 y896 ff5 fs0 fc0 sc0 ls0 ws0">się <span class="_ _7"></span>31 <span class="_ _e"></span>grudnia 2<span class="_ _7"></span>023 <span class="_ _7"></span>roku. <span class="_ _e"></span>Raport spor<span class="_ _7"></span>ządzono<span class="_ _1"></span> <span class="_ _e"></span>na <span class="_ _7"></span>podstawi<span class="_ _1"></span>e <span class="_ _e"></span>wersji <span class="_ _7"></span>GRI <span class="_ _7"></span>1<span class="_ _7"></span>: <span class="_ _7"></span>Foundation <span class="_ _7"></span>2021, <span class="_ _e"></span>a <span class="_ _7"></span>do <span class="_ _e"></span>dnia<span class="_ _1"></span> </div><div class="t m0 x2 h9 y897 ff5 fs0 fc0 sc0 ls0 ws0">publikacji raport<span class="_ _5"></span>u <span class="_ _7"></span>nie pows<span class="_ _1"></span>tały standardy <span class="_ _1"></span>sektorowe GRI<span class="ff2">, </span>które obejm<span class="_ _1"></span>owałyby działa<span class="_ _1"></span>lność Grupy. <span class="ff2"> </span></div><div class="t m0 x2 h9 y898 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _c"> </span>ocenie <span class="_ _c"> </span>G<span class="_ _7"></span>rupy <span class="_ _c"> </span>standard<span class="_ _1"></span>y <span class="_ _c"> </span>GRI  pozw<span class="_ _1"></span>alają <span class="_ _c"> </span>w  należ<span class="_ _1"></span>yty <span class="_ _c"> </span>sposób <span class="_ _c"> </span>przedstawić <span class="_ _c"> </span>interesariuszom <span class="_ _c"> </span>aspekty<span class="_ _1"></span> </div><div class="t m0 x2 h9 y899 ff5 fs0 fc0 sc0 ls0 ws0">niefinansowe dzi<span class="_ _1"></span>ałalności. <span class="ff2"> </span></div><div class="t m0 x2 h9 y573 ff5 fs0 fc0 sc0 ls0 ws0">Oprócz powyższyc<span class="_ _5"></span>h<span class="_ _7"></span><span class="ff2">, niniejszy raport </span>za<span class="_ _1"></span>wiera również i<span class="_ _5"></span>nf<span class="_ _7"></span>ormacj<span class="_ _1"></span>e:<span class="ff2"> </span></div><div class="t m0 x33 h9 y89a ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">określone <span class="_ _f"> </span>przez <span class="_ _f"> </span>art. <span class="_ _f"> </span>49b. <span class="_ _f"> </span>Ustawy <span class="_ _f"> </span>o <span class="_ _f"> </span>rachunkowości<span class="_ _1"></span> <span class="_ _f"> </span>[Oświadczenie <span class="_ _f"> </span>na <span class="_ _f"> </span>temat <span class="_ _f"> </span>informacji<span class="_ _5"></span> </span></span></div><div class="t m0 x38 h9 y89b ff2 fs0 fc0 sc0 ls0 ws0">niefinansowych]<span class="_ _1"></span>, </div><div class="t m0 x33 h9 y89c ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">przygotowane <span class="_ _e"></span>na <span class="_ _e"></span>podstawie <span class="_ _e"></span>Rozporządzenia <span class="_ _e"></span>Parlament<span class="_ _1"></span>u <span class="_ _e"></span>Europejskiego <span class="_ _e"></span>i <span class="_ _e"></span>Rady <span class="_ _e"></span>(UE) <span class="_ _e"></span>2020/852 </span></span></div><div class="t m0 x38 h9 y89d ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">dnia <span class="_ _d"> </span>18 <span class="_ _d"> </span>czerwca <span class="_ _d"> </span>2020 <span class="_ _10"> </span>roku <span class="_ _d"> </span>w <span class="_ _d"> </span>sprawie <span class="_ _d"> </span>ustanowienia <span class="_ _b"> </span>ram <span class="_ _10"> </span>ułatwiających <span class="_ _d"> </span>zrównowa<span class="_ _1"></span>żone </span></div><div class="t m0 x38 h9 y89e ff5 fs0 fc0 sc0 ls0 ws0">inwestycje wraz z o<span class="_ _5"></span>bowiązującymi aktami d<span class="_ _1"></span>elegowanymi uzu<span class="_ _1"></span>pełniającymi tre<span class="_ _1"></span>ść rozporządzenia<span class="_ _5"></span> </div><div class="t m0 x38 h9 y323 ff2 fs0 fc0 sc0 ls0 ws0">[Taksonomia UE]<span class="_ _1"></span>. </div><div class="t m0 x2 h9 y89f ff5 fs0 fc0 sc0 ls0 ws0">Obliczenia <span class="_ _e"></span>i <span class="_ _23"></span>sposób <span class="_ _1c"></span>prezenta<span class="_ _1"></span>cji <span class="_ _1c"></span>danych <span class="_ _1c"></span>dotyczących <span class="_ _1c"></span>emisji <span class="_ _1c"></span>gazów <span class="_ _1c"></span>cieplarnianych <span class="_ _e"></span>w <span class="_ _1c"></span>zakresach <span class="_ _1c"></span>1<span class="_ _7"></span><span class="ff2">, <span class="_ _1c"></span>2<span class="_ _7"></span> <span class="_ _1c"></span>i <span class="_ _1c"></span>3 </span></div><div class="t m0 x2 h9 y12b ff2 fs0 fc0 sc0 ls0 ws0">prezentowane <span class="_ _c"> </span>w <span class="_ _c"> </span>rozdziale <span class="_ _c"> </span>3.2 <span class="_ _c"> </span><span class="ff5">zostały  p<span class="_ _5"></span>rzy<span class="_ _7"></span>gotowan<span class="_ _5"></span>e  zgodni<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _c"> </span>ze <span class="_ _c"> </span>standardem <span class="_ _c"> </span>The <span class="_ _c"> </span>Greenhouse <span class="_ _c"> </span>Gas </span></div><div class="t m0 x2 h9 y8a0 ff2 fs0 fc0 sc0 ls0 ws0">Protocol. A Corporate<span class="_ _5"></span> and Reporting Standar<span class="_ _1"></span>d (Revised Editi<span class="_ _1"></span>on). </div><div class="t m0 x2 h9 y8a1 ff5 fs0 fc0 sc0 ls0 ws0">Raport nie zosta<span class="_ _1"></span>ł poddany zewn<span class="_ _5"></span>ę<span class="_ _7"></span>trznemu badani<span class="_ _1"></span>u przez nieza<span class="_ _1"></span>leżnego we<span class="_ _1"></span>ryfikatora<span class="_ _1"></span>. <span class="ff2"> </span></div><div class="t m0 x2 h9 y8a2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y8a3 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y8a4 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y8a5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y19f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y8a6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y8a7 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y8a8 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y6f7 w51 h27"><div class="t m0 x4 h5 y92 ff3 fs2 fc15 sc0 ls0 ws0">O RAPORCIE </div></div></div><div class="pi" ></div></div><div id="pf4c" class="pf w0 h0" ><div class="pc pc4c w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">76</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y10 ff2 fs4 fc2 sc2 ls0 ws0">10.2.<span class="ff6 sc0"> <span class="_ _10"> </span></span><span class="ff5">Materialność –</span> proce<span class="_ _5"></span>s<span class="_ _7"></span> i analiza  </div><div class="t m0 x2 hd y28d ff7 fs0 fc0 sc0 ls0 ws0">GRI: 2-29;3-1;3-2;3-<span class="_ _5"></span>3 </div><div class="t m0 x2 hd y24d ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y24e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y24f ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y250 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h17 yce ff5 fs3 fc2 sc2 ls0 ws0">Podejście do identyfikacji tematów materialnych <span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y8a9 ff5 fs0 fc0 sc0 ls0 ws0">Obszary, <span class="_ _e"></span>w <span class="_ _e"></span>których <span class="_ _e"></span>Mangata <span class="_ _e"></span>Holding <span class="_ _e"></span>wywiera <span class="_ _e"></span>największy <span class="_ _e"></span>wpływ <span class="_ _e"></span>na <span class="_ _e"></span>gospodarkę, <span class="_ _7"></span>środowisko <span class="_ _e"></span>lub <span class="_ _1c"></span>ludzi </div><div class="t m0 x2 h9 y8aa ff5 fs0 fc0 sc0 ls8 ws0">są<span class="ff2 ls0"> <span class="ff5">traktowa<span class="_ _1"></span>ne <span class="_ _e"></span>jako <span class="_ _e"></span>tematy <span class="_ _7"></span>materialne. <span class="_ _e"></span>Rok <span class="_ _e"></span>2022 <span class="_ _7"></span>by<span class="_ _7"></span>ł <span class="_ _e"></span>pierwsz<span class="_ _1"></span>ym <span class="_ _1c"></span>rokiem, <span class="_ _e"></span>w <span class="_ _e"></span>którym <span class="_ _7"></span>Grupa <span class="_ _e"></span>zastosowała </span></span></div><div class="t m0 x2 h9 y222 ff5 fs0 fc0 sc0 ls0 ws0">ustrukturyzowa<span class="_ _1"></span>ne podejście do wyboru tematów<span class="_ _5"></span> <span class="_ _7"></span>istotnych w kontekści<span class="_ _5"></span>e <span class="_ _7"></span>zrównowa<span class="_ _1"></span>żonego rozwoju. W </div><div class="t m0 x2 h9 y8ab ff5 fs0 fc0 sc0 ls0 ws0">roku <span class="_ _5"></span>2023 w<span class="_ _1"></span> <span class="_ _5"></span>proces <span class="_ _5"></span>doboru <span class="_ _5"></span>istotnych <span class="_ _1"></span>aspektów <span class="_ _3"></span>raportowania <span class="_ _5"></span>w <span class="_ _5"></span>większym <span class="_ _5"></span>stopniu <span class="_ _1"></span>zostali <span class="_ _3"></span>zaangażowani </div><div class="t m0 x2 h9 y8ac ff5 fs0 fc0 sc0 ls0 ws0">wewnętrzni <span class="_ _c"> </span>i  zewn<span class="_ _1"></span>ętrzni  i<span class="_ _5"></span>nter<span class="_ _7"></span>esariusze <span class="_ _c"> </span>Grupy. <span class="_ _c"> </span>Wy<span class="_ _7"></span>bór <span class="_ _c"> </span>tematów  istotn<span class="_ _1"></span>ych <span class="_ _31"> </span>przebiegał <span class="_ _c"> </span>w  poniż<span class="_ _1"></span>szych<span class="_ _1"></span> </div><div class="t m0 x2 h9 y8ad ff2 fs0 fc0 sc0 ls0 ws0">etapach: </div><div class="t m0 x38 h2 y5dc ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Zrozumienie ko<span class="_ _1"></span>ntekstu organiz<span class="_ _1"></span>acji </span></span></div><div class="t m0 x38 h2 y8ae ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Identyfikacja i<span class="_ _1"></span>nteresariuszy<span class="_ _1"></span>, </span></span></div><div class="t m0 x38 h2 y8af ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Określenie rz<span class="_ _1"></span>eczywistych i <span class="_ _1"></span>potencjalnych od<span class="_ _1"></span>działywań,<span class="ff2"> </span></span></span></div><div class="t m0 x38 h2 y8b0 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Ocena znaczenia o<span class="_ _1"></span>ddziaływania<span class="_ _1"></span>,<span class="ff2"> </span></span></span></div><div class="t m0 x38 h2 y89b ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Priorytetyzacja <span class="ff5">najbar<span class="_ _5"></span>dziej istotnych oddziaływań<span class="_ _5"></span>.<span class="_ _7"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 x2 h9 y8b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y8b2 ff7 fs0 fc0 sc0 ls0 ws0">Zrozumienie <span class="_ _1"></span>kontekstu orga<span class="_ _1"></span>nizacji </div><div class="t m0 x2 h9 y8b3 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _f"> </span>e<span class="_ _7"></span>tapie <span class="_ _f"> </span>pierwszym <span class="_ _f"> </span>przeanali<span class="_ _1"></span>zowano <span class="_ _f"> </span>kontekst <span class="_ _f"> </span>funkcjonowania <span class="_ _f"> </span>Grupy, <span class="_ _f"> </span>w <span class="_ _f"> </span>szczególności <span class="_ _f"> </span>relacje </div><div class="t m0 x2 h9 y8b4 ff2 fs0 fc0 sc0 ls0 ws0">biznesowe, <span class="_ _1c"></span>wyzwania <span class="_ _1c"></span><span class="ff5">środowiskowe,<span class="_ _1"></span> <span class="_ _1c"></span>społeczne <span class="_ _1c"></span>i <span class="_ _1c"></span>ekonomiczne <span class="_ _1c"></span>branż <span class="_ _1c"></span>w <span class="_ _23"></span>których<span class="_ _1"></span> <span class="_ _1c"></span>działają <span class="_ _1c"></span>spółki <span class="_ _1c"></span>Grupy </span></div><div class="t m0 x2 h9 y8b5 ff5 fs0 fc0 sc0 ls0 ws0">oraz zidentyfikowa<span class="_ _5"></span>no jej głównych interesariu<span class="_ _1"></span>szy. <span class="ff2"> </span></div><div class="t m0 x2 hd y4ef ff7 fs0 fc0 sc0 ls0 ws0">Identyfikacja Inte<span class="_ _1"></span>resariuszy <span class="_ _5"></span>Grupy </div><div class="t m0 x2 hd y8b6 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y8b7 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y8b8 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y8b9 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y583 ff5 fs0 fc0 sc0 ls0 ws0">Definiujemy <span class="_ _23"></span>interesariusz<span class="_ _1"></span>y <span class="_ _23"></span>jako <span class="_ _15"> </span>osoby <span class="_ _15"></span>i<span class="_ _5"></span> <span class="_ _15"> </span>grupy, <span class="_ _23"></span>które <span class="_ _23"></span>mają <span class="_ _15"> </span>interes <span class="_ _23"></span>w <span class="_ _15"></span>naszej<span class="_ _5"></span> <span class="_ _c"> </span>działal<span class="_ _1"></span>ności <span class="_ _15"></span>lub <span class="_ _1c"></span>na <span class="_ _15"> </span>które </div><div class="t m0 x2 h9 y8ba ff5 fs0 fc0 sc0 ls0 ws0">wywieramy <span class="_ _20"> </span>naszą <span class="_ _f"> </span>działaln<span class="_ _5"></span>oś<span class="_ _7"></span>cią <span class="_ _f"> </span>wpływ <span class="_ _20"> </span>lub <span class="_ _f"> </span>potencjal<span class="_ _1"></span>ny <span class="_ _f"> </span>wpływ. <span class="_ _20"> </span>Każda <span class="_ _f"> </span>z <span class="_ _f"> </span>zidentyfi<span class="_ _1"></span>kowanych <span class="_ _20"> </span>grup </div><div class="t m0 x2 h9 y8bb ff5 fs0 fc0 sc0 ls0 ws0">interesariusz<span class="_ _1"></span>y <span class="_ _1"></span>może <span class="_ _5"></span>mieć jeden <span class="_ _5"></span>lub <span class="_ _1"></span>więcej <span class="_ _5"></span>interesów <span class="_ _5"></span>związanych <span class="_ _1"></span>z <span class="_ _5"></span>naszą dzi<span class="_ _1"></span>ałalnością<span class="_ _1"></span>. <span class="_ _1"></span>Interesy <span class="_ _5"></span>te mogą<span class="_ _5"></span> </div><div class="t m0 x2 h9 y8bc ff5 fs0 fc0 sc0 ls0 ws0">mieć różną <span class="_ _7"></span>wagę i <span class="_ _7"></span>mogą być <span class="_ _7"></span>ze sobą <span class="_ _7"></span>w <span class="_ _7"></span>konflikcie. Nasz wpływ <span class="_ _7"></span>lub potencjalny <span class="_ _7"></span>wpływ na interesariuszy </div><div class="t m0 x2 h9 y8bd ff5 fs0 fc0 sc0 ls0 ws0">może <span class="_ _13"> </span>być <span class="_ _24"> </span>zarówno <span class="_ _13"> </span>pozytywny <span class="_ _13"> </span>jak <span class="_ _13"> </span>i<span class="ff2"> </span>negatywny. <span class="_ _13"> </span>Wybór <span class="_ _24"> </span>interesa<span class="_ _5"></span>rius<span class="_ _7"></span>zy <span class="_ _13"> </span>oraz <span class="_ _13"> </span>ocena <span class="_ _13"> </span>wpływu <span class="_ _24"> </span>i </div><div class="t m0 x2 h9 y673 ff5 fs0 fc0 sc0 ls0 ws0">zainteresowania<span class="_ _5"></span> <span class="_ _1c"></span>działalnością <span class="_ _7"></span>s<span class="_ _7"></span>półek <span class="_ _e"></span>opierał <span class="_ _7"></span>s<span class="_ _7"></span>ię <span class="_ _e"></span>na <span class="_ _e"></span>badaniu <span class="_ _e"></span>ankietowy<span class="_ _5"></span>m <span class="_ _1c"></span>przeprow<span class="_ _1"></span>adzonym <span class="_ _e"></span>na <span class="_ _e"></span>grupie </div><div class="t m0 x2 h9 y8be ff2 fs0 fc0 sc0 ls0 ws0">kluczowych <span class="ff5">przedsta<span class="_ _1"></span>wicieli spół<span class="_ _1"></span>ek.<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y8bf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y8c0 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y176 w51 h18"><div class="t m0 x4 h5 y175 ff3 fs2 fc15 sc0 ls0 ws0">O RAPORCIE </div></div></div><div class="pi" ></div></div><div id="pf4d" class="pf w0 h0" ><div class="pc pc4d w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">77</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">W wyniku prz<span class="_ _1"></span>eprowadzonego badani<span class="_ _1"></span>a zident<span class="_ _1"></span>yfikowano nast<span class="_ _1"></span>ępujące grupy int<span class="_ _5"></span>e<span class="_ _7"></span>resariuszy:<span class="ff2"> </span></div><div class="t m0 x2 h9 y61 ff2 fs0 fc0 sc1 ls0 ws0">Akcjonariusze:<span class="sc0"> <span class="_ _1a"> </span><span class="ff5">Głównymi <span class="_ _1a"> </span>akcjonariuszami <span class="_ _1a"> </span>Mangata <span class="_ _1a"> </span>Holding <span class="_ _1a"> </span>S.A., <span class="_ _27"> </span>których <span class="_ _1a"> </span>identyfikuje <span class="_ _1a"> </span>spółka </span></span></div><div class="t m0 x2 h9 y119 ff5 fs0 fc0 sc0 ls0 ws0">(akcjonariusze<span class="_ _1"></span> <span class="_ _1c"></span>posiadający <span class="_ _1c"></span>co <span class="_ _1c"></span>najmniej <span class="_ _1c"></span>5%) <span class="_ _1c"></span>są <span class="_ _23"></span>Capital <span class="_ _e"></span>MBO <span class="_ _23"></span>spółka <span class="_ _1c"></span>z <span class="_ _23"></span>ograniczoną<span class="_ _5"></span> <span class="_ _23"></span>odpowiedzial<span class="_ _1"></span>nością </div><div class="t m0 x2 h9 y11a ff2 fs0 fc0 sc0 ls0 ws0">(66% <span class="_ _23"></span>akcji) <span class="_ _23"></span>oraz <span class="_ _23"></span>Nationale <span class="_ _23"></span>Nederlanden <span class="_ _23"></span>OFE <span class="_ _23"></span>(6,36% <span class="_ _23"></span>akcji). <span class="_ _23"></span>Grupa <span class="_ _23"></span>prowadzi <span class="_ _23"></span>dialog <span class="_ _23"></span>z <span class="_ _15"> </span>akcjonariuszami </div><div class="t m0 x2 h9 y1db ff5 fs0 fc0 sc0 ls0 ws0">między <span class="_ _2"> </span>innymi <span class="_ _2"> </span>poprzez: <span class="_ _2"> </span>publikację <span class="_ _2"> </span>raportów <span class="_ _2"> </span>bieżących <span class="_ _2"> </span>i <span class="_ _13"> </span>okresowych, <span class="_ _2"> </span>organiza<span class="_ _1"></span>cję <span class="_ _2"> </span>cyk<span class="_ _7"></span>licznyc<span class="_ _5"></span>h </div><div class="t m0 x2 h9 y177 ff5 fs0 fc0 sc0 ls0 ws0">konferencji  i<span class="_ _1"></span>nwestorskich, <span class="_ _c"> </span>na  których  omawia<span class="_ _1"></span>ne  są <span class="_ _c"> </span>wyniki  Grupy,  publikacje <span class="_ _c"> </span>w  prasie,  infor<span class="_ _1"></span>macje </div><div class="t m0 x2 h9 y178 ff2 fs0 fc0 sc0 ls0 ws0">przekazywane w<span class="_ _1"></span> ramach rel<span class="_ _1"></span>acji inwestorskich o<span class="_ _5"></span>raz zamieszczane na stronie int<span class="_ _5"></span>e<span class="_ _7"></span>rnetowej. </div><div class="t m0 x2 h9 y270 ff5 fs0 fc0 sc1 ls0 ws0">Pracownicy <span class="_ _b"> </span>i <span class="_ _b"> </span>organizacje <span class="_ _b"> </span>pracownicze <span class="_ _b"> </span>oraz <span class="_ _d"> </span>związkowe:<span class="ff2 sc0"> <span class="_ _b"> </span>W <span class="_ _b"> </span>G<span class="_ _7"></span>rupie  zatrudnionych <span class="_ _b"> </span>jest <span class="_ _b"> </span>ok<span class="_ _7"></span>. <span class="_ _b"> </span>1,8 <span class="_ _d"> </span>tys.<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y179 ff5 fs0 fc0 sc0 ls0 ws0">pracowników. <span class="_ _1c"></span>Spółki <span class="_ _23"></span>Grupy <span class="_ _1c"></span>k<span class="_ _7"></span>omunikują <span class="_ _1c"></span>się <span class="_ _23"></span>z <span class="_ _23"></span>pracownikami <span class="_ _1c"></span>zarówno <span class="_ _23"></span>poprzez <span class="_ _1c"></span>k<span class="_ _7"></span>ontakty <span class="_ _1c"></span>bezpośrednie </div><div class="t m0 x2 h9 y17a ff5 fs0 fc0 sc0 ls0 ws0">(kanały <span class="_ _5"></span>komunikacyjne <span class="_ _5"></span>funkcjonujące <span class="_ _5"></span>w poszcz<span class="_ _5"></span>e<span class="_ _7"></span>gólnych <span class="_ _5"></span>spółkach <span class="_ _5"></span>Grupy), ja<span class="_ _5"></span>k<span class="_ _7"></span> i <span class="_ _5"></span>przez <span class="_ _5"></span>strony i<span class="_ _1"></span>nternetowe </div><div class="t m0 x2 h9 ycf ff5 fs0 fc0 sc0 ls0 ws0">Spółek oraz Spółki <span class="_ _5"></span>dom<span class="_ _7"></span>inuj<span class="_ _1"></span>ącej Mangata Holding <span class="_ _5"></span>S.A.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y2a7 ff2 fs0 fc0 sc1 ls0 ws0">Klienci <span class="_ _e"></span>krajowi <span class="_ _7"></span>i <span class="_ _e"></span>zagraniczni:<span class="sc0"> <span class="_ _e"></span><span class="ff5">Klientami <span class="_ _e"></span>Grupy <span class="_ _e"></span>są <span class="_ _7"></span>podmioty <span class="_ _e"></span>operujące <span class="_ _7"></span>w <span class="_ _e"></span>wielu <span class="_ _e"></span>segmenta<span class="_ _1"></span>ch <span class="_ _e"></span>gospodarki. </span></span></div><div class="t m0 x2 h9 y8c1 ff5 fs0 fc0 sc0 ls0 ws0">Dominującym sektorem <span class="_ _7"></span>odbiorców<span class="_ _5"></span> <span class="_ _e"></span>są <span class="_ _7"></span>Spółki działające <span class="_ _7"></span>w <span class="_ _7"></span>branży automotive. Segment <span class="_ _7"></span>ten <span class="_ _7"></span>odpowiada </div><div class="t m0 x2 h9 yd2 ff5 fs0 fc0 sc0 ls0 ws0">za <span class="_ _1c"></span>około <span class="_ _1c"></span>60<span class="_ _7"></span>% <span class="_ _1c"></span>przychodów <span class="_ _e"></span>ze <span class="_ _23"></span>sprzedaży <span class="_ _1c"></span>Grupy. <span class="_ _1c"></span>Kanałami <span class="_ _e"></span>k<span class="_ _7"></span>omunikacji <span class="_ _1c"></span>z <span class="_ _1c"></span>klientami <span class="_ _1c"></span>są <span class="_ _1c"></span>w <span class="_ _1c"></span>s<span class="_ _7"></span>zczególności: </div><div class="t m0 x2 h9 yd3 ff5 fs0 fc0 sc0 ls0 ws0">kontakty <span class="_ _3"></span>bezpośrednie, <span class="_ _3"></span>strony <span class="_ _5"></span>internetowe <span class="_ _3"></span>poszczególnych <span class="_ _3"></span>spółek, <span class="_ _5"></span>targi, <span class="_ _3"></span>wystawy, <span class="_ _5"></span>spotkania<span class="_ _1"></span> <span class="_ _5"></span>branżowe.<span class="ff2"> </span></div><div class="t m0 x2 h9 y2ab ff2 fs0 fc0 sc1 ls0 ws0">Dostawcy <span class="_ _1c"></span>i <span class="_ _23"></span>partnerzy <span class="_ _23"></span>biznesowi<span class="_ _1"></span> <span class="_ _23"></span>krajowi <span class="_ _1c"></span>oraz <span class="_ _23"></span>zagraniczni<span class="ff5 sc0">: <span class="_ _23"></span>W <span class="_ _23"></span>gronie <span class="_ _1c"></span>szeroko <span class="_ _1c"></span>rozumianych <span class="_ _1c"></span>dostawców </span></div><div class="t m0 x2 h9 yd5 ff5 fs0 fc0 sc0 ls0 ws0">Grupy <span class="_ _5"></span>nie <span class="_ _1"></span>sposób <span class="_ _5"></span>wskazać <span class="_ _5"></span>podmiotów <span class="_ _3"></span>mających <span class="_ _1"></span>kluczowe <span class="_ _5"></span>znaczeni<span class="_ _1"></span>e. <span class="_ _5"></span>Struktura <span class="_ _5"></span>zakupów <span class="_ _5"></span>jest <span class="_ _5"></span>relatywnie </div><div class="t m0 x2 h9 y8c2 ff5 fs0 fc0 sc0 ls0 ws0">rozdrobniona, <span class="_ _d"> </span>a <span class="_ _d"> </span>do <span class="_ _10"> </span>grona<span class="_ _5"></span> <span class="_ _10"> </span>głównych <span class="_ _d"> </span>dostawców <span class="_ _d"> </span>należy <span class="_ _d"> </span>zaliczyć <span class="_ _d"> </span>dostawców <span class="_ _d"> </span>stali, <span class="_ _d"> </span>złomu, <span class="_ _d"> </span>maszyn </div><div class="t m0 x2 h9 y8c3 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">urządzeń, <span class="_ _1c"></span>energii <span class="_ _23"></span>elektrycznej <span class="_ _23"></span>oraz <span class="_ _23"></span>pozostałych <span class="_ _1c"></span>mediów. <span class="_ _23"></span>Z <span class="_ _23"></span>tą <span class="_ _23"></span>grupą <span class="_ _23"></span>interesariuszy <span class="_ _1c"></span>prowadzona <span class="_ _23"></span>jest<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y8c4 ff5 fs0 fc0 sc0 ls0 ws0">komunikacja <span class="_ _b"> </span>z <span class="_ _d"> </span>wykorzystaniem<span class="_ _1"></span> <span class="_ _d"> </span>m.in. <span class="_ _b"> </span>f<span class="_ _7"></span>orm <span class="_ _b"> </span>bezpośredniego <span class="_ _b"> </span>porozumiewania,<span class="_ _5"></span> <span class="_ _10"> </span>stron <span class="_ _b"> </span>internetowych </div><div class="t m0 x2 h9 y8c5 ff5 fs0 fc0 sc0 ls0 ws0">poszczególnych <span class="_ _1"></span>spółek oraz raport<span class="_ _1"></span>ów <span class="ff2">okresowych. </span></div><div class="t m0 x2 h9 y2af ff2 fs0 fc0 sc1 ls0 ws0">Konkurencja<span class="ff5 sc0">: <span class="_ _23"></span>k<span class="_ _7"></span>onkurenci <span class="_ _23"></span>działający <span class="_ _15"></span>w <span class="_ _15"></span>tych <span class="_ _15"></span>samych <span class="_ _23"></span>branżach <span class="_ _15"> </span>co <span class="_ _15"></span>spółki <span class="_ _23"></span>Grupy. <span class="_ _15"> </span>Kanałami <span class="_ _23"></span>k<span class="_ _7"></span>omunikacji<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y2b0 ff5 fs0 fc0 sc0 ls8 ws0">są<span class="ff2 ls0"> w <span class="ff5">głównej <span class="_ _1"></span>mierze stron<span class="_ _1"></span>y internetowe, ta<span class="_ _1"></span>rgi, spotkani<span class="_ _1"></span>a organizacji branż<span class="_ _1"></span>owych.<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y8c6 ff5 fs0 fc0 sc1 ls0 ws0">Organizacje <span class="_ _26"> </span>branżowe<span class="sc0">: <span class="_ _1f"> </span>organizacje, <span class="_ _26"> </span>izby <span class="_ _26"> </span>gospodarcze, <span class="_ _26"> </span>stowarzyszenia. <span class="_ _26"> </span>Kanałami <span class="_ _26"> </span>komunikacji </span></div><div class="t m0 x2 h9 y2b2 ff5 fs0 fc0 sc0 ls8 ws0">są<span class="ff2 ls0"> w <span class="ff5">głównej <span class="_ _5"></span>mierz spotkan<span class="_ _5"></span>ia branżowe, ko<span class="_ _1"></span>nferencje, <span class="_ _1"></span>targi<span class="ff2">, </span>podczas<span class="_ _5"></span> których organ<span class="_ _5"></span>izacje wymieniają <span class="_ _5"></span>się </span></span></div><div class="t m0 x2 h9 y2b3 ff5 fs0 fc0 sc0 ls0 ws0">wiedzą oraz istot<span class="_ _1"></span>nymi osiąg<span class="_ _5"></span>nię<span class="_ _7"></span>ciami w swoic<span class="_ _1"></span>h branżach.<span class="ff2"> </span></div><div class="t m0 x2 h9 y8c7 ff2 fs0 fc0 sc1 ls0 ws0">Media<span class="ff5 sc0">: <span class="_ _15"> </span>w <span class="_ _c"> </span>gronie <span class="_ _15"> </span>mediów <span class="_ _15"> </span>wyróżnić <span class="_ _15"> </span>można <span class="_ _c"> </span>lokalne <span class="_ _15"> </span>oraz <span class="_ _15"> </span>krajowe. <span class="_ _15"> </span>Grupa <span class="_ _c"> </span>prezen<span class="_ _1"></span>tuje <span class="_ _c"> </span>sw<span class="_ _1"></span>oje <span class="_ _15"> </span>kluczowe </span></div><div class="t m0 x2 h9 y8c8 ff5 fs0 fc0 sc0 ls0 ws0">osiągnięcia w główn<span class="_ _5"></span>ej mierze wspierając si<span class="_ _1"></span>ę mediami branżow<span class="_ _5"></span>ymi.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y8c9 ff5 fs0 fc0 sc1 ls0 ws0">Społeczności <span class="_ _7"></span>lokalne<span class="sc0">: <span class="_ _7"></span>Społeczność <span class="_ _7"></span>lokalna to <span class="_ _e"></span>jedna<span class="_ _1"></span> <span class="_ _7"></span>z <span class="_ _7"></span>najliczniejszych <span class="_ _7"></span>grup <span class="_ _7"></span>interesariuszy<span class="_ _1"></span>. <span class="_ _7"></span>Poszczególn<span class="_ _1"></span>e </span></div><div class="t m0 x2 h9 y8ca ff5 fs0 fc0 sc0 ls0 ws0">zakłady produkc<span class="_ _5"></span>y<span class="_ _7"></span>jne znajdu<span class="_ _1"></span>ją się w bli<span class="_ _1"></span>skim sąsiedztw<span class="_ _1"></span>ie zabudowań<span class="_ _1"></span> mieszkalnyc<span class="_ _1"></span>h. To właśnie t<span class="_ _1"></span>e zakład<span class="_ _5"></span>y </div><div class="t m0 x2 h9 y8cb ff5 fs0 fc0 sc0 ls0 ws0">budują <span class="_ _20"> </span>relacje <span class="_ _f"> </span>z <span class="_ _20"> </span>mieszkańcami. <span class="_ _20"> </span>Kanałami <span class="_ _20"> </span>komunikacji <span class="_ _20"> </span>są <span class="_ _f"> </span>przede <span class="_ _20"> </span>wszystkim<span class="ff2"> <span class="_ _f"> </span>strony <span class="_ _f"> </span>internetow<span class="_ _1"></span>e </span></div><div class="t m0 x2 h9 y8cc ff5 fs0 fc0 sc0 ls0 ws0">poszczególnych <span class="_ _23"></span>s<span class="_ _7"></span>półek <span class="_ _15"> </span>oraz <span class="_ _15"></span>raporty <span class="_ _15"> </span>okresowe <span class="_ _15"></span>i <span class="_ _15"> </span>bieżące <span class="_ _15"> </span>Grupy. <span class="_ _15"></span>W <span class="_ _15"> </span>miarę <span class="_ _15"> </span>potrzeb, <span class="_ _15"> </span>Spółki <span class="_ _15"></span>podejmują<span class="_ _5"></span> </div><div class="t m0 x2 h9 y288 ff5 fs0 fc0 sc0 ls0 ws0">również indywi<span class="_ _1"></span>dualny dialo<span class="_ _5"></span>g z poszczególnymi interesa<span class="_ _1"></span>riuszami z tej gru<span class="_ _5"></span>py.<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x2 h9 y8cd ff2 fs0 fc0 sc1 ls0 ws0">Banki <span class="_ _31"> </span>i  i<span class="_ _1"></span>nstytucje <span class="_ _c"> </span>finansowe:  <span class="ff5 sc0">Do <span class="_ _c"> </span>najważniejszych <span class="_ _c"> </span>instytucji <span class="_ _c"> </span>finansowych <span class="_ _c"> </span>współpracującyc<span class="_ _1"></span>h  z<span class="_ _5"></span>  Grupą </span></div><div class="t m0 x2 h9 y5ed ff5 fs0 fc0 sc0 ls0 ws0">należy <span class="_ _23"></span>zaliczyć <span class="_ _15"></span>Bank <span class="_ _23"></span>PNB <span class="_ _23"></span>Paribas <span class="_ _23"></span>S.A., <span class="_ _15"></span>ING <span class="_ _23"></span>Bank <span class="_ _23"></span>Śląski <span class="_ _15"></span>S.A., <span class="_ _23"></span>Pekao <span class="_ _23"></span>S<span class="_ _7"></span>.A. <span class="_ _23"></span>Grupa <span class="_ _15"> </span>współpracuj<span class="_ _5"></span>e <span class="_ _15"> </span>również<span class="_ _1"></span> </div><div class="t m0 x2 h9 y8ce ff2 fs0 fc0 sc0 ls0 ws0">z innymi  po<span class="_ _1"></span>dmiotami  z <span class="_ _c"> </span>sektora  finansoweg<span class="_ _1"></span>o,  np.  ub<span class="_ _5"></span>e<span class="_ _7"></span>zpieczyciela<span class="_ _5"></span>mi.<span class="_ _7"></span>  Dla  t<span class="_ _5"></span>ego  grona  inter<span class="_ _1"></span>esariusz<span class="_ _1"></span>y </div><div class="t m0 x2 h9 y8cf ff5 fs0 fc0 sc0 ls0 ws0">kluczowymi <span class="_ _1d"> </span>informacjami <span class="_ _1d"> </span>są <span class="_ _2"> </span>dane <span class="_ _1d"> </span>f<span class="_ _7"></span>inansowe <span class="_ _1d"> </span>obrazujące <span class="_ _1d"> </span>aktualną <span class="_ _1d"> </span>k<span class="_ _7"></span>ondycję <span class="_ _1d"> </span>finansową <span class="_ _1d"> </span>Grupy. </div><div class="t m0 x2 h9 y5ef ff5 fs0 fc0 sc0 ls0 ws0">Odpowiedzią <span class="_ _7"></span>na <span class="_ _e"></span>potrzeby <span class="_ _7"></span>informacyjne <span class="_ _7"></span>tej <span class="_ _e"></span>grupy <span class="_ _7"></span>interesariuszy <span class="_ _7"></span>są <span class="_ _e"></span>konferenc<span class="ff2">je <span class="_ _e"></span>i </span>spotkania, <span class="_ _7"></span>na <span class="_ _e"></span>których </div><div class="t m0 x2 h9 y8d0 ff5 fs0 fc0 sc0 ls0 ws0">omawiane są w<span class="_ _5"></span>y<span class="_ _7"></span>niki Grupy, raporty o<span class="_ _1"></span>kresowe oraz pro<span class="_ _5"></span>wadzony jest bieżący dialog.<span class="ff2"> </span></div><div class="t m0 x2 h9 y8d1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y29e w51 h18"><div class="t m0 x4 h5 y175 ff3 fs2 fc15 sc0 ls0 ws0">O RAPORCIE </div></div></div><div class="pi" ></div></div><div id="pf4e" class="pf w0 h0" ><div class="pc pc4e w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">78</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc0 sc1 ls0 ws0">Regulatorzy: <span class="ff5 sc0">władze lokal<span class="_ _1"></span>ne/samorząd<span class="_ _5"></span>owe, władze krajowe/urz<span class="_ _1"></span>ędy państwowe<span class="_ _5"></span>,<span class="_ _7"></span> podmioty zagranicz<span class="_ _1"></span>ne<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y61 ff5 fs0 fc0 sc1 ls0 ws0">Organizacje <span class="_ _15"></span>pozarządow<span class="_ _5"></span>e<span class="_ _7"></span><span class="sc0">: <span class="_ _15"></span>społeczne<span class="_ _5"></span>,<span class="_ _7"></span> <span class="_ _15"></span>środowis<span class="_ _1"></span>kowe. <span class="_ _15"></span>Z <span class="_ _15"></span>tą <span class="_ _23"></span>grupą <span class="_ _15"> </span>interesari<span class="_ _1"></span>uszy <span class="_ _23"></span>G<span class="_ _7"></span>rupa <span class="_ _23"></span>kontaktuje <span class="_ _15"> </span>się<span class="_ _1"></span> </span></div><div class="t m0 x2 h9 y119 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">głównej mierz<span class="_ _5"></span>e<span class="_ _7"></span> poprzez s<span class="_ _1"></span>trony internetow<span class="ff2">e oraz<span class="_ _1"></span> publi<span class="_ _1"></span>kacje w mediach. </span></span></div><div class="t m0 x2 h9 y29f ff5 fs0 fc0 sc1 ls0 ws0">Środowisko <span class="_ _23"></span>akademickie: <span class="_ _23"></span><span class="sc0">uczelnie <span class="_ _23"></span>wyższe, <span class="_ _23"></span>szkoły <span class="_ _23"></span>zawodowe, <span class="_ _23"></span>technika <span class="_ _23"></span>z <span class="_ _23"></span>którymi <span class="_ _1c"></span>współpracują <span class="_ _23"></span>spółki </span></div><div class="t m0 x2 h9 y2a0 ff5 fs0 fc0 sc0 ls0 ws0">Grupy. Kontakty <span class="_ _1"></span>mają charakter b<span class="_ _1"></span>ezpośredni <span class="ff2">prowadzo<span class="_ _5"></span>ny<span class="_ _7"></span> przez deleg<span class="_ _5"></span>owane osoby. </span></div><div class="t m0 x2 h9 y8d2 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>oparciu <span class="_ _7"></span>o <span class="_ _7"></span>wyniki <span class="_ _7"></span>badań ankietowych, uwzględniających ocenę <span class="_ _e"></span>wpływu<span class="_ _1"></span> <span class="_ _7"></span>oraz <span class="_ _7"></span>zainteresowania Grupą, </div><div class="t m0 x2 h9 y2a2 ff5 fs0 fc0 sc0 ls0 ws0">przeprowadzon<span class="_ _1"></span>ych <span class="_ _5"></span>wśród <span class="_ _3"></span>przedstawicieli <span class="_ _3"></span>obszarów <span class="_ _5"></span>działalności <span class="_ _3"></span>spółek <span class="_ _3"></span>Grupy <span class="_ _5"></span>opracowana <span class="_ _5"></span>została <span class="_ _3"></span>mapa </div><div class="t m0 x2 h9 y2a3 ff2 fs0 fc0 sc0 ls0 ws0">interesariusz<span class="_ _1"></span>y: </div><div class="t m0 xfb h9 y8d3 ff2 fs0 fc6 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y8d4 ff5 fs0 fc0 sc0 ls0 ws0">oraz wybrane zo<span class="_ _1"></span>stały kluczowe g<span class="_ _5"></span>ru<span class="_ _7"></span>py interesa<span class="_ _5"></span>rius<span class="_ _7"></span>zy:<span class="ff2"> </span></div></div><div class="c xdd y8d5 w58 h32"><div class="t m0 x49 h9 y1dd ff5 fs0 fc0 sc1 ls0 ws0">Interesariusze wewn<span class="_ _1"></span>ętrzni:<span class="ff2"> </span></div></div><div class="c x1c y8d5 w58 h32"><div class="t m0 x4b h9 y1dd ff5 fs0 fc0 sc1 ls0 ws0">Interesariusze zewn<span class="_ _1"></span>ętrzni:<span class="ff2"> </span></div></div><div class="c xdd y8d6 w58 hc6"><div class="t m0 xe h28 y8d7 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"></span><span class="ff2">Pracownicy </span></span></div><div class="t m0 xe h28 y8d8 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"></span><span class="ff5">Rada pracownicza, związki z<span class="_ _7"></span>awodowe, </span></span></div><div class="t m0 x28 h28 y8d9 ff5 fs6 fc0 sc0 ls0 ws0">przedstawiciele pracownikó<span class="_ _7"></span>w<span class="ff2"> </span></div><div class="t m0 xe h9 y8da ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3"></span><span class="ff5 fs6">Spó<span class="_ _1"></span>łki zależne w rama<span class="_ _7"></span>ch Grupy Mangata Holding<span class="_ _e"></span><span class="ff2 fs0"> </span></span></span></div></div><div class="c x1c y8d6 w58 hc6"><div class="t m0 xe h28 y8d7 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"></span><span class="ff2">Akcjonariusze kluczow<span class="_ _7"></span>i </span></span></div><div class="t m0 xe h28 y8d8 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"></span><span class="ff2">Klienci <span class="ff5">zagraniczni, strategi<span class="_ _7"></span>czni, długoterminow<span class="_ _7"></span>i,</span> </span></span></div><div class="t m0 xe h28 y8db ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"></span><span class="ff5">Klienci krajowi, strategiczn<span class="_ _7"></span>i, długoterminowi,<span class="_ _7"></span><span class="ff2"> </span></span></span></div><div class="t m0 xe h28 y76 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"></span><span class="ff2">Klienci zagraniczni, niestra<span class="_ _7"></span>tegiczni </span></span></div><div class="t m0 xe h28 y8dc ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"></span><span class="ff2">Kluczowi dostawcy i p<span class="_ _7"></span>artnerzy biznesowi<span class="_ _7"></span> </span></span></div><div class="t m0 xe h28 y8dd ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"></span><span class="ff5">Dostawcy i partnerzy<span class="_ _7"></span> biznesowi mniejszościowi<span class="_ _7"></span><span class="ff2"> </span></span></span></div><div class="t m0 xe h28 y280 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"></span><span class="ff2">Banki i instytucje finans<span class="_ _7"></span>owe, ubezpieczyciele<span class="_ _7"></span> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y607 ff2 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y8de ffa fs0 fc0 sc0 ls0 ws0">Określenie rze<span class="_ _5"></span>c<span class="_ _7"></span>zywistych i p<span class="_ _5"></span>o<span class="_ _7"></span>tencjalnych <span class="_ _1"></span>oddziaływań<span class="ff7"> </span></div><div class="t m0 x2 h9 y8df ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1c"></span>kolejny<span class="_ _1"></span>m <span class="_ _e"></span>e<span class="_ _7"></span>tapie <span class="_ _e"></span>określono <span class="_ _e"></span>wstępną <span class="_ _e"></span>listę <span class="_ _e"></span>tematów <span class="_ _1c"></span>i <span class="_ _e"></span>zagadnień <span class="_ _e"></span>w <span class="_ _e"></span>których <span class="_ _1c"></span>Grupa <span class="_ _e"></span>może <span class="_ _e"></span>oddziaływać<span class="_ _1"></span> </div><div class="t m0 x2 h9 y8e0 ff5 fs0 fc0 sc0 ls0 ws0">rzeczywiście lub <span class="_ _1"></span>potencjalni<span class="_ _5"></span>e<span class="_ _7"></span> na środowis<span class="_ _1"></span>ko, ludzi i gospodar<span class="_ _5"></span>k<span class="_ _7"></span>ę. <span class="ff2"> </span></div><div class="t m0 x2 h9 y3f6 ff5 fs0 fc0 sc0 ls0 ws0">Wstępna lista <span class="_ _1"></span>powstała w w<span class="_ _5"></span>yniku:<span class="ff2"> </span></div><div class="t m0 x33 h2 y3f9 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">analizy <span class="_ _e"></span>interakcji <span class="_ _e"></span>z <span class="_ _1c"></span>poszczególnymi <span class="_ _e"></span>Grupami <span class="_ _1c"></span>interesa<span class="_ _1"></span>riuszy, <span class="_ _1c"></span>w <span class="_ _e"></span>tym <span class="_ _1c"></span>tematów <span class="_ _e"></span>dyskusji, <span class="_ _e"></span>spotkań </span></span></div><div class="t m0 x38 h9 y8e1 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">zapytań <span class="_ _c"> </span>akcjonariuszy  i <span class="_ _c"> </span>innych <span class="_ _c"> </span>uczestników <span class="_ _c"> </span>rynku  finan<span class="_ _5"></span>sowe<span class="_ _7"></span>go, <span class="_ _c"> </span>klientów  i<span class="_ _1"></span>  p<span class="_ _1"></span>rzedstawicieli </span></div></div><div class="c xd y174 w51 h18"><div class="t m0 x4 h5 y175 ff3 fs2 fc15 sc0 ls0 ws0">O RAPORCIE </div></div></div><div class="pi" ></div></div><div id="pf4f" class="pf w0 h0" ><div class="pc pc4f w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABJwAAAZNCAIAAAAPsdwoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdQWsi2RrH4RoZSqSIIqJxI0Jw4aLBj92fpz9HrxRTaOpY3kXNBe/IdGbOTdl5e55nlc1pwrv7Ear/v339+vXbt28FAAAA0Xz58uX37qfFYjGdTl0EAADgAeq6LoricDgURbHf7//mq+Vy+fz8XFXVarUajUaLxaIsyz+ibjgclmXpsgAAAB/o7e0tI+G6eJvP57PZbDqdjsfjqqr+Ktl+d2UAAID/x/V6bZqm73j7K6IOAADgH8Rb27an0ymlVNf15XI5Ho/vPtxsNlVVrdfr0WiUHW+iDgAA4HHxtlwuh8PhZDIZDAa9/raiDgAA+Jdq2zal1DRN0zTn8/l8Pn/meBN1AACAePsj3s7n8+l0evfhbrcrimK73RZFsV6vi6L4ifEm6gAAAPH2d+Mt0OSbqAMAAIJJKXUfvLVtW9d1Sun19TWl9GvHm6gDAAD+FfH29PT08vLyp4Xuqqp+1SuJOgAA4CfrFrrFm6gDAAACxFveQrd4E3UAAECAeJvP57PZ7MMXukUdAADA/7hd6BZvog4AAAgQbymluq4zFrrFm6gDAAACxNtyuRwOh59woVvUAQAAv4j7hW7xJuoAAIAA8XY+n7vv337sl1zoFnUAAIB4Q9QBAAC5UkrdB28ZC93iTdQBAAAB4s1Ct6gDAAAepFvoFm+IOgAACBBvdV0XuQvd4g1RBwAAAeLNQjeiDgAA+nW/0C3eEHUAABAg3rIXusUbog4AAALE22QyGQwGToqoAwCAj5e90C3eEHUAABAg3na7XWGhG1EHAACP0S10izcQdQAABIi3vIVu8YaoAwCAAPFWVdVqtbLQjagDAIDe3S50izcQdQAABIi3w+FQ/POFbvEGog4AgADxNp1Ox+OxhW4QdQAA9OV+oVu8gagDACBAvF0ul+Px+O5DC90g6gAAEG+AqAMA4Ebbtiml7IVu8QaiDgCAAPFmoRtEHQAAj9AtdIs3QNQBAASIt9Pp1LZt3kK3eANRBwBAgHiz0A2iDgCA3t0udIs3QNQBAASIt8PhUOQudIs3QNQBAASIt6qqyrJ0T0DUAQB8vOyFbvEGiDoAgADxttlsqqqy0A2IOgCAR+gWusUbIOoAAALEW/ZCt3gDRB0AQIB42263hYVuQNQBAPTtdqFbvAGIOgAgQLzlLXSLN0DUAQAEiLfRaLRYLCx0A4g6AKBH9wvd4g1A1AEAAeJtv9+/+8pCN4CoAwDEG4CoAwC4cb1em6bJXugWbwCiDgAIEG8WugFEHQDwCN1Ct3gDEHUAQIB4a5qmaZrshW7xBiDqAIAA8WahG0DUAQD9ul3oFm8AiDoACBBvdV2nlPIWusUbgKgDAALEW1mWVVW5JwCiDgB6kbfQLd4AEHUAECDelsvl8/OzhW4ARB0APEK30C3eABB1ABAg3rIXusUbAKIOAALE23q9Ho1GFroBEHUA0K/bhW7xBoCoA4AA8Za90C3eABB1ABAg3tbrdWGhGwBRBwD9uV/oFm8AIOoACBBvr6+vKaUfv7pf6BZvAIg6AAgQb2VZVlXlngAg6gDoxdvbW5G70C3eAEDUARAg3ix0A4CoA+ARuoVu8QYAog6AAPHWffOWvdAt3gBA1AEQIN4sdAOAqAOgX7cL3eINAEQdAAHi7fxfeQvd4g0ARB0AAeLNQjcAiDoA+nK/0C3eAABRBxAg3l5fX1NKP3719PT08vJioRsAEHUAD9ItdIs3AEDUAQSIt7yFbvEGAIg6gADxNp/PZ7OZhW4AQNQB9Ot2oVu8AQCiDiBAvGUvdIs3AEDUAQSIt+VyORwOLXQDAKIOoC/3C93iDQAQdQAB4i17oVu8AQCiDiBAvE2nU/cEAEQdQC9SSt0HbxkL3eINAEDUAQHizUI3AICoAx6kW+gWbwAAog4IEG91XRe5C93iDQBA1AEB4s1CNwCAqAP6dbvQLd4AAEQdECDeUkp1XWcvdIs3AABRBwSINwvdAACiDujL/UK3eAMAEHVAgHg7n8/d928/ttvtCgvdAACiDniMbqFbvAEAIOogQLzlLXSLNwAARB0EiLeqqlarlYVuAABEHfTudqFbvAEAIOogQLzlLXSLNwAARB0EiLfpdDoejy10AwAg6qAv9wvd4g0AAFEHAeIte6FbvAEAIOogQLxNJpPBYOCkAACIOvh4bdumlDIWusUbAACiDgLE2263Kyx0AwAg6uAxuoVu8QYAAKKOAPF2Op3ats1b6BZvAAAg6ggQbxa6AQBA1NG724Vu8QYAAKKOAPF2OByK3IVu8QYAAKKOAPFmoRsAAEQdfblf6BZvAAAg6ggQb5fL5Xg8vvvQQjcAAIg6Hqdb6BZvAAAg6ggQb9kL3eINAABEHQHibbvdFha6AQBA1NG324Vu8QYAAIi6APGWt9At3gAAAFEXIN5Go9FisbDQDQAAiLoe3S90izcAAEDUBYi3vIVu8QYAAIi6APFWVVVZlu4JAACIuo93vV6bpslY6BZvAACAqAsQb5vNpqoqC90AAICoe4RuoVu8AQAAoi5AvDVN0zRN9kK3eAMAAERdgHiz0A0AAIi6ft0udIs3AACATxp1t/FW13VKKW+hW7wBAAD0GHUfFW8WugEAAHqMuvuFbvEGAADw6aLuPt72+/27/5CFbgAAgJ8Wdd+/fz8cDuINAAAgZNSdTqc//f+T3UK3eAMAAPjUUddtA6zX69FoZKEbAAAglt+u16srAAAABOUvcgAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6JwAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOqcAAAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqHMCAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACizgkAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB3wn/bu9Umq8kD8+Dl9TnfPhbkAwzDDVWSIEBUEBV00BreoJSZuUimTrb1k9/3+F/vXbFWqkip3zV4qWoIJBllEJAGG4TrIZS4wMD1XerrPOb8Xz+78WHWNRhMZ5/N5QU2d6ek+3adf+PV5zvMAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAKLORwAAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiFmwDSoAABqBSURBVDoAAABEHQAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAEDUAQAAIOoAAABEHQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAACAqAMAAEDUAQAAIOoAAAAQdQAAAKIOAAAAUQcAAICoAwAAEHUAAACIOgAAAEQdAAAAog4AAEDUAQAAIOoAAAAQdQAAAIg6AAAAUQcAAICoAwAAQNQBAACIOgAAAEQdAAAAog4AAABRBwAAIOoAAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAAEQdAAAAog4AAABRBwAAgKgDAAAQdQAAAIg6AAAARB0AAICoAwAAQNQBAAAg6gAAABB1AAAAog4AAABRBwAAgKgDAABA1AEAAIg6AAAARB0AAACiDgAAQNQBAAAg6gAAABB1AAAAiDoAAABRBwAAgKgDAABA1AEAACDqAAAARB0AAACiDgAAAFEHAAAg6gAAABB1AAAAiDoAAABEHQAAgKgDAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAABB1AAAAiDoAAABEHQAAAKIOAABA1AEAACDqAAAAEHUAAACiDgAAAFEHAACAqAMAAEDUAQAAiDoAAABEHQAAAKIOAAAAUQcAACDqAAAAEHUAAACIOgAAAFEHAACAqAMAAOBPJvUR8LkURbGwsNBoNOr1+vz8/MzMTK1Wm5ubazQazWazKIo0TSuVSqVS6erqWrlyZaVSqVarLS0taZqWSv4nAgAAiDq+Io1GY2JiYmxs7OrVq3fv3p2fn0+S5FM6rSiKPM/zPC+Xy319fWvXrl23bl1PT09ra6sPEwAAvixxURQ+BT7d/Px8rVa7cuXK+fPn5+fny+Xyg7/N8zwk3P//VsVx+Df8EB5TFEWpVNqyZcs3vvGNvr6+lpYWHywAAIg6/liKopifn5+cnDx9+vT169ebzWYcx6VSKYy/FUWRJElra2ulUmlvbw+zK5MkieM4y7JGo9FoNGZnZ+fm5sJczfgBzWazXC6vWrXqiSee2LRpU2tr62L7AQAAoo4vQZZlw8PDx44dq9VqaZrGcRwmUsZx3N/f/8wzz/T39ydJ8hmfLc/zmzdvXrhw4cqVK41Go1QqhUmbzWazu7v78ccf37ZtW1tbm48dAABEHV/U7Ozs+fPnh4aGJicnQ3plWVatVlevXv2Nb3xj27ZtlUrlD37yZrN569atwcHB69ev1+v1UHfh+Xfv3j0wMNDR0WHUDgAARB1/iKIoarXaL3/5y4mJiSRJ8jwPufXSSy9t3br1S3+56enp//zP/xwfHy+VSkmSNJvNNE3//M//fOvWrboOAABEHZ/bxMTE4cOHx8fH0zQNRffUU08988wz1Wr1j/SKCwsLx48fHxwczLIsSZKwksrLL7+8bt06mx8AAICo47O6f//+8PDwr3/96yzLiqIoiqKvr2///v19fX1/glefn58/duzY+fPnoygKszF37Njx/PPP//FiEgAARB1fHzMzM2+99db169fTNC2KYsWKFT/+8Y//9EE1NTX1X//1X0NDQ+Vyudlsbtq0af/+/atWrXKBAADg05nktqxlWXbq1KkbN26Uy+UsyyqVyqFDh76SIbLOzs6XXnpp48aNzWYzSZLh4eE333xzZmbGNQIAgE9npG75mpycPHny5Pnz58OyKL29vd/97ne/2q0F6vX6e++9d/r06XBKnZ2d3//+9zs6OlwsAAAQdfwvtVrt3/7t32q1WqlUajabAwMDf/EXf/GQLDt55syZt99+O+yD19HRcejQoZ6eHpcMAABEHf/t/v37r7/++p07d0qlUp7nBw8eHBgYeHg2Esjz/MKFC8ePH5+bm4uiKEmSl19+eePGjS4cAAB8nHvqlp35+fl333339u3bcRw3m81vf/vb27Zte6i2hiuVStu3b//Rj35UrVZDdh4+fLjRaLh2AAAg6pa7PM8HBwfDfXRZlq1bt2779u0P56m2t7fv2rWr2WyWSqXp6ekLFy4YVQYAAFG33F29evXYsWNhjO7xxx//3ve+9zBv8/3kk0/u2LEjrIf5q1/96t13383z3EUEAABRt0w1Go3f/OY35XK5KIqenp4DBw5UKpWH+YQrlcqBAweee+65LMviOH7//fdv3LjhOgIAgKhbjrIse//996emprIsK4rixRdfXBpf0FJp586dPT09cRwnSfLOO+8YrAMAAFG3HN2+ffvUqVNpmkZR9OKLL/b39y+VM0/T9Fvf+lYYrJuYmLhy5YqrCQAAom7ZuXbtWlEUeZ739fV985vfXFon39PTs3HjxjzP0zQ9ceJElmUuKAAAiLplpF6vnz17NuxbcPDgwYdqA4PPolKpPPvss93d3VEU3b179+LFi64pAACIumVkcnKyra2tUqns3r27o6NjKb6F3t7eZ599NsuyJEnOnDnjmgIAQJD6CJaDtWvX/vVf//VSfxcbNmyoVCpFUUxMTOR5/jBvxgAAAKKOT5NlWa1WazQalUpl5cqV4WCe57VabWFhoVwud3d3LzZPnudzc3Ozs7PVarWrq2tx7uXs7OzMzEySJJ2dnWFvg6IoarVavV5/8JFzc3P37t2bmZmJ47irq6urq6ulpeXBk5menp6bm0uSpKurq1wuz83NTU9Pf+SEkyRpa2tra2trNBq1Wq0oitbW1hUrVnyud12pVAYGBoaGhvI8P3PmzM6dO30TAABA1C1Jo6Ojr732WqlUKoriH/7hH0IdjYyM/Ou//mt4wPe///3169eHn8fGxt56662pqakoil599dXe3t4oiu7fv/8f//Eft2/fzvN8+/btBw4cSJJkamrqpz/9aZ7nSZL83d/9XWtr68TExC9/+ctarVYqleI4zrKsv7//4MGDi3M48zx/7bXXZmZm8jx/5plnnn322TfeeOPWrVsfOeE8zzdv3vzKK6+cPn36+PHjURR1dnb+7d/+bZIkn+uNP/bYY4ODg6VS6dSpUzt27CiXy74MAAAscyawLUn1ej3s2xZF0dGjR4uiyLLs/PnzURQlSZLn+ezsbHhklmVnz56dnJxMkqQoisHBwXA8rISZJEm5XD5//vzbb7+d5/niwSzLms3myZMnf/7zn09PT4ecazabcRyPjIyEB4fnuXbt2vT0dJIkaZqG9UvCCxVFEc4wjuOiKMLxqamps2fPlsvlNE2npqauXr36ed/46tWr+/r6oiiamZk5ffq0bwIAABipW6pRF2ZXJkkyPDx8+/btJEkuX768OPA1Pz8ffrh79+7ly5fL5XJRFGmaXrly5dvf/vZHnq1cLg8ODm7ZsmVxJmcURXfu3Dlx4kSaps1ms7e39+DBg9Vq9Y033hgdHd2/f3949fv374dxs1BxtVptamrqlVdeyfN8Zmbmn//5n6MoyvP8b/7mb8LClUNDQ7Ozs+Ek0zQdGhoaGBj4XG+8Wq1u3bp1ZGSkVCqdO3fu6aefXnIreQIAwJfLSN2StLCwEH4IY2jnzp2bnJxsNBqLBxd/npiYCLu6hX/n5uYWey8IPZYkyblz5x48fufOndBLcRy/8sor3d3dra2tBw4cOHTo0KpVq8JjRkdHR0ZGwjmER4YnKZVKD65iEqZuxnF848aNNE3zPA87id++ffsPeO9r1qyJ47hUKn38vQAAgKhjaZiZmSmVSnmeN5vNJEkuXLhw5syZMKoW4ur+/fsh2M6dO5emaZZlPT09jUYjjuN33nknzIcMsiwLcymHh4dv3LixeHxsbCwMqa1evbqlpaVWq7355puHDx/+4IMP/uVf/uXtt9+enp4+c+ZMvV7PsmzTpk2VSqVUKp05c2Zubu4Tz/n+/fvDw8NFUVQqlRUrVhRFMTs7+/G7736v3t7eSqUSSvIP+HMAABB1fPUWwylN01Kp1Gw2Q4+FRSxLpVK9Xo+iaHp6enx8PIqiPM8fe+yx1tbWJEkuXbr04BBZURR79uyJoihJkgd7b3Gsr1qtRlF0586doaGh0dHR0dHRsbGxs2fP3rhx48MPP0zTNIqi559/ftOmTUVR1Ov1y5cvf+I5X7lypV6v53m+cePGzZs3N5vNUqn0m9/8ZvH2vM8oTdMwmbNUKv1hY30AACDq+IqF6Zd5nnd1dWVZViqVwnBcZ2dnWKEkJNmtW7cWB+IuXLjQbDbDkiofWWLkkUceGRgYCL9aPLi4b0FYc6VarVar1cVni+N4YmIizM8siuLIkSMjIyNhGucnjp4tLCzcvHkz3H03Ojp6/fr1UGUTExMTExOf9+13dnaGP19cDwYAAEQdS0m4l6woirAU5OJNa2G4LDxgcnLyzJkzYQplkiRhw+44jsNyKWGHg6Bare7bt69cLodFLMPB9evXhzK8d+/euXPnurq6/uqv/urpp5/O8zzP8zRNr127Fha6TJJkbGxsdnY23Ep3/fr1jwy+FUVx8eLFS5cuhQfMzc2F/fGiKGo2mw+upfkZrVmzJrzNyclJXwYAAJY5q18uSWF2ZRRFPT0969evD4Njq1ev7u3tzfO8VCrNz88PDQ0t3he3uK1crVYLt959ZJJkZ2fn3r1733nnncWo27hxY19f39jYWJqmhw8fbm1tTdN0eno6DAk++uijly5dSpKk0Wh0dXWFZVHm5+ezLKvX61euXAm1uXi2g4OD4S641tbWMEc0z/OpqalyuTw+Pj4+Pv7g43+vMD6ZpqmROgAAEHVLUpZlYQHJjo6OrVu3hmmWTz/9dNi6IJTVxYsXS6VSlmWHDh1a3Dng6NGjv/vd7+I4vnbtWqVSWVy1Moqixx57LKyVEsbTWlpaDh48eOLEiaGhoSRJFhYWFhYWwuoszz777P3794uiaDQafX19r776aniG69evv/7663Ecnzhx4uWXXw4VVyqV7t69Oz4+Hpas/MlPfrK4Y/hPf/rTu3fvRlF0+fLlzxV11Wo1jNQtrgIKAADLVvJP//RPPoUlp9FoJEmycePGgYGBnp6elStXdnd379y5M4zCtbS0bNiwobW1ta2tbcuWLU899dTiH65cuXJ2dnbFihV9fX2bNm3Ksqy/v3/r1q1h4uWGDRuyLGtpadm8efPmzZvb2toeffTRRx55ZHJyMsuySqXy6KOPfve73127dm1YqWXTpk379u1ra2sLT97W1tbS0hLHcW9vb09PT6lUqlQqmzZtWrNmzf3797u6up588sn+/v7Fk1m1atXc3FxXV1d/f39vb+9nf/vz8/Pnz58PhfnMM8/4PgAAsJzFD65uD0vC7du3f/7zn4dxyH/8x3/0gQAAsJyZfrkknT9//tq1a3EcP/744+vXr4+iaGpq6t133y2VSps3b962bVsURY1G4+7du4ODg+Pj40VRrFy5cseOHX19fWH24wcffDA2NtbW1vbUU08t3nE3MjJy5syZsGxJS0vL+vXr16xZ09HREW6ZO3369Ojo6Lp16/r6+gYHB+v1el9f344dO8JteBMTE7/97W/jON61a9fKlSvzPB8ZGTl37tzU1FRYlrO/v39gYKC9vf2Lv/0kScIaLb4JAAAg6pakU6dOTU9Ph1UoQ9SNjo5euXKlKIp79+5t27Ztfn7+6NGjFy5cSNM03PA2OTl58eLFXbt2Pf/883Ecv/fee3meNxqN9evXL0bdxYsXL1++HBIuiqJz587FcXzgwIHt27dHUXTy5Mlms3nr1q3HH3/8t7/9bblcvnDhwv379/fu3RtF0fDw8ODgYFEUq1evbm9vv3jx4pEjRxZvn5ucnLx69erg4OCrr766ePCL03UAAGBLg6+hoih+9atfXbp0KU3TsC1BHMfNZjNN09OnT7///vuf3kLN/xH+8K233vrE/cTjOE6S5MSJE9euXfvIn//6178+cuRIWBuzKIpqtRq2yJucnPxSljZ5cLs8lxsAgGXOSN3X0L179y5fvhyK7qmnnnrhhReiKDp37tzhw4fTND1x4sSGDRs+vQmfeOKJPXv2vP7667VarVQqHTly5BNXpwz74x07dmzTpk2LBycnJ4eGhsrlcqPRePrpp5977rkoiu7cuXPy5Mn169d/KdMvQ9QlSbI4qAgAAMuW/yZe2sKkyosXL46MjCweHB0dLYqiKIpSqfTEE0+Eg5s2berq6gpFdP78+d/7zB0dHXv37g3hVK/XPz5YF/ZOiKLo7t27D24CHnYhD8m3b9++oijq9XpbW9sLL7ywZcuWsBfClxJ14SV8BwAAWOaM1C1hcRyPj4+/+eab/x3opVLopenp6TiO8zxvb2/v7u4Ov21vb+/v77948WIURRMTE5/l+Tdu3Njf33/r1q08z2/evPmR34axsmazWSqVXn/99XBr34NRt2LFilKpVKvVfvGLX8zMzITftrS0HDp06HPtSvdx9Xo9TLwM+5gDAMByZqBjCQtjZfn/WBwBW7zTLMuyxYOLA2vRZx7gevDOurDE5UesXbt23759eZ7PzMwMDQ0tPnkYRgv/NpvNmZmZsFt6FEUzMzOzs7Nf8I1PT0+Ht7C4RR4AAIg6lqSNGzf+8Ic//OEPf/jgHtzt7e1h7mW9Xp+eng4H5+bmxsfHQ++tXLnysxTjzZs3b9++HaLuEzcHj+P4scceCxuXh20GQmiFkpyfn6/X6ytWrNi9e/fAwEBLS8vnSspPEe70K4pC1AEAgKhb2lasWLFu3bp169Y92GmbN28O8xKLovjFL34RNip44403pqam8jwPlbVYbnfv3r1169atW7empqYWD9ZqtaNHjx4+fDiMBPb29u7YseMTT6Cjo2PXrl2NRiOO41CM3d3dlUoljBz+7Gc/u3jxYn9/f57n4W66arX6iX34uYyPj0dRlOf5Z6lTAAD4enNP3dez9Hbv3n38+PE0TWdmZg4fPhyOJ0mS5/n3vve9zs7O/778afree++FgbWurq6wKmalUhkdHR0dHQ0TKdM0/cEPfvApm8vt2rXr5s2bY2NjYYpmZ2fniy++eOTIkSzLZmdnjx49WhRFGM1rNBovvvjiF1wAM8uyWq0Wom7NmjUuNwAAy5yRuiWptbV1YWGh2Wwuzmksl8thVK21tTWE1p/92Z+1t7c3Go1wa1yj0ahWqy+99FJPT08URS0tLeEZms1muOGtWq1Wq9UsyxYWFhYWFsLg29q1a//yL/8yFF34k9bW1mq1mqbp4mu1tra+8MILPT09CwsLcRxXKpWBgYEf/OAHXV1djUYj3O8Xtsvbu3fvN7/5zS/43sfHx8OgX5Ik/f39vgwAACxz8RdfX56H2cLCwp07d7Is6+npCQ32p9RoNGq1WqPR6Onp+ZSxvs/l2LFjp06diqJozZo1P/7xj11iAACWOdMvv+Yqlcq6deu+qlcvl8thYPBLbNSxsbGwlcKDO54DAICo4+upXq+fPHnyww8/fMiHZCuVypYtW/bs2fPpD7t9+/atW7fiOG5vb9+5c6frCwAAou7rfoHTtFar3bt3L6ySUhTF4i52D5VwQ+DvjbpLly6VSqUsy5566qk//WxSAAAQdfypJUmyfv364eHhKIqKosjz/ItvE/fHUKlUfu/+BHme37hxI6zJ+X9tsQAAAKKOr5uBgYGbN29eu3atKIqtW7d+5zvfWYrvoiiK4eHhycnJNE17enqq1aorCwAAom5ZaGtr271799WrV9M0HR4enp+fX4pFdO/evffeey8skfLkk0+6rAAAENjSYFkoiuK1114bHx/PsixN0yRJltxbCFvexXHc3d39ox/96MvaIAEAAEQdS8PNmzdfe+21NE0fzoVSPnva/f3f/31nZ6cLCgAAgemXy0VPT8+GDRtGRkbiOM7zPKyEuSTOPI7jUqkU1kfp7u5WdAAAIOqWo2q1+sILL/zsZz8LuxpUKpV9+/Y9/PMwG43GlStXRkdHoyjKsuy5555zKQEAQNQtU6tXr967d++7776bpmm9Xq/X63v27HmYuy7LsmPHjo2Ojob1UXbt2rV161bXEQAAHuSeuuWlXq8fPnz48uXLaZo2m83e3t6enp6H9mxnZmauXbtWqVQWFhb27du3d+/eJX1DIAAAiDq+BFmWnTp16vjx40tlAcksyzZu3PjKK6+4dgAA8HGmXy47SZLs3Lnz3Llz8/PziwNfD1vbL55YnudRFO3Zs8eFAwCAT/6PZyN1y9Po6Oi///u/z8/Pp2kaVsLs7e19GMbu8jy/e/duo9EolUrNZrOjo+Nb3/rWI4884pIBAICo43+ZnZ09duzY0NBQuVxuNpsbNmz4zne+U6lUvsJTajabZ8+ePXr0aLlczvO8ra3tJz/5SalUcrEAAOD/4j+Xl6/29vb9+/evWLEiz/M0Ta9fv/7BBx8sLCx8VedTFMWVK1eOHTsWBg/zPN+/f7+iAwCAT2ekblkYGRl555136vX6x39Vr9fv37+fpmlRFFmWtbS0VKvVr+Qk8zyfnp5ePJM0Tdvb2z/+sEqlsn///vXr17usAAAQWShlmRgfHx8bG/u/bplL0zSKojiOwz4HzWbzK/s6PnAmURTNzs5+/DGTk5Pj4+OiDgAARN0y0tHR0dLS8hVOrfwSVavVjo4O1xQAAALTLwEAAJYwq1AAAAAsYaZf8nvcvHnz5s2bCwsLzWbzyxrXTZKkWq329vZu2bLFJwwAAKKOP6JVq1Zdvnz56tWrMzMzcRwnSRLH8R/2VEVRhJUtq9Xqhg0btm/f7uMFAIAvyD11fCZ5nl+4cOHkyZO1Wq0oiiRJoij6jJvIFUWR53kouvb29p07d+7atSs8AwAAIOr4k5qZmfnwww/v3bs3Pj5eq9UWFhYajUYURR8ZvgvfqyRJKpVKZ2dnT0/PypUrN2/e3N3d7TMEAABRx8Mly7J6vX7v3r35+flKpdLd3d3e3m4sDgAARB0AAACfxpYGAAAAog4AAABRBwAAgKgDAAAQdQAAADz0/h91dReMzSynZgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">79</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x38 h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">społeczności <span class="_ _a"> </span>lokalnych, <span class="_ _a"> </span>które <span class="_ _a"> </span>dotyczyły <span class="_ _a"> </span>Grupy, <span class="_ _a"> </span>jej <span class="_ _18"> </span>działalności <span class="_ _a"> </span>i <span class="_ _18"> </span>w <span class="_ _a"> </span>szczególności </div><div class="t m0 x38 h9 yf0 ff5 fs0 fc0 sc0 ls0 ws0">zrównoważonego<span class="_ _1"></span> rozwoju,<span class="ff2"> </span></div><div class="t m0 x33 h2 yf1 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">wniosków z rozmów z<span class="_ _5"></span> p<span class="_ _7"></span>racownikami <span class="_ _5"></span>G<span class="_ _7"></span>rupy,<span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 yf2 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">przeglądu <span class="_ _1c"></span>strategii <span class="_ _e"></span>i <span class="_ _1c"></span>rapor<span class="_ _7"></span>tów <span class="_ _e"></span>nief<span class="_ _7"></span>inansowych <span class="_ _e"></span>głównych <span class="_ _1c"></span>klientów, <span class="_ _e"></span>konkurentów <span class="_ _1c"></span>i <span class="_ _1c"></span>dostawców </span></span></div><div class="t m0 x38 h9 yf3 ff2 fs0 fc0 sc0 ls0 ws0">Grupy, </div><div class="t m0 x33 h2 y95 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">opinii, ocen i r<span class="_ _1"></span>ekomendacji anal<span class="_ _5"></span>ityk<span class="_ _7"></span>ów giełdow<span class="_ _1"></span>ych publikujących rap<span class="_ _5"></span>or<span class="_ _7"></span>ty na temat <span class="_ _5"></span>Grupy,<span class="_ _7"></span><span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 yf4 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">przeglądu <span class="_ _e"></span>standardów <span class="_ _e"></span>raportowania <span class="_ _e"></span>niefinansow<span class="_ _1"></span>ego, <span class="_ _e"></span>w <span class="_ _1c"></span>szczególności <span class="_ _e"></span>standardów: <span class="_ _e"></span>GRI, <span class="_ _e"></span>SAS<span class="_ _7"></span>B </span></span></div><div class="t m0 x38 h9 y3da ff2 fs0 fc0 sc0 ls0 ws0">oraz Standard<span class="_ _1"></span>u Informacji Niefinans<span class="_ _5"></span>owych GPW (SIN 2017<span class="_ _1"></span>), </div><div class="t m0 x33 h2 y3db ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">analizy <span class="_ _20"> </span>pr<span class="_ _7"></span>zyszłych<span class="_ _1"></span> <span class="_ _f"> </span>i <span class="_ _f"> </span>proj<span class="_ _1"></span>ektowanych <span class="_ _20"> </span>regulacji <span class="_ _20"> </span>dotyczących <span class="_ _f"> </span>raportowania <span class="_ _20"> </span>niefinansoweg<span class="_ _5"></span>o, </span></span></div><div class="t m0 x38 h9 y3dc ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">szczególności<span class="_ _1"></span> <span class="_ _5"></span>Europejskich <span class="_ _3"></span>Standardów <span class="_ _3"></span>Raportowania <span class="_ _3"></span>Zrównoważonego <span class="_ _3"></span>Rozwoju <span class="_ _5"></span>(ESRS) <span class="_ _5"></span>oraz </span></div><div class="t m0 x38 h9 y3dd ff5 fs0 fc0 sc0 ls0 ws0">Dyrektywy <span class="_ _10"> </span>w <span class="_ _10"> </span>sprawie <span class="_ _d"> </span>należytej <span class="_ _10"> </span>staranności <span class="_ _d"> </span>przedsiębiorstw <span class="_ _10"> </span>w <span class="_ _10"> </span>zakresie <span class="_ _d"> </span>zrównoważone<span class="ff2">go </span></div><div class="t m0 x38 h9 y3de ff2 fs0 fc0 sc0 ls0 ws0">rozwoju (CSDD<span class="_ _1"></span>). </div><div class="t m0 x2 h9 y491 ff5 fs0 fc0 sc0 ls0 ws0">Przedstawiciel<span class="_ _1"></span>e Grupy <span class="_ _5"></span>oraz partn<span class="_ _5"></span>e<span class="_ _7"></span>rzy bizn<span class="_ _1"></span>esowi i <span class="_ _5"></span>inni interesari<span class="_ _5"></span>us<span class="_ _7"></span>ze z<span class="_ _5"></span>e<span class="_ _7"></span>wnętrzni <span class="_ _5"></span>uczestniczyli w<span class="_ _1"></span> badaniu<span class="_ _5"></span> </div><div class="t m0 x2 h9 y8e2 ff5 fs0 fc0 sc0 ls0 ws0">opinii polegającym na <span class="_ _7"></span>przeprowadzeniu ankiety on<span class="_ _7"></span><span class="ff2">-</span>line oraz serii <span class="_ _7"></span>eksperckich wywiadów pogłębionych </div><div class="t m0 x2 h9 y123 ff5 fs0 fc0 sc0 ls0 ws0">z <span class="_ _1d"> </span>wybranymi <span class="_ _1d"> </span>interesariu<span class="_ _1"></span>szami. <span class="_ _1d"> </span>Celem <span class="_ _16"> </span>badania <span class="_ _1d"> </span>było <span class="_ _1d"> </span>okre<span class="_ _7"></span>ślenie <span class="_ _16"> </span>kluczowych <span class="_ _1d"> </span>kierunków <span class="_ _1d"> </span>strategii </div><div class="t m0 x2 h9 y8e3 ff5 fs0 fc0 sc0 ls0 ws0">zrównoważonego<span class="_ _1"></span> <span class="_ _15"> </span>rozwoju <span class="_ _15"> </span>a <span class="_ _15"> </span>także <span class="_ _c"> </span>okre<span class="_ _1"></span>ślenie <span class="_ _15"> </span>zakresu <span class="_ _15"> </span>informacji <span class="_ _15"> </span>oczekiwanego<span class="_ _5"></span> <span class="_ _c"> </span>przez <span class="_ _15"> </span>interesariusz<span class="_ _5"></span>y<span class="_ _7"></span>. </div><div class="t m0 x2 h9 y8e4 ff2 fs0 fc0 sc0 ls7 ws0">Do<span class="ls0"> <span class="ff5">badanie <span class="_ _23"></span>zaproszeni <span class="_ _15"></span>zo<span class="_ _5"></span>stali <span class="_ _15"></span>m.in. <span class="_ _23"></span>k<span class="_ _7"></span>luczowi <span class="_ _23"></span>akcjonariusze, <span class="_ _23"></span>przedstawiciel<span class="_ _1"></span>e <span class="_ _15"></span>organów <span class="_ _23"></span>nadzorujących, </span></span></div><div class="t m0 x2 h9 y8e5 ff5 fs0 fc0 sc0 ls0 ws0">pracownicy, kli<span class="_ _1"></span>enci krajowi <span class="_ _5"></span>i zagraniczni, dostawcy, org<span class="_ _5"></span>anizacje związkowe.<span class="ff2"> </span></div><div class="t m0 x2 h9 y17d ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>ramach <span class="_ _2"> </span>badania <span class="_ _13"> </span>interesari<span class="_ _5"></span>us<span class="_ _7"></span>zy <span class="_ _2"> </span>określone <span class="_ _13"> </span>zosta<span class="_ _1"></span>ły <span class="_ _13"> </span>tematy <span class="_ _2"> </span>z <span class="_ _13"> </span>obszaru <span class="_ _2"> </span>środowiskowego <span class="_ _2"> </span>oraz </div><div class="t m0 x2 h9 y8e6 ff5 fs0 fc0 sc0 ls0 ws0">społecznego, <span class="_ _1"></span>które powinny zo<span class="_ _5"></span>s<span class="_ _7"></span>tać uwzględnion<span class="_ _5"></span>e<span class="_ _7"></span> w raportowa<span class="_ _1"></span>niu.<span class="ff2"> </span></div><div class="t m0 x2 h9 y8e7 ff5 fs0 fc0 sc0 ls0 ws0">Interesariusz<span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _7"></span>uczestniczą<span class="_ _1"></span>cy <span class="_ _7"></span>w <span class="_ _7"></span>badaniu wskazali najważniejsze tematy <span class="_ _7"></span>z <span class="_ _7"></span>obszaru środowiskowego oraz </div><div class="t m0 x2 h9 y8e8 ff5 fs0 fc0 sc0 ls0 ws0">społecznego  do  zaraportowania<span class="_ _1"></span>,  k<span class="_ _7"></span>tóre  zostały  finalnie  zwalidowane  w  toku  wewnętrznej  dyskusji </div><div class="t m0 x2 h9 y8e9 ff2 fs0 fc0 sc0 ls0 ws0">w Grupie. </div><div class="t m0 x2 h9 y8ea ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hd y8eb ffa fs0 fc0 sc0 ls0 ws0">Ocena znacze<span class="_ _1"></span>nia oddziaływań<span class="ff7"> </span></div><div class="t m0 x2 h9 y8ec ff5 fs0 fc0 sc0 ls0 ws0">Znaczenie oddziaływań <span class="_ _7"></span>zostało ocenione <span class="_ _7"></span>pod <span class="_ _7"></span>względem skali <span class="_ _7"></span>rzeczywistego<span class="_ _5"></span> <span class="_ _e"></span>lub <span class="_ _7"></span>potencjalnego<span class="_ _5"></span> <span class="_ _e"></span>wpływu<span class="_ _5"></span> </div><div class="t m0 x2 h9 y787 ff5 fs0 fc0 sc0 ls0 ws0">na <span class="_ _d"> </span>otoczenie <span class="_ _d"> </span>oraz <span class="_ _d"> </span>wielkości <span class="_ _d"> </span>potencjalnego <span class="_ _b"> </span>wpływu <span class="_ _d"> </span>finansowego <span class="_ _d"> </span>na <span class="_ _d"> </span>organizację <span class="_ _b"> </span>(w <span class="_ _d"> </span>szczególności </div><div class="t m0 x2 h9 y1c2 ff2 fs0 fc0 sc0 ls9 ws0">na<span class="ls0"> <span class="ff5">przychody,<span class="_ _5"></span> <span class="_ _1c"></span>koszty,<span class="_ _1"></span> <span class="_ _e"></span>aktywa <span class="_ _7"></span>i <span class="_ _e"></span>koszt <span class="_ _7"></span>kapitału). <span class="_ _e"></span>Przy <span class="_ _7"></span>ocenie <span class="_ _e"></span>zwracano<span class="_ _1"></span> <span class="_ _e"></span>uwagę <span class="_ _7"></span>na <span class="_ _e"></span>działalność <span class="_ _7"></span>Grupy <span class="_ _e"></span>oraz </span></span></div><div class="t m0 x2 h9 y8ed ff5 fs0 fc0 sc0 ls0 ws0">podmioty w jej łańc<span class="_ _1"></span>uchu wa<span class="_ _1"></span>rtości (zarówno w gó<span class="_ _5"></span>rę<span class="_ _7"></span> jak i w dół).<span class="_ _1"></span> <span class="ff2"> </span></div><div class="t m0 x2 h9 y68c ff5 fs0 fc0 sc0 ls0 ws0">Ocena istotności<span class="_ _1"></span> przebiegał<span class="_ _1"></span>a w następując<span class="_ _1"></span>ych krokach:<span class="ff2"> </span></div><div class="t m0 x33 h9 y8ee ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff5">Identyfikacja wstępn<span class="_ _1"></span>ej listy istotnyc<span class="_ _5"></span>h <span class="_ _7"></span>tematów:<span class="ff2"> </span></span></span></div><div class="t m0 xae h9 y53d ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Banchmarking <span class="_ _2"> </span>z <span class="_ _13"> </span>uwzględnieni<span class="_ _5"></span>e<span class="_ _7"></span>m <span class="_ _2"> </span>podmiotów <span class="_ _2"> </span>łańcuch <span class="_ _13"> </span>wartości. <span class="_ _2"> </span>Badaniu <span class="_ _2"> </span>podlegały<span class="_ _1"></span> </span></span></div><div class="t m0 xce h9 y8ef ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">szczególności <span class="_ _1"></span>raporty podmiotów<span class="_ _1"></span> referenc<span class="_ _1"></span>yjnych (dostawcy<span class="_ _5"></span>,<span class="_ _7"></span> klienci, konkur<span class="_ _5"></span>e<span class="_ _7"></span>ncja)<span class="ff2">, </span></span></div><div class="t m0 xae h9 y8f0 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff2">Ratingi i standardy rynk<span class="_ _1"></span>owe <span class="ff5">–</span> <span class="ff5">w ramach tego obsza<span class="_ _1"></span>ru przeprowadzo<span class="_ _5"></span>no analizę wybranych </span></span></span></div><div class="t m0 xce h9 y8f1 ff5 fs0 fc0 sc0 ls0 ws0">kluczowych kr<span class="_ _1"></span>yteriów stosowa<span class="_ _1"></span>nych przez wiodąc<span class="_ _5"></span>e<span class="_ _7"></span> organiz<span class="_ _1"></span>acje ratingowe w za<span class="_ _5"></span>kresie ESG<span class="_ _7"></span><span class="ff2">,  </span></div><div class="t m0 xae h9 y8f2 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff2">Dialog  z <span class="_ _c"> </span>interesariuszami <span class="_ _c"> </span><span class="ff5">–</span>  <span class="ff5">przeprowadzone <span class="_ _c"> </span>zostały <span class="_ _c"> </span>wywiady  oraz <span class="_ _c"> </span>badania  a<span class="_ _1"></span>nkietowe </span></span></span></div><div class="t m0 xce h9 y8f3 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff5">kluczowymi int<span class="_ _5"></span>e<span class="_ _7"></span>resariusza<span class="_ _1"></span>mi wewnętrznymi i z<span class="_ _5"></span>ewnętrznymi.<span class="ff2"> </span></span></div><div class="t m0 x33 h9 y8f4 ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff5">Ocena istotności wpływu<span class="ff2">:<span class="_ _1"></span> </span></span></span></div><div class="t m0 xae h9 y8f5 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Opracowanie <span class="_ _1"></span>metodyki <span class="_ _5"></span>oceny wpływu <span class="_ _5"></span>–<span class="ff2"> </span>opracowa<span class="_ _1"></span>ne z<span class="_ _5"></span>ostały zasady <span class="_ _5"></span>i mia<span class="_ _1"></span>ry <span class="_ _1"></span>oceny <span class="_ _5"></span>wpły<span class="_ _7"></span>wu<span class="ff2">, </span></span></span></div><div class="t m0 xae h9 y8f6 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Ocena <span class="_ _15"> </span>własna <span class="_ _23"></span>wpływu <span class="_ _15"> </span>–<span class="ff2"> <span class="_ _15"></span></span>ident<span class="_ _1"></span>yfikacja <span class="_ _15"></span>asp<span class="_ _1"></span>ektów <span class="_ _23"></span>s<span class="_ _7"></span>połecznych, <span class="_ _23"></span>środowiskowych <span class="_ _23"></span>na <span class="_ _15"> </span>które </span></span></div><div class="t m0 xce h9 y8f7 ff5 fs0 fc0 sc0 ls0 ws0">organizacja <span class="_ _36"> </span>może <span class="_ _36"> </span>mieć <span class="_ _36"> </span>wpływ, <span class="_ _36"> </span>ocena <span class="_ _36"> </span>istotności <span class="_ _36"> </span>poszczególnych <span class="_ _36"> </span>czynników.<span class="_ _5"></span> </div><div class="t m0 xce h9 y8f8 ff5 fs0 fc0 sc0 ls0 ws0">Przeprowadzona <span class="_ _1f"> </span>w <span class="_ _1f"> </span>formie <span class="_ _1f"> </span>kwestionariusza <span class="_ _1f"> </span>oceny <span class="_ _1f"> </span>uwzględniającego <span class="_ _1f"> </span>konieczno<span class="_ _5"></span>ś<span class="_ _7"></span>ć </div></div><div class="c xd y174 w51 h18"><div class="t m0 x4 h5 y175 ff3 fs2 fc15 sc0 ls0 ws0">O RAPORCIE </div></div></div><div class="pi" ></div></div><div id="pf50" class="pf w0 h0" ><div class="pc pc50 w0 h0"><img class="bi x0 yc w6 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">80</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xce h9 y37 ff5 fs0 fc0 sc0 ls0 ws0">określenia <span class="_ _d"> </span>istotność, <span class="_ _d"> </span>skali <span class="_ _d"> </span>wpływu, <span class="_ _d"> </span>odwracalności <span class="_ _b"> </span>wpływu <span class="_ _10"> </span>oraz <span class="_ _d"> </span>prawdopodo<span class="_ _5"></span>bie<span class="_ _7"></span>ństwa </div><div class="t m0 xce h9 yf0 ff5 fs0 fc0 sc0 ls0 ws0">wystąpienia wpł<span class="_ _1"></span>ywu<span class="ff2">,  </span></div><div class="t m0 x33 h9 yf1 ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff5">Ocena istotności finansow<span class="_ _5"></span>ej<span class="_ _7"></span><span class="ff2">: </span></span></span></div><div class="t m0 xae h9 y8f9 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Identyfikacja <span class="_ _15"> </span>szans <span class="_ _15"></span>i <span class="_ _15"> </span>ryzyk <span class="_ _15"></span>zwią<span class="_ _1"></span>zanych <span class="_ _15"> </span>z <span class="_ _15"> </span>kwestiami <span class="_ _15"> </span>ESG <span class="_ _c"> </span>–<span class="ff2"> <span class="_ _15"> </span>zidenty<span class="_ _1"></span>fikowano <span class="_ _15"> </span>182 <span class="_ _15"></span>czynni<span class="_ _1"></span>ki </span></span></span></div><div class="t m0 xce h9 y8fa ff5 fs0 fc0 sc0 ls0 ws0">ryzyka <span class="_ _7"></span>i <span class="_ _7"></span>szans <span class="_ _7"></span>finansowych <span class="_ _7"></span>związanych <span class="_ _7"></span>z <span class="_ _7"></span>tematami, <span class="_ _7"></span>które <span class="_ _7"></span>należy poddać <span class="_ _7"></span>ocenie <span class="_ _e"></span>istotności<span class="_ _5"></span> </div><div class="t m0 xce h9 y8fb ff5 fs0 fc0 sc0 ls0 ws0">w <span class="_ _23"></span>ramach <span class="_ _1c"></span>10 <span class="_ _23"></span>obszarów <span class="_ _23"></span>takich <span class="_ _1c"></span>jak: <span class="_ _23"></span>zmiany <span class="_ _1c"></span>klimatu, <span class="_ _23"></span>zanieczyszcze<span class="_ _5"></span>nia, <span class="_ _15"></span>wła<span class="_ _5"></span>śni <span class="_ _23"></span>pracowni<span class="_ _7"></span><span class="ff2">cy, </span></div><div class="t m0 xce h9 y8fc ff5 fs0 fc0 sc0 ls0 ws0">pracownicy w łańc<span class="_ _5"></span>uch <span class="_ _7"></span>wartości<span class="ff2">, </span></div><div class="t m0 xae h9 y8fd ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Ocena <span class="_ _15"> </span>istotności <span class="_ _23"></span>finansowej <span class="_ _15"></span>ryz<span class="_ _1"></span>yk <span class="_ _15"></span>i <span class="_ _15"></span>szans <span class="_ _15"></span>–<span class="ff2"> <span class="_ _23"></span>do <span class="_ _15"> </span>oceny <span class="_ _15"> </span>wykorzystano <span class="_ _23"></span>arkusze, <span class="_ _15"> </span></span>w <span class="_ _15"></span>których<span class="_ _1"></span> </span></span></div><div class="t m0 xce h9 y8fe ff5 fs0 fc0 sc0 ls0 ws0">ryzyka <span class="_ _b"> </span>i <span class="_ _d"> </span>szanse <span class="_ _b"> </span>oceniane <span class="_ _b"> </span>były <span class="_ _b"> </span>pod <span class="_ _d"> </span>względem <span class="_ _b"> </span>prawdopodobi<span class="_ _5"></span>e<span class="_ _7"></span>ństwa <span class="_ _b"> </span>wystąpienia  oraz </div><div class="t m0 xce h9 y662 ff5 fs0 fc0 sc0 ls0 ws0">skutków finan<span class="_ _1"></span>sowych w trz<span class="_ _1"></span>ech perspektywac<span class="_ _1"></span>h czasowych (1 ro<span class="_ _5"></span>k<span class="_ _7"></span>. 5 lat, ponad <span class="_ _5"></span>5 lat)<span class="_ _7"></span><span class="ff2">, </span></div><div class="t m0 x33 h9 y79e ff2 fs0 fc0 sc0 ls1 ws0">4.<span class="ff9 ls0"> <span class="_ _26"> </span><span class="ff5">Zestawienie wyników –</span></span><span class="ls40">  <span class="ls0">priorytetyzacja:<span class="_ _5"></span> </span></span></div><div class="t m0 xae h9 y8ff ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Zestawienie wyników<span class="_ _1"></span> ocen istotności w<span class="_ _1"></span>pływu i istotnoś<span class="_ _1"></span>ci finansowej<span class="ff2">, </span></span></span></div><div class="t m0 xae h9 y900 ffe fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff5">Priorytetyzacja tematów i<span class="_ _1"></span>stotnych<span class="ff2">. </span></span></span></div><div class="t m0 x2 h1f y901 ff7 fs3 fc2 sc2 ls0 ws0">Tematy materialne w Mangata Holding </div><div class="t m0 x2 h9 y902 ff5 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _5"></span>bazie <span class="_ _3"></span>oceny <span class="_ _5"></span>oddziaływania<span class="_ _1"></span> <span class="_ _5"></span>przeprowadzonej<span class="_ _1"></span> <span class="_ _5"></span>na <span class="_ _5"></span>zasadzie <span class="_ _3"></span>podwójnej <span class="_ _5"></span>istotno<span class="_ _1"></span>ści. <span class="_ _5"></span><span class="ff2 ls41">Za<span class="_ _7"></span><span class="ls0"> materialne <span class="_ _3"></span>uznano </span></span></div><div class="t m0 x2 h9 y903 ff5 fs0 fc0 sc0 ls0 ws0">tematy, które c<span class="_ _1"></span>echowały si<span class="_ _1"></span>ę podwójną istotno<span class="_ _5"></span>ś<span class="_ _7"></span>cią, czyl<span class="_ _1"></span>i były związane zar<span class="_ _1"></span>ówno z<span class="ff2">: </span></div><div class="t m0 x33 h2 y904 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">istotnym wpływ<span class="_ _5"></span>e<span class="_ _7"></span>m Grupy na<span class="_ _1"></span> otoczenie<span class="ff2"> </span>–<span class="ff2"> </span>środowisko, <span class="_ _1"></span>społeczeństwo <span class="_ _1"></span>(w tym praw<span class="_ _1"></span>a człowieka)<span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y905 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">istotnym  w<span class="_ _5"></span>pły<span class="_ _7"></span>wem <span class="_ _c"> </span>na  sytuację <span class="_ _c"> </span>finansową  (w<span class="_ _1"></span>yniki <span class="_ _c"> </span>f<span class="_ _7"></span>inansowe<span class="_ _5"></span>,<span class="_ _7"></span>  prz<span class="_ _1"></span>epływy  pi<span class="_ _5"></span>e<span class="_ _7"></span>niężne, <span class="_ _c"> </span>dostęp </span></span></div><div class="t m0 x38 h9 y906 ff2 fs0 fc0 sc0 ls9 ws0">do<span class="ls0"> <span class="ff5">finansowania<span class="_ _5"></span>,<span class="_ _7"></span> koszt kapi<span class="_ _1"></span>tału)<span class="ff2"> </span></span></span></div><div class="t m0 x2 h9 y907 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y54e ff5 fs0 fc0 sc0 ls0 ws0">Pozwoliło  to  zidentyfik<span class="_ _5"></span>ować  37  istotnych  kwestii<span class="_ _1"></span>  dla  Mangata  Holding,  z  cz<span class="_ _1"></span>ego  15  o  najwyższym<span class="_ _1"></span> </div><div class="t m0 x2 h9 y908 ff2 fs0 fc0 sc0 ls0 ws0">priorytecie: </div><div class="t m0 x33 h2 y909 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">5 z obszaru środ<span class="_ _1"></span>owiska<span class="ff2">, </span></span></span></div><div class="t m0 x33 h2 y90a ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">6 z obszaru społ<span class="_ _1"></span>ecznego<span class="ff2">, </span></span></span></div><div class="t m0 x33 h2 y90b ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">4 z obszaru ład<span class="_ _1"></span>u korporacyjnego<span class="ff2">.<span class="ff1"> </span> </span></span></span></div><div class="t m0 x1c h9 y536 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xb y90c w72 hc7"><div class="t m0 xac h9 y0 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xfc y90c w73 hc7"><div class="t m0 xcb h9 y90d ff5 fs0 fc0 sc1 ls0 ws0">Macierz istotności</div><div class="t m0 xfd h9 y20d ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y2f5 w51 h18"><div class="t m0 x4 h5 y175 ff3 fs2 fc15 sc0 ls0 ws0">O RAPORCIE </div></div></div><div class="pi" ></div></div><div id="pf51" class="pf w0 h0" ><div class="pc pc51 w0 h0"><img class="bi x0 yc w24 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h9 yf ff2 fs0 fc0 sc0 ls0 ws0">Strona | <span class="ls1">81</span> <span class="_ _5"></span> </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y37 ff2 fs0 fc6 sc0 ls0 ws0"> </div></div><div class="c xb y90e w74 hc8"><div class="t m0 xdc h3 yb ff2 fs1 fc0 sc1 ls0 ws0"> </div></div><div class="c xcf y90e w75 hc8"><div class="t m0 x3a h3 yb ff2 fs1 fc0 sc1 ls0 ws0"> </div></div><div class="c xfe y90e w76 hc8"><div class="t m0 x49 h3 yb ff2 fs1 fc0 sc1 ls0 ws0">Tematy istotne </div></div><div class="c xb y90f w77 hc9"><div class="t m0 x4 hca y910 ff2 fs19 fc0 sc1 ls0 ws0">E </div></div><div class="c xcf y90f w78 hc9"><div class="t m0 x88 h3 y911 ffe fs1 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _16"> </span><span class="ff5">Tematami o najwyższej istotności są kwestie <span class="ff2 sc1">zmian klimatu, </span></span></span></div><div class="t m0 x3a h3 y912 ff5 fs1 fc0 sc1 ls0 ws0">zanieczyszczeń<span class="ff2 sc0"> (w tym powietrza) oraz <span class="sc1">gospodarka o obiegu </span></span></div><div class="t m0 x3a h3 y913 ff5 fs1 fc0 sc1 ls0 ws0">zamkniętym<span class="sc0">. Praktycznie na każdym etapie oceny materialności </span></div><div class="t m0 x3a h3 y914 ff5 fs1 fc0 sc0 ls0 ws0">kwestie te były wskazywane zarówno przez kluczowych </div><div class="t m0 x3a h3 y1 ff5 fs1 fc0 sc0 ls0 ws0">interesariuszy, jak i przedstawicieli spółek jako kluczowe. Kw<span class="_ _1"></span>estie </div><div class="t m0 x3a h3 y915 ff5 fs1 fc0 sc0 ls0 ws0">te uwzględniono przy wypracowaniu celów i inicjatyw </div><div class="t m0 x3a h3 y4df ff5 fs1 fc0 sc0 ls0 ws0">strategicznych w tym również związanych z dekarbonizacją i </div><div class="t m0 x3a h3 yb ff2 fs1 fc0 sc0 ls0 ws0">ograniczeniem emisji CO</div><div class="t m0 xff h57 y916 ff2 fs9 fc0 sc0 ls0 ws0">2</div><div class="t m0 x6a h3 yb ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xfe y90f w79 hc9"><div class="t m0 x88 h28 y66 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff5">Ł<span class="_ _7"></span>agodzenie zmian klimatu<span class="_ _7"></span><span class="ff2"> </span></span></span></div><div class="t m0 x88 h28 y917 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff2">E<span class="_ _7"></span>nergia </span></span></div><div class="t m0 x88 h28 y918 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff2">Zan<span class="_ _7"></span>ieczyszczenie powie<span class="_ _7"></span>trza </span></span></div><div class="t m0 x88 h28 y919 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff5">Wpły<span class="_ _7"></span>w zasobów<span class="ff2"> </span></span></span></div><div class="t m0 x88 h28 y91a ffe fs1 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _16"> </span><span class="ff2 fs6">Odpady<span class="fs1"> </span></span></span></div></div><div class="c xb y91b w77 hcb"><div class="t m0 x32 hca y91c ff2 fs19 fc0 sc1 ls0 ws0">S </div></div><div class="c xcf y91b w78 hcb"><div class="t m0 x88 h3 y91d ffe fs1 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _16"> </span><span class="ff5">W zakresie obszaru społecznego dominują kwestie dotyczące </span></span></div><div class="t m0 x3a h3 y91e ff5 fs1 fc0 sc1 ls0 ws0">pracowników własnych<span class="ff2 sc0"> <span class="ff5">(odpowiednia płaca, bezpieczeństwo i </span></span></div><div class="t m0 x3a h3 y91f ff2 fs1 fc0 sc0 ls0 ws0">higiena pracy oraz szkolenia) </div><div class="t m0 x88 h3 y920 ffe fs1 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _16"> </span><span class="ff5">Tematami o najwyższej istotności są również <span class="sc1">bezpieczeństwo </span></span></span></div><div class="t m0 x3a h3 y921 ff5 fs1 fc0 sc1 ls0 ws0">zatrudnianie oraz bezpieczeństwo i higiena pracowników w </div><div class="t m0 x3a h3 y922 ff5 fs1 fc0 sc1 ls0 ws0">łańcuchu wartości<span class="_ _7"></span><span class="sc0">. To sugeruje konieczność zwiększonej uwa<span class="_ _1"></span>gi </span></div><div class="t m0 x3a h3 y923 ff5 fs1 fc0 sc0 ls0 ws0">na te kwestie i weryfikację przestrzegania zasad etyki w łańcuchu </div><div class="t m0 x3a h3 y924 ff5 fs1 fc0 sc0 ls0 ws0">wartości.<span class="ff2"> </span></div><div class="t m0 x88 h3 y925 ffe fs1 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _16"> </span><span class="ff5">Przeprowadzone analizy wykazały, że również kwestie dot. </span></span></div><div class="t m0 x3a h3 y4 ff5 fs1 fc0 sc1 ls0 ws0">zdrowia i bezpieczeństwa konsumentów i użytkowników </div><div class="t m0 x3a h3 y926 ff5 fs1 fc0 sc1 ls0 ws0">końcowych<span class="ff2 sc0"> <span class="ff5">mają najwyższy priorytet –</span> zatem konieczne jest </span></div><div class="t m0 x3a h3 y927 ff5 fs1 fc0 sc0 ls0 ws0">zapewnienie wysokiego poziomu jakości i bezpieczeństwa </div><div class="t m0 x3a h3 y928 ff5 fs1 fc0 sc0 ls0 ws0">produktów Grupy.<span class="ff2"> </span></div></div><div class="c xfe y91b w79 hcb"><div class="t m0 x88 h28 y929 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff5">Odp<span class="_ _7"></span>owiednia płaca </span></span></div><div class="t m0 x3a h28 y92a ff5 fs6 fc0 sc0 ls0 ws0">pracowników własnych<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x88 h28 y92b ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff5">S<span class="_ _7"></span>zkolenia i rozwój umieję<span class="_ _7"></span>tności </span></span></div><div class="t m0 x3a h28 y92c ff5 fs6 fc0 sc0 ls0 ws0">pracowników własnych<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x88 h28 ycb ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff5">Bezpie<span class="_ _7"></span>czeństwo i higiena <span class="_ _7"></span>pracy </span></span></div><div class="t m0 x3a h28 y92d ff5 fs6 fc0 sc0 ls0 ws0">pracowników własnych<span class="_ _7"></span><span class="ff2"> </span></div><div class="t m0 x88 h28 y92e ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff5">Bezpie<span class="_ _7"></span>czeństwo zatrudnien<span class="_ _7"></span>ia </span></span></div><div class="t m0 x3a h28 y92f ff5 fs6 fc0 sc0 ls0 ws0">pracowników w łańcuch<span class="_ _7"></span>u </div><div class="t m0 x3a h28 y930 ff5 fs6 fc0 sc0 ls0 ws0">wartości<span class="ff2"> </span></div><div class="t m0 x88 h28 y931 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff5">Bezpie<span class="_ _7"></span>czeństwo i higiena <span class="_ _7"></span>pracy </span></span></div><div class="t m0 x3a h28 y932 ff5 fs6 fc0 sc0 ls0 ws0">pracowników w łańcuch<span class="_ _7"></span>u </div><div class="t m0 x3a h28 y933 ff5 fs6 fc0 sc0 ls0 ws0">wartości<span class="ff2"> </span></div><div class="t m0 x88 h28 y33f ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff5">Zdrow<span class="_ _7"></span>ie i bezpieczeństwo </span></span></div><div class="t m0 x3a h28 y27f ff5 fs6 fc0 sc0 ls0 ws0">konsumentów i/lub </div><div class="t m0 x3a h28 y280 ff5 fs6 fc0 sc0 ls0 ws0">użytkowników końcowyc<span class="_ _7"></span>h<span class="ff2"> </span></div></div><div class="c xb y934 w77 hcc"><div class="t m0 xe hca y935 ff2 fs19 fc0 sc1 ls0 ws0">G </div></div><div class="c xcf y934 w78 hcc"><div class="t m0 x88 h3 y6f0 ffe fs1 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _16"> </span><span class="ff2">W zakresie governance <span class="ff5">najistotniejsze kwestie dotyczą </span><span class="sc1">kultury </span></span></span></div><div class="t m0 x3a h3 y918 ff5 fs1 fc0 sc1 ls0 ws0">korporacyjnej, ochrony sygnalistów, zarządzania stosunkami z </div><div class="t m0 x3a h3 y3be ff2 fs1 fc0 sc1 ls0 ws0">dostawcami oraz zapobiegania korupcji.<span class="sc0"> </span></div></div><div class="c xfe y934 w79 hcc"><div class="t m0 x88 h28 y936 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff2">Kultura korp<span class="_ _7"></span>oracyjna<span class="_ _7"></span> </span></span></div><div class="t m0 x88 h28 y937 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff5">Ochro<span class="_ _7"></span>na sygnalistów<span class="_ _7"></span><span class="ff2"> </span></span></span></div><div class="t m0 x88 h28 y938 ffe fs6 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff5">Zarządzan<span class="_ _7"></span>ie stosunkami z </span></span></div><div class="t m0 x3a h28 y939 ff2 fs6 fc0 sc0 ls0 ws0">dostawcami, w tym prak<span class="_ _7"></span>tyki </div><div class="t m0 x3a h28 y33f ff5 fs6 fc0 sc0 ls0 ws0">płatnicze<span class="ff2"> </span></div><div class="t m0 x88 h28 y27f ffe fs1 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _16"> </span><span class="ff2 fs6">Zapobieganie oraz wykry<span class="_ _7"></span>wanie </span></span></div><div class="t m0 x3a h28 y280 ff2 fs6 fc0 sc0 ls0 ws0">korupcji, w tym szkolenia<span class="_ _7"></span><span class="fs1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x38 h9 y93a ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y93b ff5 fs0 fc0 sc0 ls0 ws0">Od <span class="_ _15"></span>20<span class="_ _1"></span>24 <span class="_ _23"></span>w <span class="_ _15"> </span>Raporcie <span class="_ _23"></span>Zrównoważonego <span class="_ _23"></span>Rozwoju <span class="_ _23"></span>przedstawiona <span class="_ _23"></span>powyżej <span class="_ _23"></span>lista <span class="_ _23"></span>tematów <span class="_ _15"></span>mat<span class="_ _1"></span>erialnych<span class="_ _1"></span> </div><div class="t m0 x2 h9 y93c ff5 fs0 fc0 sc0 ls0 ws0">będzie  w<span class="_ _5"></span>eryfikowana <span class="_ _c"> </span>zgodne  z <span class="_ _c"> </span>wymogami <span class="_ _c"> </span>i  w <span class="_ _c"> </span>razie <span class="_ _c"> </span>potrzeb  a<span class="_ _5"></span>ktualizowana  m<span class="_ _5"></span>.<span class="_ _7"></span>in. <span class="_ _31"> </span>poprzez  <span class="ff2">bada<span class="_ _1"></span>nia<span class="_ _5"></span> </span></div><div class="t m0 x2 h9 y93d ff5 fs0 fc0 sc0 ls0 ws0">ankietowe <span class="_ _23"></span>wśród <span class="_ _23"></span>szerszej <span class="_ _23"></span>grupy <span class="_ _23"></span>interesariusz<span class="_ _1"></span>y: <span class="_ _23"></span>klientów, <span class="_ _23"></span>pracowników, <span class="_ _23"></span>dostawców, <span class="_ _23"></span>analityków <span class="_ _1c"></span>or<span class="_ _7"></span>az </div><div class="t m0 x2 h9 y8c8 ff5 fs0 fc0 sc0 ls0 ws0">stowarzyszeń <span class="_ _5"></span>branżowych, <span class="_ _5"></span>tak ab<span class="_ _5"></span>y<span class="_ _7"></span> za<span class="_ _1"></span>pewnić <span class="_ _5"></span>jej aktua<span class="_ _1"></span>lność <span class="_ _5"></span>oraz wła<span class="_ _5"></span>ś<span class="_ _7"></span>ciwie <span class="_ _5"></span>odzwierciedlić <span class="_ _5"></span>materialne <span class="_ _5"></span>dla<span class="ff2"> </span></div><div class="t m0 x2 h9 y72d ff2 fs0 fc0 sc0 ls0 ws0">Grupy tematy. </div><div class="t m0 x2 ha y228 ff2 fs4 fc2 sc2 ls0 ws0">10.3.<span class="ff6 sc0"> <span class="_ _10"> </span></span><span class="ff5">Dane kontaktowe do <span class="_ _1"></span>osoby koordynującej <span class="_ _5"></span>ESG<span class="_ _7"></span><span class="ff2"> </span></span></div><div class="t m0 x2 hd y93e ff7 fs0 fc0 sc0 ls0 ws0">GRI: 2-3 </div><div class="t m0 x2 h9 y93f ff5 fs0 fc0 sc0 ls0 ws0">Dziękujemy <span class="_ _c"> </span>za <span class="_ _c"> </span>zapoznanie<span class="_ _1"></span> <span class="_ _c"> </span>s<span class="_ _7"></span>ię <span class="_ _c"> </span>z <span class="_ _c"> </span>treścią <span class="_ _c"> </span>naszego <span class="_ _c"> </span>raportu. <span class="_ _c"> </span>Jeżeli <span class="_ _c"> </span>mają <span class="_ _c"> </span>Państwo <span class="_ _c"> </span>pytania <span class="_ _c"> </span>lub <span class="_ _c"> </span>sugestie </div><div class="t m0 x2 h9 y940 ff5 fs0 fc0 sc0 ls0 ws0">dotyczące raportow<span class="_ _1"></span>anych p<span class="_ _1"></span>rzez nas treści, za<span class="_ _5"></span>pr<span class="_ _7"></span>aszamy do konta<span class="_ _1"></span>ktu.<span class="ff2"> </span></div><div class="t m0 x33 h2 ye5 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Kazimierz Przełom<span class="_ _5"></span>sk<span class="_ _7"></span>i –<span class="ff2"> </span>Wiceprez<span class="_ _1"></span>es Zarządu Grupy<span class="_ _1"></span> Mangata Holding<span class="ff2"> </span></span></span></div><div class="t m0 x33 h2 y36 ff8 fs0 fc0 sc0 ls0 ws0">●<span class="ff9"> <span class="_ _11"> </span><span class="ff5">Łukasz Jeleśnia<span class="_ _1"></span>ński –<span class="ff2"> koordynator ds<span class="_ _1"></span>. konsolidacji i <span class="_ _5"></span>k<span class="_ _7"></span>ontrolingu Manga<span class="_ _1"></span>ta Holding </span></span></span></div><div class="t m0 x2 h9 ye6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y792 ff2 fs0 fc0 sc0 ls0 ws0">Adres mailowy: <span class="fc16">su<span class="_ _1"></span>stainability@manga<span class="_ _1"></span>ta.com.pl<span class="fc0"> </span></span></div><div class="t m0 x2 h9 ye8 ff5 fs0 fc0 sc0 ls0 ws0">Więcej informacji: <span class="_ _1"></span><span class="ff2 fc16">https://manga<span class="_ _1"></span>ta.com.pl </span></div></div><div class="c x3a y941 w57 h38"><div class="t m0 x4 h5 y175 ff3 fs2 fc15 sc0 ls0 ws0">O RAPORCIE </div></div><div class="c x3a y6f7 w57 h38"><div class="t m0 x4 h5 y175 ff3 fs2 fc15 sc0 ls0 ws0">O RAPORCIE </div></div><span class="d m1" style="border-style:none;position:absolute;left:277.720000px;bottom:259.720000px;width:143.470000px;height:22.500000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:302.260000px;bottom:214.740000px;width:109.640000px;height:22.490000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf52" class="pf w0 h0" ><div class="pc pc52 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd9 hc y17f ff2 fs2 fc2 sc2 ls3 ws0">11.<span class="ls0">Indeksy  </span></div><div class="t m0 x2 ha y942 ff2 fs4 fc2 sc2 ls0 ws0">11.1.<span class="ff6 sc0"> <span class="_ _10"> </span></span><span class="ff5">Indeks zawart<span class="_ _1"></span>ości GRI <span class="ff2"> </span></span></div><div class="t m0 x2 h9 y943 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x53 y944 w7a h40"><div class="t m0 x3a h17 y8dc ff2 fs3 fc0 sc1 ls0 ws0">GRI </div><div class="t m0 x60 h17 y945 ff2 fs3 fc0 sc1 ls0 ws0">STANDARD </div></div><div class="c xd2 y944 w7b h40"><div class="t m0 xf6 h9 y214 ff2 fs0 fc0 sc1 ls0 ws0">UJAWNIENIE </div></div><div class="c x100 y944 w7c h40"><div class="t m0 x47 h9 y214 ff5 fs0 fc0 sc1 ls0 ws0">ODNIESIENIE/ ODPOWIE<span class="_ _5"></span>DŹ<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x101 y944 w7d h40"><div class="t m0 x102 h9 y214 ff2 fs0 fc0 sc1 ls0 ws0">STRONA </div></div><div class="c x53 y946 w7e h79"><div class="t m0 x4a h9 y78 ff2 fs0 fc1 sc4 ls0 ws0">GRI 2: GENERAL DISCLOSURES 202<span class="_ _1"></span>1<span class="fc0 sc1"> </span></div></div><div class="c x53 y947 w7a hcd"><div class="t m0 x4a h28 y948 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c xd2 y947 w7b hcd"><div class="t m0 x4a h3 y949 ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">1 Szczegóły organizacyjne</span> </div></div><div class="c x100 y947 w7c hcd"><div class="t m0 x76 h3 y949 ff2 fs1 fc0 sc0 ls0 ws0">https://mangata.com.pl/o-firmie/ </div></div><div class="c x101 y947 w7d hcd"><div class="t m0 x4c h3 y949 ff2 fs1 fc0 sc0 ls0 ws0">3 -5 </div></div><div class="c x53 y4a9 w7a hce"><div class="t m0 x4e h3 y1ff ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y4a9 w7b hce"><div class="t m0 x4a h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">2 Podmioty objęte raportowaniem </span></div><div class="t m0 x4a h3 y94a ff5 fs1 fc0 sc0 ls0 ws0">zrównoważonego rozwoju<span class="ff2"> </span></div></div><div class="c x100 y4a9 w7c hce"><div class="t m0 x7e h3 y1ea ff5 fs1 fc0 sc0 ls0 ws0">Wszystkie spółki tworzące Holding <span class="ff2"> </span></div></div><div class="c x101 y4a9 w7d hce"><div class="t m0 x1b h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">5 </div></div><div class="c x53 y94b w7a hcf"><div class="t m0 x4e h3 y94c ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y94b w7b hcf"><div class="t m0 x4a h3 y94d ff2 fs1 fc0 sc0 ls0 ws0">2-3 Okres sprawozdawczy, </div><div class="t m0 x4a h3 y94e ff5 fs1 fc0 sc0 ls0 ws0">częstotliwość i punkt kontaktowy<span class="ff2"> </span></div></div><div class="c x100 y94b w7c hcf"><div class="t m0 x103 h3 y94d ff2 fs1 fc0 sc0 ls0 ws0">Raport roczny za <span class="ls26">2023<span class="ls42">. </span></span> </div><div class="t m0 x68 h3 y94f ff2 fs1 fc0 sc0 ls0 ws0">Punkt kontaktowy:  </div><div class="t m0 x37 h3 y950 ff5 fs1 fc0 sc0 ls0 ws0">Kazimierz Przełomski <span class="ff2">- </span>Wiceprezes Zarządu Grupy </div><div class="t m0 x79 h3 y951 ff2 fs1 fc0 sc0 ls0 ws0">Mangata Holding </div><div class="t m0 x37 h3 y952 ff5 fs1 fc0 sc0 ls0 ws0">Łukasz Jeleśniański <span class="ff2">- koordynator ds. konsolidacji i </span></div><div class="t m0 xaf h3 y953 ff2 fs1 fc0 sc0 ls0 ws0">kontrolingu Mangata Holding </div><div class="t m0 x6c h3 y954 ff2 fs1 fc0 sc0 ls0 ws0">Adres e-mail.: sustainability@mangata.com.pl </div></div><div class="c x101 y94b w7d hcf"><div class="t m0 x57 h3 y94d ff2 fs1 fc0 sc0 ls26 ws0">81<span class="ls0"> </span></div></div><div class="c x53 y3d0 w7a hd0"><div class="t m0 x4e h3 y955 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y3d0 w7b hd0"><div class="t m0 x4a h3 y956 ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">4 Przekształcanie informacji</span> </div></div><div class="c x100 y3d0 w7c hd0"><div class="t m0 x57 h3 y956 ff2 fs1 fc0 sc0 ls0 ws0">W obecnym raporcie dane za lata 2022-<span class="ls26">2023</span> </div><div class="t m0 x102 h3 y953 ff5 fs1 fc0 sc0 ls0 ws0">przedstawione są według wytycznych GRI Standards </div><div class="t m0 x33 h3 y94a ff2 fs1 fc0 sc0 ls0 ws0">2021.  </div></div><div class="c x101 y3d0 w7d hd0"><div class="t m0 xd h3 y956 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x53 y957 w7a hd1"><div class="t m0 x4e h3 y958 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y957 w7b hd1"><div class="t m0 x4a h3 y959 ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">6 Aktywności, łańcuch wartości, </span></div><div class="t m0 x4a h3 y95a ff2 fs1 fc0 sc0 ls0 ws0">inne relacje biznesowe  </div></div><div class="c x100 y957 w7c hd1"><div class="t m0 x59 h3 y959 ff5 fs1 fc0 sc0 ls0 ws0">Segmenty operacyjne, główne produkty, spółki </div><div class="t m0 xd h3 y1ea ff5 fs1 fc0 sc0 ls0 ws0">wchodzące w skład każdego segmentu, ich </div><div class="t m0 x61 h3 y94a ff5 fs1 fc0 sc0 ls0 ws0">wyróżniki, strategia Grupy<span class="ff2">  </span></div></div><div class="c x101 y957 w7d hd1"><div class="t m0 x59 h3 y959 ff2 fs1 fc0 sc0 ls0 ws0">7-<span class="ls26">17</span> </div></div><div class="c x53 y95b w7a hce"><div class="t m0 x4e h3 y1ff ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y95b w7b hce"><div class="t m0 x4a h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">2-7 Zatrudnienie </div></div><div class="c x100 y95b w7c hce"><div class="t m0 x27 h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">1 795 <span class="ff5 ls0">osoby. Szersze omówienie rozdział 4 „Nasi </span></div><div class="t m0 xf6 h3 y954 ff5 fs1 fc0 sc0 ls0 ws0">Pracownicy i współpracownicy” <span class="ff2"> </span></div></div><div class="c x101 y95b w7d hce"><div class="t m0 x57 h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">32<span class="ls0"> </span></div></div><div class="c x53 y95c w7a hd2"><div class="t m0 x4e h3 y95d ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y95c w7b hd2"><div class="t m0 x4a h3 y95e ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">9 Struktura zarządzania i skład </span> </div></div><div class="c x100 y95c w7c hd2"><div class="t m0 x64 h3 y95e ff2 fs1 fc0 sc0 ls0 ws0">Formalnie brak osoby odpowiedzialnej za </div><div class="t m0 x4 h3 y95f ff5 fs1 fc0 sc0 ls0 ws0">zarządzanie zrównoważonym rozwojem, faktycznie </div><div class="t m0 x13 h3 y960 ff5 fs1 fc0 sc0 ls0 ws0">tą rolę pełni wiceprezes Zarządu Holdingu, Dyrektor </div><div class="t m0 x29 h3 y961 ff5 fs1 fc0 sc0 ls0 ws0">Finansowy. Nie wyodrębniono jeszcze struktury </div><div class="t m0 x6c h3 y952 ff5 fs1 fc0 sc0 ls0 ws0">zarządczej odpowiedzialnej za Zrównoważony </div><div class="t m0 x57 h3 y953 ff5 fs1 fc0 sc0 ls0 ws0">Rozwój. Działania operacyjne<span class="ff2"> realizowane na </span></div><div class="t m0 x61 h3 y954 ff5 fs1 fc0 sc0 ls0 ws0">poziomie Spółek Holdingu<span class="ff2"> </span></div></div><div class="c x101 y95c w7d hd2"><div class="t m0 x57 h3 y95e ff2 fs1 fc0 sc0 ls26 ws0">54<span class="ls0"> </span></div></div><div class="c x53 y962 w7a hce"><div class="t m0 x4e h3 y1ff ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y962 w7b hce"><div class="t m0 x4a h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">10 Nominacja i wybór najwyższego </span></div><div class="t m0 x4a h3 y94a ff5 fs1 fc0 sc0 ls0 ws0">organu zarządczego<span class="ff2"> </span></div></div><div class="c x100 y962 w7c hce"><div class="t m0 x17 h3 y1ea ff2 fs1 fc16 sc0 ls0 ws0">https://mangata.com.pl/relacje-</div><div class="t m0 x8a h3 y94a ff2 fs1 fc16 sc0 ls0 ws0">inwestorskie/wladze-spolki/<span class="fc0">; Raport Niefinansowy  </span></div></div><div class="c x101 y962 w7d hce"><div class="t m0 x57 h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">55<span class="ls0"> </span></div></div><div class="c x53 y963 w7a hce"><div class="t m0 x4e h3 y1ff ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y963 w7b hce"><div class="t m0 x4a h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">11 Przewodniczący najwyższego </span></div><div class="t m0 x4a h3 y94a ff5 fs1 fc0 sc0 ls0 ws0">organu zarządczego<span class="ff2"> </span></div></div><div class="c x100 y963 w7c hce"><div class="t m0 x17 h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">https://mangata.com.pl/relacje-</div><div class="t m0 x40 h3 y94a ff2 fs1 fc0 sc0 ls0 ws0">inwestorskie/wladze-spolki/ </div></div><div class="c x101 y963 w7d hce"><div class="t m0 x57 h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">54<span class="ls0"> </span></div></div><div class="c x53 y964 w7a hd3"><div class="t m0 x4e h3 y965 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y964 w7b hd3"><div class="t m0 x4a h3 y966 ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">12 Rola najwyższego organu </span></div><div class="t m0 x4a h3 y961 ff5 fs1 fc0 sc0 ls0 ws0">zarządczego w nadzorowaniu </div><div class="t m0 x4a h3 y959 ff5 fs1 fc0 sc0 ls0 ws0">zarządzania oddziaływaniami<span class="ff2"> </span></div></div><div class="c x100 y964 w7c hd3"><div class="t m0 x23 h3 y966 ff5 fs1 fc0 sc0 ls0 ws0">Zaangażowanie Zarządów w poszczególnych </div><div class="t m0 x4 h3 y961 ff5 fs1 fc0 sc0 ls0 ws0">spółkach w realizację działań danego podmiotu. Na </div><div class="t m0 xa3 h3 y952 ff5 fs1 fc0 sc0 ls0 ws0">poziomie Holdingu bieżące decyzje dotyczące </div><div class="t m0 x32 h3 y953 ff5 fs1 fc0 sc0 ls0 ws0">działalności, uwzględniające skutki tych działań dla </div><div class="t m0 x7d h3 y94a ff5 fs1 fc0 sc0 ls0 ws0">zrównoważonego rozwoju.<span class="ff2"> </span></div></div><div class="c x101 y964 w7d hd3"><div class="t m0 x57 h3 y966 ff2 fs1 fc0 sc0 ls26 ws0">56<span class="ls0"> </span></div></div><div class="c xd y2f5 w51 h18"><div class="t m0 x4 h5 y175 ff3 fs2 fc17 sc0 ls0 ws0">INDEKSY </div></div><a class="l" href="#pf3" ><span class="d m1" style="border-style:none;position:absolute;left:981.580000px;bottom:1208.800000px;width:9.060000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:1000.300000px;bottom:1208.800000px;width:9.060000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:990.940000px;bottom:1156.120000px;width:9.060000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><span class="d m1" style="border-style:none;position:absolute;left:686.440000px;bottom:937.820000px;width:118.200000px;height:19.860000px;background-color:rgba(255,255,255,0.000001);" /><a class="l" href="#pf51" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:1080.100000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:979.060000px;bottom:785.780000px;width:9.060000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:993.700000px;bottom:785.780000px;width:13.620000px;height:21.860000px;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:986.380000px;bottom:686.040000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:610.020000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><span class="d m1" style="border-style:none;position:absolute;left:632.040000px;bottom:431.440000px;width:157.130000px;height:13.850000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:559.100000px;bottom:391.720000px;width:109.550000px;height:19.860000px;background-color:rgba(255,255,255,0.000001);" /><a class="l" href="#pf37" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:415.440000px;width:13.620000px;height:21.850000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:339.400000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:263.380000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf53" class="pf w0 h0" ><div class="pc pc53 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe7 h59 y967 ff1 fs1 fc0 sc0 ls0 ws0">Strona | <span class="ls26">83</span>  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x53 y968 w7a hd4"><div class="t m0 x3a h17 y8dc ff2 fs3 fc0 sc1 ls0 ws0">GRI </div><div class="t m0 x60 h17 y969 ff2 fs3 fc0 sc1 ls0 ws0">STANDARD </div></div><div class="c xd2 y968 w7b hd4"><div class="t m0 xf6 h9 y214 ff2 fs0 fc0 sc1 ls0 ws0">UJAWNIENIE </div></div><div class="c x100 y968 w7c hd4"><div class="t m0 x47 h9 y214 ff5 fs0 fc0 sc1 ls0 ws0">ODNIESIENIE/ ODPOWIE<span class="_ _5"></span>DŹ<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x101 y968 w7d hd4"><div class="t m0 x102 h9 y214 ff2 fs0 fc0 sc1 ls0 ws0">STRONA </div></div><div class="c x53 y96a w7e h79"><div class="t m0 x4a h9 y78 ff2 fs0 fc1 sc4 ls0 ws0">GRI 2: GENERAL DISCLOSURES 202<span class="_ _1"></span>1<span class="fc0 sc1"> </span></div></div><div class="c x53 y96b w7a hd1"><div class="t m0 x4e h3 y958 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y96b w7b hd1"><div class="t m0 x4a h3 y959 ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">13 Delegowanie odpowiedzialności </span></div><div class="t m0 x4a h3 y95a ff5 fs1 fc0 sc0 ls0 ws0">za zarządzanie oddziaływaniami<span class="ff2"> </span></div></div><div class="c x100 y96b w7c hd1"><div class="t m0 xdc h3 y959 ff5 fs1 fc0 sc0 ls0 ws0">Na poziomie holdingu nie wyodrębniona została </div><div class="t m0 x4 h3 y1ea ff5 fs1 fc0 sc0 ls0 ws0">struktura zarządzająca zrównoważonym rozwojem, </div><div class="t m0 x32 h3 y94a ff2 fs1 fc0 sc0 ls0 ws0">w konsekwencji delegowanie ma charakter ad-hoc  </div></div><div class="c x101 y96b w7d hd1"><div class="t m0 x21 h3 y959 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="ls26">56</span> </div></div><div class="c x53 y96c w7a hd5"><div class="t m0 x4e h3 y96d ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y96c w7b hd5"><div class="t m0 x4a h3 y96e ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">14 Rola najwyższego organu </span></div><div class="t m0 x4a h3 y96f ff5 fs1 fc0 sc0 ls0 ws0">zarządczego w raportowaniu </div><div class="t m0 x4a h3 y970 ff5 fs1 fc0 sc0 ls0 ws0">zrównoważonego rozwoju<span class="ff2">  </span></div></div><div class="c x100 y96c w7c hd5"><div class="t m0 xa3 h3 y96e ff5 fs1 fc0 sc0 ls0 ws0">Brak usystematyzowanej procedury odnośnie </div><div class="t m0 xf h3 y96f ff5 fs1 fc0 sc0 ls0 ws0">realizacji zadań w zakresie zrównowa<span class="_ _1"></span>żonego </div><div class="t m0 x59 h3 y971 ff2 fs1 fc0 sc0 ls0 ws0">rozwoju, a tym samym brak zatwierdzania tych </div><div class="t m0 xbb h3 y954 ff2 fs1 fc0 sc0 ls0 ws0">informacji. </div></div><div class="c x101 y96c w7d hd5"><div class="t m0 x57 h3 y96e ff2 fs1 fc0 sc0 ls26 ws0">56<span class="ls0"> </span></div></div><div class="c x53 y972 w7a hd6"><div class="t m0 x4e h3 y973 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y972 w7b hd6"><div class="t m0 x4a h3 y954 ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">15 Konflikty interesów</span> </div></div><div class="c x100 y972 w7c hd6"><div class="t m0 xcb h3 y954 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y972 w7d hd6"><div class="t m0 x36 h3 y954 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x53 y1f w7a hce"><div class="t m0 x4e h3 y1ff ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y1f w7b hce"><div class="t m0 x4a h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">2-16 Informowanie o krytycznych </div><div class="t m0 x4a h3 y94a ff2 fs1 fc0 sc0 ls0 ws0">obawach </div></div><div class="c x100 y1f w7c hce"><div class="t m0 x23 h3 y1ea ff5 fs1 fc0 sc0 ls0 ws0">Polityka Anonimowego Zgłaszania Naruszeń <span class="ff2"> </span></div></div><div class="c x101 y1f w7d hce"><div class="t m0 x57 h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">57<span class="ls0"> </span></div></div><div class="c x53 y1b6 w7a hd7"><div class="t m0 x4e h3 y333 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y1b6 w7b hd7"><div class="t m0 x4a h3 y953 ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">17 Zbiorcza wiedza najwyższego </span></div><div class="t m0 x4a h3 y954 ff5 fs1 fc0 sc0 ls0 ws0">organu zarządczego<span class="ff2"> </span></div></div><div class="c x100 y1b6 w7c hd7"><div class="t m0 xcb h3 y953 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y1b6 w7d hd7"><div class="t m0 x57 h3 y953 ff2 fs1 fc0 sc0 ls26 ws0">57<span class="ls0"> </span></div></div><div class="c x53 y6e4 w7a hd0"><div class="t m0 x4e h3 y955 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y6e4 w7b hd0"><div class="t m0 x4a h3 y956 ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">19 Polityka wynagrodzeń</span> </div></div><div class="c x100 y6e4 w7c hd0"><div class="t m0 x29 h3 y956 ff5 fs1 fc0 sc0 ls0 ws0">Polityka Wynagrodzeń Członków Zarządu I Rady </div><div class="t m0 xa3 h3 y974 ff2 fs1 fc0 sc0 ls0 ws0">Nadzorczej Mangata Holding S.A. oraz Raport </div><div class="t m0 x68 h3 y954 ff2 fs1 fc0 sc0 ls0 ws0">Niefinansowy <span class="ls26">2023</span> </div></div><div class="c x101 y6e4 w7d hd0"><div class="t m0 x57 h3 y956 ff2 fs1 fc0 sc0 ls26 ws0">57<span class="ls0"> </span></div></div><div class="c x53 y25e w7a hd1"><div class="t m0 x4e h3 y958 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y25e w7b hd1"><div class="t m0 x4a h3 y959 ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">20 Proces ustalania wynagrodzeń </span> </div></div><div class="c x100 y25e w7c hd1"><div class="t m0 x29 h3 y959 ff5 fs1 fc0 sc0 ls0 ws0">Polityka Wynagrodzeń Członków Zarządu I Rady </div><div class="t m0 xa3 h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">Nadzorczej Mangata Holding S. A oraz Raport </div><div class="t m0 x68 h3 y94a ff2 fs1 fc0 sc0 ls0 ws0">Niefinansowy <span class="ls26">2023</span> </div></div><div class="c x101 y25e w7d hd1"><div class="t m0 x57 h3 y959 ff2 fs1 fc0 sc0 ls26 ws0">57<span class="ls0"> </span></div></div><div class="c x53 y975 w7a hce"><div class="t m0 x4e h3 y1ff ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y975 w7b hce"><div class="t m0 x4a h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">22 Oświadczenie dotyczące strategii </span></div><div class="t m0 x4a h3 y954 ff5 fs1 fc0 sc0 ls0 ws0">Zrównoważonego Rozwoju<span class="ff2"> </span></div></div><div class="c x100 y975 w7c hce"><div class="t m0 x71 h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">Syntetyczny opis wypracowanej strategii </div><div class="t m0 x7d h3 y954 ff5 fs1 fc0 sc0 ls0 ws0">Zrównoważonego Rozwoju<span class="ff2"> </span></div></div><div class="c x101 y975 w7d hce"><div class="t m0 x57 h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">17<span class="ls0"> </span></div></div><div class="c x53 y976 w7a hce"><div class="t m0 x4e h3 y1ff ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y976 w7b hce"><div class="t m0 x4a h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">23 Zobowiązania do prowadzenia </span></div><div class="t m0 x4a h3 y954 ff2 fs1 fc0 sc0 ls0 ws0">odpowiedzialnego biznesu </div></div><div class="c x100 y976 w7c hce"><div class="t m0 x19 h3 y1ea ff5 fs1 fc0 sc0 ls0 ws0">Zobowiązania na poziomie Spółek produkcyjnych<span class="ff2"> </span></div></div><div class="c x101 y976 w7d hce"><div class="t m0 x59 h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">7-<span class="ls26">11</span> </div></div><div class="c x53 y4d3 w7a hd8"><div class="t m0 x4e h3 y977 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y4d3 w7b hd8"><div class="t m0 x4a h3 y970 ff2 fs1 fc0 sc0 ls0 ws0">2-25 Procesy naprawy negatywnych </div><div class="t m0 x4a h3 y94a ff5 fs1 fc0 sc0 ls0 ws0">oddziaływań<span class="ff2"> </span></div></div><div class="c x100 y4d3 w7c hd8"><div class="t m0 xf h3 y970 ff5 fs1 fc0 sc0 ls0 ws0">Działania kontynuowane na poziomie Spółek </div><div class="t m0 x77 h3 y94a ff2 fs1 fc0 sc0 ls0 ws0">produkcyjnych. Brak danych o skargach  </div></div><div class="c x101 y4d3 w7d hd8"><div class="t m0 x57 h3 y970 ff2 fs1 fc0 sc0 ls26 ws0">57<span class="ls0"> </span></div></div><div class="c x53 y978 w7a hce"><div class="t m0 x4e h3 y1ff ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y978 w7b hce"><div class="t m0 x4a h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">27 Zgodność z prawem i </span></div><div class="t m0 x4a h3 y94a ff2 fs1 fc0 sc0 ls0 ws0">regulacjami </div></div><div class="c x100 y978 w7c hce"><div class="t m0 x88 h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0">https://mangata.com.pl/relacje-inwestorskie/lad-</div><div class="t m0 x67 h3 y94a ff2 fs1 fc0 sc0 ls0 ws0">korporacyjny/ </div></div><div class="c x101 y978 w7d hce"><div class="t m0 x27 h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">18<span class="ls43">; </span>57<span class="ls0"> </span></div></div><div class="c x53 y979 w7a hd6"><div class="t m0 x4e h3 y973 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y979 w7b hd6"><div class="t m0 x4a h3 y954 ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">28 Stowarzyszenia członkowskie</span> </div></div><div class="c x100 y979 w7c hd6"><div class="t m0 xcb h3 y954 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y979 w7d hd6"><div class="t m0 x57 h3 y954 ff2 fs1 fc16 sc0 ls26 ws0">53<span class="fc0 ls0"> </span></div></div><div class="c x53 y97a w7a hd7"><div class="t m0 x4e h3 y333 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y97a w7b hd7"><div class="t m0 x4a h3 y953 ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5 ls26">29 Podejście do angażowania </span></div><div class="t m0 x4a h3 y954 ff2 fs1 fc0 sc0 ls0 ws0">interesariuszy </div></div><div class="c x100 y97a w7c hd7"><div class="t m0 xcb h3 y953 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y97a w7d hd7"><div class="t m0 xdc h3 y953 ff2 fs1 fc0 sc0 ls26 ws0">76<span class="ls0">-</span>80<span class="ls0"> </span></div></div><div class="c x53 y10f w7a hd6"><div class="t m0 x4e h3 y973 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y10f w7b hd6"><div class="t m0 x4a h3 y954 ff2 fs1 fc0 sc0 ls0 ws0">2-<span class="ff5">30 Układy zbiorowe pracy</span> </div></div><div class="c x100 y10f w7c hd6"><div class="t m0 xcb h3 y954 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y10f w7d hd6"><div class="t m0 x57 h3 y954 ff2 fs1 fc0 sc0 ls0 ws0">47 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y3b9 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y29e w51 h18"><div class="t m0 x4 h5 y175 ff3 fs2 fc17 sc0 ls0 ws0">INDEKSY </div></div><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:988.420000px;bottom:1351.200000px;width:13.620000px;height:21.850000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:1251.460000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:1075.700000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:999.680000px;width:13.620000px;height:21.850000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:923.640000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:823.920000px;width:13.620000px;height:21.850000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:979.060000px;bottom:648.160000px;width:9.060000px;height:21.850000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:572.120000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:972.860000px;bottom:496.100000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:999.900000px;bottom:496.100000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:420.080000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4c" ><span class="d m1" style="border-style:none;position:absolute;left:974.500000px;bottom:367.760000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf50" ><span class="d m1" style="border-style:none;position:absolute;left:998.260000px;bottom:367.760000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:291.740000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf54" class="pf w0 h0" ><div class="pc pc54 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe7 h59 y967 ff1 fs1 fc0 sc0 ls0 ws0">Strona | <span class="ls26">84</span>  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x53 y97b w7f hd9"><div class="t m0 x4a h9 y78 ff2 fs0 fc1 sc4 ls0 ws0">GRI 200: ECONOM<span class="_ _1"></span>IC<span class="fc0 sc1"> </span></div></div><div class="c x53 y97c w7f hda"><div class="t m0 x4a h28 y97d ff2 fs6 fc0 sc1 ls0 ws0">205 ANTI-<span class="_ _7"></span>CORRUPTION<span class="_ _7"></span><span class="sc0"> </span></div></div><div class="c x53 y97e w80 hd1"><div class="t m0 x4a h28 y97f ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x104 y97e w81 hd1"><div class="t m0 x4a h3 y959 ff2 fs1 fc0 sc0 ls26 ws0">205<span class="ls0">-<span class="ff5">1 Ocena operacji pod kątem ryzyka </span></span></div><div class="t m0 x4a h3 y95a ff5 fs1 fc0 sc0 ls0 ws0">związanego z korupcją <span class="ff2"> </span></div></div><div class="c x100 y97e w7c hd1"><div class="t m0 x102 h3 y959 ff5 fs1 fc0 sc0 ls0 ws0">Wdrożone<span class="ff2"> </span><span class="ls44">kodeksy postepowań</span><span class="ff2"> et<span class="_ _7"></span>ycznych / polityki </span></div><div class="t m0 x102 h3 y1ea ff5 fs1 fc0 sc0 ls0 ws0">odpowiedzialności biznesu na poziomie spółek </div><div class="t m0 x102 h3 y94a ff2 fs1 fc0 sc0 ls0 ws0">produkcyjnych </div></div><div class="c x101 y97e w82 hd1"><div class="t m0 x57 h3 y959 ff2 fs1 fc0 sc0 ls26 ws0">58<span class="ls0"> </span></div></div><div class="c x53 y980 w80 hce"><div class="t m0 x4a h28 y981 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x104 y980 w81 hce"><div class="t m0 x4a h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">205<span class="ls0">-<span class="ff5">2 Komunikacja i szkolenia dotyczące </span></span></div><div class="t m0 x4a h3 y954 ff2 fs1 fc0 sc0 ls0 ws0">polityk i procedur antykorupcyjnych </div></div><div class="c x100 y980 w7c hce"><div class="t m0 x102 h3 y1ea ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y980 w82 hce"><div class="t m0 x57 h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">58<span class="ls0"> </span></div></div><div class="c x53 y982 w80 hd8"><div class="t m0 x4a h28 y983 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x104 y982 w81 hd8"><div class="t m0 x4a h3 y970 ff2 fs1 fc0 sc0 ls26 ws0">205<span class="ls0">-3 Potwierdzone przypadki korupcji i </span></div><div class="t m0 x4a h3 y954 ff5 fs1 fc0 sc0 ls0 ws0">podjęte działania<span class="ff2"> </span></div></div><div class="c x100 y982 w7c hd8"><div class="t m0 x9a h3 y970 ff2 fs1 fc0 sc0 ls0 ws0">Nie stwierdzono </div></div><div class="c x101 y982 w82 hd8"><div class="t m0 x57 h3 y970 ff2 fs1 fc0 sc0 ls26 ws0">58<span class="ls0"> </span></div></div><div class="c x53 y984 w7f hda"><div class="t m0 x4a h28 y97d ff2 fs6 fc0 sc1 ls0 ws0">206 - ANTI<span class="_ _7"></span>-COMPETITIVE BE<span class="_ _7"></span>HAVIO<span class="_ _7"></span>R<span class="sc0"> </span></div></div><div class="c x53 y985 w80 hd1"><div class="t m0 x4a h28 y97f ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x104 y985 w81 hd1"><div class="t m0 x4a h3 y959 ff2 fs1 fc0 sc0 ls26 ws0">206<span class="ls0">-<span class="ff5">1 Działania prawne dotyczące </span></span></div><div class="t m0 x4a h3 y1ea ff5 fs1 fc0 sc0 ls0 ws0">zachowań <span class="ff2">antykonkurencyjnych, praktyk </span></div><div class="t m0 x4a h3 y94a ff2 fs1 fc0 sc0 ls0 ws0">antymonopolowych i monopolistycznych </div></div><div class="c x100 y985 w7c hd1"><div class="t m0 x9a h3 y959 ff2 fs1 fc0 sc0 ls0 ws0">Nie stwierdzono </div></div><div class="c x101 y985 w82 hd1"><div class="t m0 x57 h3 y959 ff2 fs1 fc0 sc0 ls26 ws0">58<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y9d ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x53 y986 w83 hdb"><div class="t m0 x1b h17 y987 ff2 fs3 fc0 sc1 ls0 ws0">GRI </div><div class="t m0 x4a h17 y988 ff2 fs3 fc0 sc1 ls0 ws0">STANDARD </div></div><div class="c x46 y986 w84 hdb"><div class="t m0 x83 h9 y989 ff2 fs0 fc0 sc1 ls0 ws0">UJAWNIENIE </div></div><div class="c x105 y986 w85 hdb"><div class="t m0 x73 h9 y989 ff5 fs0 fc0 sc1 ls0 ws0">ODNIESIENIE/ ODPOWIE<span class="_ _5"></span>DŹ<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x101 y986 w7d hdb"><div class="t m0 x102 h9 y989 ff2 fs0 fc0 sc1 ls0 ws0">STRONA </div></div><div class="c x53 y98a w7e hdc"><div class="t m0 x4a h9 y60 ff2 fs0 fc1 sc4 ls0 ws0">GRI 300: ENVIROME<span class="_ _1"></span>NTAL<span class="fc0 sc1"> </span></div></div><div class="c x53 y5bf w7e h79"><div class="t m0 x4a h9 y78 ff2 fs0 fc0 sc1 ls0 ws0">301 <span class="ff5">–</span> MATERIALS 20<span class="_ _1"></span>16<span class="fc1 sc4"> </span></div></div><div class="c x53 y98b w83 hdd"><div class="t m0 x4a h28 y969 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y98b w84 hdd"><div class="t m0 x4a h3 y98c ff2 fs1 fc0 sc0 ls26 ws0">301<span class="ls0">-<span class="ff5">1 Zużycie materiałów w </span>organizacji </span></div></div><div class="c x105 y98b w85 hdd"><div class="t m0 x15 h3 y98c ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y98b w7d hdd"><div class="t m0 xdc h3 y98c ff2 fs1 fc0 sc0 ls26 ws0">24<span class="ls0">-</span>26<span class="ls0"> </span></div></div><div class="c x53 y98d w83 hd7"><div class="t m0 x4a h28 y981 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y98d w84 hd7"><div class="t m0 x4a h3 y953 ff2 fs1 fc0 sc0 ls26 ws0">301<span class="ls0">-<span class="ff5">2 Zużycie materiałów wejściowych z </span></span></div><div class="t m0 x4a h3 y954 ff2 fs1 fc0 sc0 ls0 ws0">recyklingu </div></div><div class="c x105 y98d w85 hd7"><div class="t m0 x15 h3 y953 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y98d w7d hd7"><div class="t m0 x57 h3 y953 ff2 fs1 fc0 sc0 ls26 ws0">26<span class="ls0"> </span></div></div><div class="c x53 y98e w7e hdc"><div class="t m0 x4a h9 y60 ff2 fs0 fc0 sc1 ls0 ws0">302 ENERGY<span class="fs6"> <span class="sc0"> </span></span></div></div><div class="c x53 y656 w83 h63"><div class="t m0 x4a h28 y945 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y656 w84 h63"><div class="t m0 x4a h3 y94a ff2 fs1 fc0 sc0 ls26 ws0">302<span class="ls0">-<span class="ff5">1 Zużycie energii w organizacji</span> </span></div></div><div class="c x105 y656 w85 h63"><div class="t m0 x15 h3 y94a ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y656 w7d h63"><div class="t m0 xdc h3 y94a ff2 fs1 fc0 sc0 ls26 ws0">19<span class="ls0">-</span>21<span class="ls0"> </span></div></div><div class="c x53 y98f w83 hdd"><div class="t m0 x4a h28 y969 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y98f w84 hdd"><div class="t m0 x4a h3 y98c ff2 fs1 fc0 sc0 ls26 ws0">302<span class="ls0">-<span class="ff5">3 Energochłonność</span> </span></div></div><div class="c x105 y98f w85 hdd"><div class="t m0 x15 h3 y98c ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y98f w7d hdd"><div class="t m0 x57 h3 y98c ff2 fs1 fc0 sc0 ls26 ws0">21<span class="ls0"> </span></div></div><div class="c x53 y990 w83 h62"><div class="t m0 x4a h28 y945 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y990 w84 h62"><div class="t m0 x4a h3 y94a ff2 fs1 fc0 sc0 ls26 ws0">302<span class="ls0">-<span class="ff5">4 Zmniejszenie zużycia energii</span> </span></div></div><div class="c x105 y990 w85 h62"><div class="t m0 x15 h3 y94a ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y990 w7d h62"><div class="t m0 xdc h3 y94a ff2 fs1 fc0 sc0 ls26 ws0">19<span class="ls0">-</span>21<span class="ls0"> </span></div></div><div class="c x53 y315 w7e h45"><div class="t m0 x4a h9 y78 ff2 fs0 fc0 sc1 ls0 ws0">303 - WATER AND EFFL<span class="_ _1"></span>UENTS<span class="sc0"> </span></div></div><div class="c x53 y991 w83 hdd"><div class="t m0 x4a h28 y969 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y991 w84 hdd"><div class="t m0 x4a h3 y98c ff2 fs1 fc0 sc0 ls26 ws0">303<span class="ls0">-<span class="ff5">3 Pobór wody</span> </span></div></div><div class="c x105 y991 w85 hdd"><div class="t m0 x15 h3 y98c ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y991 w7d hdd"><div class="t m0 x57 h3 y98c ff2 fs1 fc0 sc0 ls26 ws0">29<span class="ls0"> </span></div></div><div class="c x53 y992 w83 hdd"><div class="t m0 x4a h28 y969 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y992 w84 hdd"><div class="t m0 x4a h3 y98c ff2 fs1 fc0 sc0 ls26 ws0">303<span class="ls0">-4 Zrzut wody </span></div></div><div class="c x105 y992 w85 hdd"><div class="t m0 x15 h3 y98c ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y992 w7d hdd"><div class="t m0 x57 h3 y98c ff2 fs1 fc0 sc0 ls26 ws0">29<span class="ls0"> </span></div></div><div class="c x53 y8d1 w83 hcd"><div class="t m0 x4a h28 y969 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y8d1 w84 hcd"><div class="t m0 x4a h3 y98c ff2 fs1 fc0 sc0 ls26 ws0">303<span class="ls0">-<span class="ff5">5 Zużycie wody</span> </span></div></div><div class="c x105 y8d1 w85 hcd"><div class="t m0 x15 h3 y98c ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y8d1 w7d hcd"><div class="t m0 x57 h3 y98c ff2 fs1 fc0 sc0 ls26 ws0">29<span class="ls0"> </span></div></div><div class="c xd y993 w51 hd7"><div class="t m0 x4 h5 y212 ff3 fs2 fc17 sc0 ls0 ws0">INDEKSY </div></div><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:986.980000px;bottom:1384.080000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:986.980000px;bottom:1284.340000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:986.980000px;bottom:1208.320000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:986.980000px;bottom:1077.340000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:974.500000px;bottom:734.600000px;width:13.620000px;height:21.860000px;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:998.260000px;bottom:734.600000px;width:13.620000px;height:21.860000px;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:986.380000px;bottom:681.920000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:974.500000px;bottom:552.320000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:998.260000px;bottom:552.320000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:499.640000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:974.500000px;bottom:446.960000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:998.260000px;bottom:446.960000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:336.720000px;width:13.620000px;height:21.850000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:284.040000px;width:13.620000px;height:21.850000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:231.360000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf55" class="pf w0 h0" ><div class="pc pc55 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe7 h59 y967 ff1 fs1 fc0 sc0 ls0 ws0">Strona | <span class="ls26">85</span>  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x53 y968 w83 hd4"><div class="t m0 x1b h17 y8dc ff2 fs3 fc0 sc1 ls0 ws0">GRI </div><div class="t m0 x4a h17 y969 ff2 fs3 fc0 sc1 ls0 ws0">STANDARD </div></div><div class="c x46 y968 w84 hd4"><div class="t m0 x83 h9 y214 ff2 fs0 fc0 sc1 ls0 ws0">UJAWNIENIE </div></div><div class="c x105 y968 w85 hd4"><div class="t m0 x73 h9 y214 ff5 fs0 fc0 sc1 ls0 ws0">ODNIESIENIE/ ODPOWIE<span class="_ _5"></span>DŹ<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x101 y968 w7d hd4"><div class="t m0 x102 h9 y214 ff2 fs0 fc0 sc1 ls0 ws0">STRONA </div></div><div class="c x53 y96a w7e h79"><div class="t m0 x4a h9 y78 ff2 fs0 fc1 sc4 ls0 ws0">GRI 300: ENVIROME<span class="_ _1"></span>NTAL<span class="fc0 sc1"> </span></div></div><div class="c x53 y994 w7e h79"><div class="t m0 x4a h9 y78 ff2 fs0 fc0 sc1 ls0 ws0">301 <span class="ff5">–</span> MATERIALS 20<span class="_ _1"></span>16<span class="fc1 sc4"> </span></div></div><div class="c x53 y995 w7e h45"><div class="t m0 x4a h9 y78 ff2 fs0 fc0 sc1 ls0 ws0">305 EMISSIONS<span class="fs6 sc0"> </span></div></div><div class="c x53 y996 w83 hda"><div class="t m0 x4a h28 y997 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y996 w84 hda"><div class="t m0 x4a h3 y998 ff2 fs1 fc0 sc0 ls26 ws0">305<span class="ls0">-1 Direct (Scope 1) GHG emissions </span></div></div><div class="c x105 y996 w85 hda"><div class="t m0 x15 h28 y97d ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y996 w7d hda"><div class="t m0 x57 h3 y998 ff2 fs1 fc0 sc0 ls26 ws0">21<span class="ls0"> </span></div></div><div class="c x53 y4a8 w83 hd8"><div class="t m0 x4a h28 y981 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y4a8 w84 hd8"><div class="t m0 x4a h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">305<span class="ls0">-2 Energy indirect (Scope 2) GHG </span></div><div class="t m0 x4a h3 y954 ff2 fs1 fc0 sc0 ls0 ws0">emissions </div></div><div class="c x105 y4a8 w85 hd8"><div class="t m0 x15 h28 y999 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y4a8 w7d hd8"><div class="t m0 x57 h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">21<span class="ls0"> </span></div></div><div class="c x53 y99a w83 hce"><div class="t m0 x4a h28 yb1 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y99a w84 hce"><div class="t m0 x4a h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">305<span class="ls0">-</span>3 <span class="ls0">Other indirect (Scope 3) GHG </span></div><div class="t m0 x4a h3 y94a ff2 fs1 fc0 sc0 ls0 ws0">emissions </div></div><div class="c x105 y99a w85 hce"><div class="t m0 x15 h28 y999 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y99a w7d hce"><div class="t m0 x57 h2 y1ea ff2 fs1 fc0 sc0 ls26 ws0">21<span class="ff1 fs0 ls0"> </span></div></div><div class="c x53 y5dc w7e h45"><div class="t m0 x4a h9 y78 ff2 fs0 fc0 sc1 ls0 ws0">306 WASTE<span class="sc0"> </span></div></div><div class="c x53 y99b w83 hda"><div class="t m0 x4a h28 y99c ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y99b w84 hda"><div class="t m0 x4a h3 y998 ff2 fs1 fc0 sc0 ls26 ws0">306<span class="ls0">-3 Odpady wytworzone </span></div></div><div class="c x105 y99b w85 hda"><div class="t m0 x15 h28 y97d ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y99b w7d hda"><div class="t m0 xdc h3 y998 ff2 fs1 fc0 sc0 ls26 ws0">26<span class="ls0">-</span>29<span class="ls0"> </span></div></div><div class="c x53 y516 w83 hde"><div class="t m0 x4a h28 y99c ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y516 w84 hde"><div class="t m0 x4a h3 y99d ff2 fs1 fc0 sc0 ls26 ws0">306<span class="ls0">-4 Odpady skierowane do odzysku </span></div></div><div class="c x105 y516 w85 hde"><div class="t m0 x15 h28 y99e ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y516 w7d hde"><div class="t m0 xdc h28 y99d ff2 fs1 fc0 sc0 ls26 ws0">26<span class="ls0">-</span>29<span class="fs6 ls0"> </span></div></div><div class="c x53 y99f w83 hdf"><div class="t m0 x4a h28 y99c ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y99f w84 hdf"><div class="t m0 x4a h3 y99d ff2 fs1 fc0 sc0 ls26 ws0">306<span class="ls0">-5 Odpady skierowane do utylizacji </span></div></div><div class="c x105 y99f w85 hdf"><div class="t m0 x15 h28 y99e ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y99f w7d hdf"><div class="t m0 xdc h28 y99d ff2 fs1 fc0 sc0 ls26 ws0">26<span class="ls0">-</span>29<span class="fs6 ls0"> </span></div></div><div class="c x53 y9a0 w7e h45"><div class="t m0 x4a h9 y78 ff2 fs0 fc0 sc1 ls0 ws0">308 SUPPLIER ENV<span class="_ _1"></span>IRONMENTAL ASSESSME<span class="_ _5"></span>NT<span class="_ _7"></span><span class="sc0"> </span></div></div><div class="c x53 y9a1 w83 hce"><div class="t m0 x4a h28 y981 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y9a1 w84 hce"><div class="t m0 x4a h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">308<span class="ls0">-1 <span class="ff5">Ocena oddziaływania na </span></span></div><div class="t m0 x4a h3 y954 ff5 fs1 fc0 sc0 ls0 ws0">środowisko<span class="ff2"> </span></div></div><div class="c x105 y9a1 w85 hce"><div class="t m0 x15 h28 y999 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y9a1 w7d hce"><div class="t m0 xdc h3 y1ea ff2 fs1 fc0 sc0 ls26 ws0">60<span class="ls0">-</span>62<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y9a2 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x53 y9a3 w86 he0"><div class="t m0 x1b h17 y9a4 ff2 fs3 fc0 sc1 ls0 ws0">GRI </div><div class="t m0 x4a h17 y9a5 ff2 fs3 fc0 sc1 ls0 ws0">STANDARD </div></div><div class="c x46 y9a3 w87 he0"><div class="t m0 x106 h9 y9a6 ff2 fs0 fc0 sc1 ls0 ws0">UJAWNIENIE </div></div><div class="c x100 y9a3 w88 he0"><div class="t m0 x75 h9 y9a6 ff5 fs0 fc0 sc1 ls0 ws0">ODNIESIENIE/ ODPOWIE<span class="_ _5"></span>DŹ<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x107 y9a3 w89 he0"><div class="t m0 x19 h9 y9a6 ff2 fs0 fc0 sc1 ls0 ws0">STRONA </div></div><div class="c x53 y9a7 w7e hd9"><div class="t m0 x4a h9 y4e0 ff2 fs0 fc1 sc4 ls0 ws0">GRI 400: SOCIAL<span class="fc0 sc1"> </span></div></div><div class="c x53 y9a8 w7e hdc"><div class="t m0 x4a h9 y84 ff2 fs0 fc0 sc1 ls0 ws0">401 <span class="ff5">–</span> EMPLOYMEN<span class="_ _1"></span>T<span class="fc1 sc4"> </span></div></div><div class="c x53 y9a9 w86 he1"><div class="t m0 x4a h28 y389 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y9a9 w87 he1"><div class="t m0 x4a h3 y4df ff2 fs1 fc0 sc0 ls26 ws0">401<span class="ls0">-1 Zatrudnianie nowych </span></div><div class="t m0 x4a h3 yb ff5 fs1 fc0 sc0 ls0 ws0">pracowników i rotacja pracowników<span class="ff2"> </span></div></div><div class="c x100 y9a9 w88 he1"><div class="t m0 x25 h28 y945 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y9a9 w89 he1"><div class="t m0 x31 h3 y4df ff2 fs1 fc0 sc0 ls26 ws0">34<span class="ls0"> </span></div></div><div class="c x53 y9aa w86 he2"><div class="t m0 x4a h28 y482 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y9aa w87 he2"><div class="t m0 x4a h3 y2ca ff2 fs1 fc0 sc0 ls26 ws0">401<span class="ls0">-3 Urlop rodzicielski  </span></div></div><div class="c x100 y9aa w88 he2"><div class="t m0 x25 h3 y2ca ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y9aa w89 he2"><div class="t m0 x31 h3 y2ca ff2 fs1 fc0 sc0 ls26 ws0">47<span class="ls0"> </span></div></div><div class="c x53 y78f w7e he2"><div class="t m0 x4a h9 y9ab ff2 fs0 fc0 sc1 ls0 ws0">403 - OCCUPATIONAL HEA<span class="_ _1"></span>LTH AND SAFETY </div></div><div class="c x53 y9ac w86 he1"><div class="t m0 x4a h28 y389 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y9ac w87 he1"><div class="t m0 x4a h3 y4df ff2 fs1 fc0 sc0 ls26 ws0">403<span class="ls0">-<span class="ff5">1 System zarządzania </span></span></div><div class="t m0 x4a h3 yb ff5 fs1 fc0 sc0 ls0 ws0">bezpieczeństwem i higieną pracy<span class="ff2"> </span></div></div><div class="c x100 y9ac w88 he1"><div class="t m0 x25 h3 y4df ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y9ac w89 he1"><div class="t m0 x6c h3 y4df ff2 fs1 fc0 sc0 ls26 ws0">36<span class="ls0">-</span>40<span class="ls0">9 </span></div></div><div class="c x53 y588 w86 he3"><div class="t m0 x4a h28 y389 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y588 w87 he3"><div class="t m0 x4a h3 y4d8 ff2 fs1 fc0 sc0 ls26 ws0">403<span class="ls0">-<span class="ff5">2 Identyfikacja zagrożeń, ocena </span></span></div><div class="t m0 x4a h3 yb ff5 fs1 fc0 sc0 ls0 ws0">ryzyka i badanie zdarzeń<span class="ff2"> </span></div></div><div class="c x100 y588 w88 he3"><div class="t m0 x25 h3 y4d8 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y588 w89 he3"><div class="t m0 x57 h3 y4d8 ff2 fs1 fc0 sc0 ls26 ws0">36<span class="ls0">-</span>40<span class="ls0"> </span></div></div><div class="c x53 y9ad w86 he3"><div class="t m0 x4a h28 y9ae ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y9ad w87 he3"><div class="t m0 x4a h3 y4d8 ff2 fs1 fc0 sc0 ls26 ws0">403<span class="ls0">-<span class="ff5">4 Udział pracowników, </span></span></div><div class="t m0 x4a h3 yb ff2 fs1 fc0 sc0 ls0 ws0">konsultacje </div></div><div class="c x100 y9ad w88 he3"><div class="t m0 x25 h3 y4d8 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y9ad w89 he3"><div class="t m0 x57 h3 y4d8 ff2 fs1 fc0 sc0 ls26 ws0">36<span class="ls0">-</span>40<span class="ls0"> </span></div></div><div class="c xd y9af w51 hd7"><div class="t m0 x4 h5 y212 ff3 fs2 fc17 sc0 ls0 ws0">INDEKSY </div></div><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:1240.020000px;width:13.620000px;height:21.850000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:1185.060000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:986.380000px;bottom:1109.040000px;width:13.620000px;height:21.860000px;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:974.500000px;bottom:975.440000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:998.260000px;bottom:975.440000px;width:13.620000px;height:21.860000px;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:974.500000px;bottom:920.500000px;width:13.620000px;height:21.850000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:998.260000px;bottom:920.500000px;width:13.620000px;height:21.850000px;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:974.500000px;bottom:865.540000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:998.260000px;bottom:865.540000px;width:13.620000px;height:21.860000px;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:974.500000px;bottom:753.020000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:998.260000px;bottom:753.020000px;width:13.620000px;height:21.860000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:974.380000px;bottom:472.360000px;width:13.620000px;height:12.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:974.380000px;bottom:415.820000px;width:13.620000px;height:12.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:957.940000px;bottom:342.020000px;width:13.620000px;height:12.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:981.700000px;bottom:342.020000px;width:13.620000px;height:12.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:962.500000px;bottom:285.480000px;width:13.620000px;height:12.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:986.260000px;bottom:285.480000px;width:13.620000px;height:12.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:962.500000px;bottom:228.920000px;width:13.620000px;height:12.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:986.260000px;bottom:228.920000px;width:13.620000px;height:12.990000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf56" class="pf w0 h0" ><div class="pc pc56 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe7 h59 y967 ff1 fs1 fc0 sc0 ls0 ws0">Strona | <span class="ls26">86</span>  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x53 y9b0 w86 he4"><div class="t m0 x1b h17 y9a4 ff2 fs3 fc0 sc1 ls0 ws0">GRI </div><div class="t m0 x4a h17 y9a5 ff2 fs3 fc0 sc1 ls0 ws0">STANDARD </div></div><div class="c x46 y9b0 w87 he4"><div class="t m0 x106 h9 y9a6 ff2 fs0 fc0 sc1 ls0 ws0">UJAWNIENIE </div></div><div class="c x100 y9b0 w88 he4"><div class="t m0 x75 h9 y9a6 ff5 fs0 fc0 sc1 ls0 ws0">ODNIESIENIE/ ODPOWIE<span class="_ _5"></span>DŹ<span class="_ _7"></span><span class="ff2"> </span></div></div><div class="c x107 y9b0 w89 he4"><div class="t m0 x19 h9 y9a6 ff2 fs0 fc0 sc1 ls0 ws0">STRONA </div></div><div class="c x53 y39 w7e h79"><div class="t m0 x4a h9 y84 ff2 fs0 fc1 sc4 ls0 ws0">GRI 400: SOCIAL<span class="fc0 sc1"> </span></div></div><div class="c x53 y419 w7e h79"><div class="t m0 x4a h9 y4e0 ff2 fs0 fc0 sc1 ls0 ws0">401 <span class="ff5">–</span> EMPLOYMEN<span class="_ _1"></span>T<span class="fc1 sc4"> </span></div></div><div class="c x46 y3a2 w87 he3"><div class="t m0 x4a h3 y4d8 ff2 fs1 fc0 sc0 ls0 ws0">i komunikacja w zakresie </div><div class="t m0 x4a h3 yb ff5 fs1 fc0 sc0 ls0 ws0">bezpieczeństwa i <span class="ff2">higieny pracy </span></div></div><div class="c x53 y3dd w86 he5"><div class="t m0 x4a h28 y9b1 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y3dd w87 he5"><div class="t m0 x4a h3 y9b2 ff2 fs1 fc0 sc0 ls26 ws0">403<span class="ls0">-<span class="ff5">5 Szkolenie pracowników w </span></span></div><div class="t m0 x4a h3 y8dd ff2 fs1 fc0 sc0 ls0 ws0">zakresie </div><div class="t m0 x4a h3 yb ff5 fs1 fc0 sc0 ls0 ws0">bezpieczeństwa i higieny pracy<span class="ff2"> </span></div></div><div class="c x100 y3dd w88 he5"><div class="t m0 x25 h3 y9b2 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y3dd w89 he5"><div class="t m0 x57 h3 y9b2 ff2 fs1 fc0 sc0 ls26 ws0">36<span class="ls0">-</span>40<span class="ls0"> </span></div></div><div class="c x53 y9b3 w86 he6"><div class="t m0 x4a h28 y27f ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y9b3 w87 he6"><div class="t m0 x4a h3 y915 ff2 fs1 fc0 sc0 ls26 ws0">403<span class="ls0">-<span class="ff5">8 Pracownicy objęci systemem </span></span></div><div class="t m0 x4a h3 y4d8 ff5 fs1 fc0 sc0 ls0 ws0">zarządzania bezpieczeństwem i </div><div class="t m0 x4a h3 yb ff5 fs1 fc0 sc0 ls0 ws0">higieną pracy<span class="ff2"> </span></div></div><div class="c x100 y9b3 w88 he6"><div class="t m0 x25 h3 y915 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y9b3 w89 he6"><div class="t m0 x31 h3 y915 ff2 fs1 fc0 sc0 ls0 ws0">38 </div></div><div class="c x53 y9b4 w86 he2"><div class="t m0 x4a h28 y9b5 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x46 y9b4 w87 he2"><div class="t m0 x4a h3 y2ca ff2 fs1 fc0 sc0 ls26 ws0">403<span class="ls0">-9 <span class="ff5">Urazy związane z pracą</span> </span></div></div><div class="c x100 y9b4 w88 he2"><div class="t m0 x25 h3 y2ca ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y9b4 w89 he2"><div class="t m0 x31 h3 y2ca ff2 fs1 fc0 sc0 ls0 ws0">36 </div></div><div class="c x53 y9b6 w7e he7"><div class="t m0 x4a h9 y1dd ff2 fs0 fc0 sc1 ls0 ws0">404 - TRAINING AND ED<span class="_ _1"></span>UCATION </div></div><div class="c x53 y1d8 w8a he8"><div class="t m0 x4a h9 y43a ff2 fs0 fc0 sc1 ls0 ws0"> </div></div><div class="c x108 y1d8 w8b he8"><div class="t m0 x102 h3 y2c9 ff2 fs1 fc0 sc0 ls26 ws0">404<span class="ls0">-<span class="ff5">1 Średnia liczba godzin </span></span></div><div class="t m0 x102 h9 y140 ff2 fs1 fc0 sc0 ls0 ws0">szkoleniowych na pracownika rocznie<span class="fs0 sc1"> </span></div></div><div class="c x100 y1d8 w88 he8"><div class="t m0 x25 h3 y9b7 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y1d8 w89 he8"><div class="t m0 x31 h3 y9b7 ff2 fs1 fc0 sc0 ls26 ws0">42<span class="ls0"> </span></div></div><div class="c x53 y56e w8a he9"><div class="t m0 x4a h3 y358 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y56e w8b he9"><div class="t m0 x102 h3 y9b8 ff2 fs1 fc0 sc0 ls26 ws0">404<span class="ls0">-2 Programy podnoszenia </span></div><div class="t m0 x102 h3 y358 ff5 fs1 fc0 sc0 ls0 ws0">kwalifikacji pracowników i programy </div><div class="t m0 x102 h3 y9b9 ff5 fs1 fc0 sc0 ls0 ws0">pomocy w okresie przejściowym<span class="ff2"> </span></div></div><div class="c x100 y56e w88 he9"><div class="t m0 x25 h3 y358 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y56e w89 he9"><div class="t m0 x57 h3 y358 ff2 fs1 fc0 sc0 ls26 ws0">42<span class="ls0">-</span>44<span class="ls0"> </span></div></div><div class="c x53 y8e7 w7e hea"><div class="t m0 x4a h9 y9ba ff2 fs0 fc0 sc1 ls0 ws0">405 <span class="ff5">–</span> DIVERSITY AND EQU<span class="_ _1"></span>AL OPPORTUNITY </div></div><div class="c x53 y9bb w8a heb"><div class="t m0 x4a h3 y9b7 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y9bb w8b heb"><div class="t m0 x102 h3 y358 ff2 fs1 fc0 sc0 ls26 ws0">405<span class="ls0">-<span class="ff5">1 Różnorodność organów </span></span></div><div class="t m0 x102 h3 y9b9 ff5 fs1 fc0 sc0 ls0 ws0">zarządzających i pracowników<span class="ff2"> </span></div></div><div class="c x100 y9bb w88 heb"><div class="t m0 x25 h3 y9b7 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y9bb w89 heb"><div class="t m0 x57 h3 y9b7 ff2 fs1 fc0 sc0 ls26 ws0">44<span class="ls0">-</span>47<span class="ls0"> </span></div></div><div class="c x53 y49 w8a he8"><div class="t m0 x4a h3 y9b7 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y49 w8b he8"><div class="t m0 x102 h3 y2c9 ff2 fs1 fc0 sc0 ls26 ws0">405<span class="ls0">-2 Stosunek <span class="ff5">wynagrodzeń kobiet </span></span></div><div class="t m0 x102 h3 y140 ff5 fs1 fc0 sc0 ls0 ws0">do mężczyzn<span class="ff2"> </span></div></div><div class="c x100 y49 w88 he8"><div class="t m0 x25 h3 y9b7 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y49 w89 he8"><div class="t m0 x31 h3 y9b7 ff2 fs1 fc0 sc0 ls26 ws0">45<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h9 y103 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y68a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y7a9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9bc ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9bd ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9be ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9bf ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9c0 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9c1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y247 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y673 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 yca ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y139 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9c2 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y6f7 w51 h18"><div class="t m0 x4 h5 y175 ff3 fs2 fc17 sc0 ls0 ws0">INDEKSY </div></div><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:962.500000px;bottom:1279.420000px;width:13.620000px;height:12.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:986.260000px;bottom:1279.420000px;width:13.620000px;height:12.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:974.380000px;bottom:1196.920000px;width:13.620000px;height:12.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:974.380000px;bottom:1118.400000px;width:13.620000px;height:12.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:974.380000px;bottom:1030.100000px;width:13.620000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:962.500000px;bottom:958.340000px;width:13.620000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:986.260000px;bottom:958.340000px;width:13.620000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:962.500000px;bottom:847.080000px;width:13.620000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:986.260000px;bottom:847.080000px;width:13.620000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:974.380000px;bottom:787.940000px;width:13.620000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf57" class="pf w0 h0" ><div class="pc pc57 w0 h0"><img class="bi x0 yc w24 hb" alt="" 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ABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAUHQAAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAAIoOAABA0QEAABDHqGkaVwAAABgi7+gAAAAUHQAAAP0aO8HgFEXhCD3IsszBAcCfYD55RkTgHR0AAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAoOgAAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAAFB0AAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAACKDgAAQNEBAAAQx6hpGlcAAAAYIu/oAAAAFB0AAAD9GjvB4BRF4Qg9yLLMwQHAn2A+eUZE4B0dAACAogMAAEDRAQAAoOgAAAAUHQAAAIoOAAAARQcAAKDoAAAAUHQAAAAoOgAAABQdAACAogMAAEDRAQAAoOgAAAAUHQAAAIoOAAAARQcAAICiAwAAUHQAAAAoOgAAABQdAACAogMAAEDRAQAAoOgAAABQdAAAAIoOAAAARQcAAICiAwAAUHQAAAAoOgAAABQdAAAAig4AAEDRAQAAEMeoaRpXAAAAGCLv6AAAABQdAAAA/Ro7weAUReEIPciyzMEBwJ9gPnlGROAdHQAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAUHQAAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAAIoOAABA0QEAABDHqGkaVwAAABgi7+gAAAAUHQAAAP0aO8HgFEXhCD3IsszBAcCfYD55RkTgHR0AAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAoOgAAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAAFB0AAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAACKDgAA4BqNmqZxBQAAgCHyjg4AAEDRAQAA0K+xEwxOURSOAABcqyzLfOcZyjMiAu/oAAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAABFBwAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAUHQAAACKDgAAAEUHAACAogMAAFB0AAAADMuoaRpXAAAAGCLv6AAAABQdAAAAig4AAABFBwAAoOgAAABQdAAAACg6AAAARQcAAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAoOgAAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAAFB0AAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAACKDgAAQNEBAACg6AAAAFB0AAAAig4AAABFBwAAgKIDAABA0QEAACg6AAAAFB0AAACKDgAAQNEBAACg6AAAAFB0AAAAKDoAAABFBwAAgKIDAABA0QEAACg6AAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAABFBwAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAUHQAAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAAIoOAABA0QEAAKDoAAAAUHQAAACKDgAAAEUHAACAogMAAEDRAQAAKDoAAAAUHQAAAIoOAABA0QEAAKDoAAAAUHQAAAAoOgAAAEUHAACAogMAAEDRAQAAKDoAAAAUHQAAAIoOAAAARQcAAKDoAAAAUHQAAAAoOgAAAEUHAACAogMAAEDRAQAAoOgAAAAUHQAAAIoOAAAARQcAAKDoAAAAUHQAAAAoOgAAABQdAACAogMAAEDRAQAAoOgAAAAUHQAAAIoOAAAARQcAAKDoAAAAUHQAAAAoOgAAABQdAACAogMAAEDRAQAAoOgAAAAUHQAAAIoOAAAARQcAAICiAwAAUHQAAAAoOgAAABQdAACAogMAAEDRAQAAoOgAAABQdAAAAIoOAAAARQcAAICiAwAAUHQAAAAoOgAAABQdAAAAig4AAEDRAQAAoOgAAABQdAAAAIoOAAAARQcAAICiAwAAQNEBAAAoOgAAABQdAAAAig4AAEDRAQAAoOgAAABQdAAAACg6AAAARQcAAICiAwAAQNEBAAAoOgAAABQdAAAAig4AAABFBwAAoOgAAABQdAAAACg6AAAARQcAAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAoOgAAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAAFB0AAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAACKDgAAQNEBAACg6AAAAFB0AAAAig4AAABFBwAAgKIDAABA0QEAACg6AAAAFB0AAACKDgAAQNEBAACg6AAAAFB0AAAAKDoAAABFBwAAgKIDAABA0QEAACg6AAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAABFBwAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAUHQAAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAAIoOAABA0QEAAKDoAAAAUHQAAACKDgAAAEUHAACAogMAAEDRAQAAKDoAAAAUHQAAAIoOAABA0QEAAKDoAAAAUHQAAAAoOgAAAEUHAACAogMAAEDRAQAAKDoAAAAUHQAAAIoOAAAARQcAAKDoAAAAUHQAAAAoOgAAAEUHAACAogMAAEDRAQAAoOgAAAAUHQAAAIoOAAAARQcAAKDoAAAAUHQAAAAoOgAAABQdAACAogMAAEDRAQAAoOgAAAAUHQAAAIoOAAAARQcAAICiAwAAUHQAAAAoOgAAABQdAACAogMAAEDRAQAAoOgAAABQdAAAAIoOAAAARQcAAICiAwAAUHQAAAAoOgAAABQdAAAAig4AAEDRAQAAoOgAAABQdAAAAIoOAAAARQcAAICiAwAAQNEBAAAoOgAAABQdAAAAig4AAEDRAQAAoOgAAABQdAAAACg6AAAARQcAAICiAwAAQNEBAAAoOgAAABQdAAAAig4AAABFBwAAoOgAAABQdAAAACg6AAAARQcAAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAoOgAAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAAFB0AAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAAFB0AAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAACKDgAAQNEBAACg6AAAAFB0AAAAig4AAABFBwAAgKIDAABA0QEAACg6AAAAFB0AAACKDgAAQNEBAACg6AAAAFB0AAAAKDoAAABFBwAAgKIDAABA0QEAACg6AAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAABFBwAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAUHQAAACKDgAAAEUHAADAb+3d6XMU54H48e7pnhkd6ACEkBASxogYYpvLBnux4+AtaokTb1IpJ1t7ZPf9/hf712xVqpIq7zp7VOwyOMHBLMaYLOhAHMIgdIBAo3s0092/F70/LeV4HTt2YmR9Pi8oVWs00zM9L/z18/TzKDoAAABFBwAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAUHQAAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAAIoOAABA0QEAAKDoAAAAUHQAAACKDgAAAEUHAACAogMAAEDRAQAAKDoAAAAUHQAAAIoOAABA0QEAAKDoAAAAUHQAAAAoOgAAAEUHAACAogMAAEDRAQAAKDoAAAAUHQAAAIoOAAAARQcAAKDoAAAAUHQAAAAoOgAAAEUHAACAogMAAEDRAQAAoOgAAAAUHQAAAIoOAAAARQcAAKDoAAAAUHQAAAAoOgAAAEUHAACAogMAAEDRAQAAoOgAAAAUHQAAAIoOAAAARQcAAKDoAAAAUHQAAAAoOgAAABQdAACAogMAAEDRAQAAoOgAAAAUHQAAAIoOAAAARQcAAICiAwAAUHQAAAAoOgAAABQdAACAogMAAEDRAQAAoOgAAABQdAAAAIoOAAAARQcAAICiAwAAUHQAAAAoOgAAABQdAAAAig4AAEDRAQAAoOgAAABQdAAAAIoOAAAARQcAAICiAwAAQNEBAAAoOgAAABQdAAAAig4AAEDRAQAAoOgAAABQdAAAACg6AAAARQcAAICiAwAAQNEBAAAoOgAAABQdAAAAig4AAABFBwAAoOgAAABQdAAAACg6AAAARQcAAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAoOgAAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAAFB0AAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAACKDgAAQNEBAACg6AAAAFB0AAAAig4AAABFBwAAgKIDAABA0QEAACg6AAAAFB0AAACKDgAAQNEBAACg6AAAAFB0AAAAKDoAAABFBwAAgKIDAABA0QEAACg6AAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAABFBwAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAUHQAAACKDgAAAEUHAACAogMAAFB0AKE6kWMAABt9SURBVAAAKDoAAAAUHQAAAIoOAABA0QEAAKDoAAAAUHQAAACKDgAAAEUHAACAogMAAEDRAQAAKDoAAAAUHQAAAIoOAABA0QEAAKDoAAAAUHQAAAAoOgAAAEUHAACAogMAAEDRAQAAKDoAAAAUHQAAAIoOAAAARQcAAKDoAAAAUHQAAAAoOgAAAEUHAACAogMAAEDRAQAAoOgAAAAUHQAAAIoOAAAARQcAAKDoAAAAUHQAAAAoOgAAABQdAACAogMAAEDRAQAAoOgAAAAUHQAAAIoOAAAARQcAAICiAwAAUHQAAAAoOgAAABQdAACAogMAAEDRAQAAoOgAAABQdAAAAIoOAAAARQcAAICiAwAAUHQAAAAoOgAAABQdAAAAig4AAEDRAQAAoOgAAABQdAAAAIoOAAAARQcAAICiAwAAQNEBAAAoOgAAABQdAAAAig4AAEDRAQAAoOgAAABQdAAAACg6AAAARQcAAICiAwAAQNEBAAAoOgAAABQdAAAAig4AAABFBwAAoOgAAABQdAAAACg6AAAARQcAAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAoOgAAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAABQdAAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAICiAwAAQNEBAACg6AAAAFB0AAAAig4AAABFBwAAgKIDAABQdAAAACg6AAAAFB0AAACKDgAAQNEBAACg6AAAAFB0AAAAig4AAABFBwAAgKIDAABA0QEAACg6AAAAFB0AAACKDgAAQNEBAACg6AAAAFB0AAAAKDoAAABFBwAAgKIDAABA0QEAACg6AAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAABFBwAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACg6AAAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAFB0AAACKDgAAAEUHAACAogMAAFB0AAAAKDoAAAAUHQAAgKIDAABA0QEAAKDoAAAAUHQAAACKDgAAAEUHAACAogMAAFB0AAAAPPpiHwGfS5ZlKysrtVqtWq0uLS3Nz89XKpXFxcVarVav17Msi+O4VCqVSqW2traNGzeWSqVyudzQ0BDHcaHg/yAAAICi46tQq9Wmp6cnJydv3Lhx//79paWlKIo+JdKyLEvTNE3TYrHY1dW1devWbdu2dXR0NDY2+jABAOBLEWZZ5lPg0y0tLVUqlevXrw8NDS0tLRWLxYd/m6Zp3m//+60Kw/zf/If8MVmWFQqFnTt3fuMb3+jq6mpoaPDBAgCAouOPIsuypaWlmZmZixcv3rp1q16vh2FYKBTykbcsy6IoamxsLJVKzc3N+aTKKIrCMEySpFar1Wq1hYWFxcXFfIpm+JB6vV4sFjdt2vTUU0/19fU1Njauhh8AAKDo+KKSJBkdHT1z5kylUonjOAzDfP5kGIbd3d3PPvtsd3d3FEWf8dnSNB0bG7ty5cr169drtVqhUMjnatbr9fb29ieffHL37t1NTU0+dgAAUHR8IQsLC0NDQ8PDwzMzM3l3JUlSLpc3b978jW98Y/fu3aVS6Q9+8nq9fufOncHBwVu3blWr1Tzt8uc/ePBgf39/S0uL8ToAAFB0fG5ZllUqlV/+8pfT09NRFKVpmrfWyy+/vGvXri/95ebm5v7zP/9zamqqUChEUVSv1+M4/vM///Ndu3aJOgAAUHR8PtPT0ydPnpyamorjOM+5AwcOPPvss+Vy+Y/0iisrK2fPnh0cHEySJIqifOmUV155Zdu2bfY5AAAARcdnsry8PDo6+utf/zpJkizLsizr6uo6evRoV1fXn+DVl5aWzpw5MzQ0FARBPglz7969L7zwwh+vJAEAQNHxNTE/P//222/funUrjuMsyzZs2PDjH//4T19Ts7Oz//Vf/zU8PFwsFuv1el9f39GjRzdt2uQCAQDApzC3bV1LkuTChQu3b98uFotJkpRKpRMnTnwlg2Otra0vv/xyb29vvV6Pomh0dPStt96an593jQAA4FMYo1u/ZmZmzp8/PzQ0lK+D0tnZ+d3vfver3UWgWq2+//77Fy9ezE+ptbX1+9//fktLi4sFAACKjv9VqVT+7d/+rVKpFAqFer3e39//F3/xF4/IIpOXLl1655138v3uWlpaTpw40dHR4ZIBAICiIwiCYHl5+Y033rh3716hUEjT9Pjx4/39/Y/OngFpml65cuXs2bOLi4tBEERR9Morr/T29rpwAADwMe6jW3eWlpbee++9u3fvhmFYr9e//e1v7969+5HaAq5QKOzZs+dHP/pRuVzOm/PkyZO1Ws21AwAARbeupWk6ODiY3zuXJMm2bdv27NnzaJ5qc3Pz/v376/V6oVCYm5u7cuWK8WQAAFB069qNGzfOnDmTj849+eST3/ve9x7lvbyffvrpvXv35qtf/upXv3rvvffSNHURAQBA0a1HtVrtN7/5TbFYzLKso6Pj2LFjpVLpUT7hUql07Nix559/PkmSMAw/+OCD27dvu44AAKDo1p0kST744IPZ2dkkSbIse+mll9bGF7RQ2LdvX0dHRxiGURS9++67hukAAEDRrTt37969cOFCHMdBELz00kvd3d1r5czjOP7Wt76VD9NNT09fv37d1QQAAEW3vty8eTPLsjRNu7q6vvnNb66tk+/o6Ojt7U3TNI7jc+fOJUniggIAgKJbL6rV6uXLl/MtCo4fP/5I7VXwWZRKpeeee669vT0Igvv374+MjLimAACg6NaLmZmZpqamUql08ODBlpaWtfgWOjs7n3vuuSRJoii6dOmSawoAAEEQxD6C9WDr1q1//dd/vdbfxfbt20ulUpZl09PTaZo+yvsuAACAouP/lCRJpVKp1WqlUmnjxo35wTRNK5XKyspKsVhsb29fDZ40TRcXFxcWFsrlcltb2+qUy4WFhfn5+SiKWltb820MsiyrVCrVavXhRy4uLj548GB+fj4Mw7a2tra2toaGhodPZm5ubnFxMYqitra2YrG4uLg4Nzf3sROOoqipqampqalWq1UqlSzLGhsbN2zY8LnedalU6u/vHx4eTtP00qVL+/bt800AAEDRsfZMTEy8/vrrhUIhy7J/+Id/yNNofHz8X//1X/MHfP/73+/p6cl/npycfPvtt2dnZ4MgeO211zo7O4MgWF5e/o//+I+7d++mabpnz55jx45FUTQ7O/vTn/40TdMoiv7u7/6usbFxenr6l7/8ZaVSKRQKYRgmSdLd3X38+PHVqZtpmr7++uvz8/Npmj777LPPPffcm2++eefOnY+dcJqmO3bsePXVVy9evHj27NkgCFpbW//2b/82iqLP9cafeOKJwcHBQqFw4cKFvXv3FotFXwYAANYz89bWpGq1mu/PFgTB6dOnsyxLkmRoaCgIgiiK0jRdWFjIH5kkyeXLl2dmZqIoyrJscHAwP56vexlFUbFYHBoaeuedd9I0XT2YJEm9Xj9//vzPf/7zubm5vOXq9XoYhuPj4/mD8+e5efPm3NxcFEVxHOcLluQvlGVZfoZhGGZZlh+fnZ29fPlysViM43h2dvbGjRuf941v3ry5q6srCIL5+fmLFy/6JgAAsM4Zo1urRZdPqoyiaHR09O7du1EUXbt2bXXIa2lpKf/h/v37165dKxaLWZbFcXz9+vVvf/vbH3u2YrE4ODi4c+fO1QmcQRDcu3fv3LlzcRzX6/XOzs7jx4+Xy+U333xzYmLi6NGj+asvLy/nI2Z5wlUqldnZ2VdffTVN0/n5+X/+538OgiBN07/5m7/Jl6kcHh5eWFjITzKO4+Hh4f7+/s/1xsvl8q5du8bHxwuFwsDAwDPPPLPm1u0EAIAvkTG6NWllZSX/IR89GxgYmJmZqdVqqwdXf56ens53b8v/XVxcXI29XB5jURQNDAw8fPzevXt5LIVh+Oqrr7a3tzc2Nh47duzEiRObNm3KHzMxMTE+Pp6fQ/7I/EkKhcLDy5bkMzbDMLx9+3Ycx2ma5tuF37179w9471u2bAnDsFAo/O57AQAARccaMD8/XygU0jSt1+tRFF25cuXSpUv5eFpeVsvLy3mtDQwMxHGcJElHR0etVgvD8N13382nQeaSJMmnUI6Ojt6+fXv1+OTkZD6Ytnnz5oaGhkql8tZbb508efLDDz/8l3/5l3feeWdubu7SpUvVajVJkr6+vlKpVCgULl26tLi4+InnvLy8PDo6mmVZqVTasGFDlmULCwu/e8fd79XZ2VkqlfKM/AP+HAAAFB1fsdVqiuO4UCjU6/U8xvIlKwuFQrVaDYJgbm5uamoqCII0TZ944onGxsYoiq5evfrw4FiWZYcOHQqCIIqih2NvdZSvXC4HQXDv3r3h4eGJiYmJiYnJycnLly/fvn37o48+iuM4CIIXXnihr68vy7JqtXrt2rVPPOfr169Xq9U0TXt7e3fs2FGv1wuFwm9+85vVW/I+oziO8zmchULhDxvlAwAARcdXKZ91maZpW1tbkiSFQiEfiGttbc2XJMl77M6dO6tDcFeuXKnX6/kaKh9bU+Sxxx7r7+/Pf7V6cHWLgnyRlXK5XC6XV58tDMPp6el8WmaWZadOnRofH89nb37iuNnKysrY2Fh+x93ExMStW7fyJJuenp6env68b7+1tTX/89UFYAAAQNGxZuT3j2VZli/8uHqjWj5Qlj9gZmbm0qVL+czJKIryXbnDMMzXR8k3M8iVy+UjR44Ui8V8ycr8YE9PT56FDx48GBgYaGtr+6u/+qtnnnkmTdM0TeM4vnnzZr6sZRRFk5OTCwsL+e1zt27d+tiwW5ZlIyMjV69ezR+wuLiY74MXBEG9Xn945czPaMuWLfnbnJmZ8WUAAGA9s9blmpRPqgyCoKOjo6enJx8W27x5c2dnZ5qmhUJhaWlpeHh49V641e3jKpVKfrvdx+ZGtra2Hj58+N13310tut7e3q6ursnJyTiOT5482djYGMfx3NxcPhj4+OOPX716NYqiWq3W1taWr4OytLSUJEm1Wr1+/XqemqtnOzg4mN/51tjYmE8NTdN0dna2WCxOTU1NTU09/PjfKx+ZjOPYGB0AAIqOtSdJkny5yJaWll27duWzK5955pl8l4I8q0ZGRgqFQpIkJ06cWN0k4PTp0//93/8dhuHNmzdLpdLqGpVBEDzxxBP54ij5SFpDQ8Px48fPnTs3PDwcRdHKysrKykq+HMtzzz23vLycZVmtVuvq6nrttdfyZ7h169Ybb7wRhuG5c+deeeWVPOEKhcL9+/enpqbyBSp/8pOfrG4L/tOf/vT+/ftBEFy7du1zFV25XM7H6FbX/AQAgPUp+qd/+iefwppTq9WiKOrt7e3v7+/o6Ni4cWN7e/u+ffvy8beGhobt27c3NjY2NTXt3LnzwIEDq3+4cePGhYWFDRs2dHV19fX1JUnS3d29a9eufL7l9u3bkyRpaGjYsWPHjh07mpqaHn/88ccee2xmZiZJklKp9Pjjj3/3u9/dunVrvjRLX1/fkSNHmpqa8idvampqaGgIw7Czs7Ojo6NQKJRKpb6+vi1btiwvL7e1tT399NPd3d2rJ7Np06bFxcW2trbu7u7Ozs7P/vaXlpaGhobyvHz22Wd9HwAAWLfChxeyhzXh7t27P//5z/MRyH/8x3/0gQAAsG6ZdbkmDQ0N3bx5MwzDJ598sqenJwiC2dnZ9957r1Ao7NixY/fu3UEQ1Gq1+/fvDw4OTk1NZVm2cePGvXv3dnV15ZMeP/zww8nJyaampgMHDqzeZTc+Pn7p0qV8nZKGhoaenp4tW7a0tLTkt8ldvHhxYmJi27ZtXV1dg4OD1Wq1q6tr7969+a1309PTv/3tb8Mw3L9//8aNG9M0HR8fHxgYmJ2dzRfh7O7u7u/vb25u/uJvP4qifFEW3wQAABQda8+FCxfm5ubyNSfzopuYmLh+/XqWZQ8ePNi9e/fS0tLp06evXLkSx3F+k9vMzMzIyMj+/ftfeOGFMAzff//9NE1rtVpPT89q0Y2MjFy7di3vtyAIBgYGwjA8duzYnj17giA4f/58vV6/c+fOk08++dvf/rZYLF65cmV5efnw4cNBEIyOjg4ODmZZtnnz5ubm5pGRkVOnTq3eMjczM3Pjxo3BwcHXXntt9eAXJ+oAAFjn7F7wNZRl2a9+9aurV6/GcZzvQBCGYb1ej+P44sWLH3zwwaeHUP3/y//w7bff/sRNw8MwjKLo3LlzN2/e/Nif//rXvz516lS+EmaWZeVyOd8Kb2Zm5ktZy+ThbfFcbgAA1jNjdF9DDx48uHbtWp5zBw4cePHFF4MgGBgYOHnyZBzH586d2759+6cH4VNPPXXo0KE33nijUqkUCoVTp0594lqU+T54Z86c6evrWz04MzMzPDxcLBZrtdozzzzz/PPPB0Fw79698+fP9/T0fCmzLvOii6JodTgRAADWJ/9BvLblcylHRkbGx8dXD05MTGRZlmVZoVB46qmn8oN9fX1tbW15Dg0NDf3eZ25paTl8+HBeTdVq9XeH6fJtEoIguH///sM7fedbjee9d+TIkSzLqtVqU1PTiy++uHPnznzbgy+l6PKX8B0AAGA9M0a3hoVhODU19dZbb/1PnRcKeSzNzc2FYZimaXNzc3t7e/7b5ubm7u7ukZGRIAimp6c/y/P39vZ2d3ffuXMnTdOxsbGP/TYfJavX64VC4Y033shv53u46DZs2FAoFCqVyi9+8Yv5+fn8tw0NDSdOnPhcu8/9rmq1ms+3zDcrBwCAdcsQxxqWj5Kl/9/q2Nfq3WVJkqweXB1SCz7z0NbDd9PlC1p+zNatW48cOZKm6fz8/PDw8OqT5wNo+b/1en1+fj7fEj0Igvn5+YWFhS/4xufm5vK3sLoVHgAAKDrWnt7e3h/+8Ic//OEPH95ou7m5OZ9yWa1W5+bm8oOLi4tTU1N57G3cuPGz5OLY2Njdu3fzovvEHcDDMHziiSfy3cnzHQXyysozcmlpqVqtbtiw4eDBg/39/Q0NDZ+rJz9FfndflmWKDgAARccatmHDhm3btm3btu3hSNuxY0c+HTHLsl/84hf5ngRvvvnm7OxsmqZ5Yq1m2/379+/cuXPnzp3Z2dnVg5VK5fTp0ydPnszHADs7O/fu3fuJJ9DS0rJ///5arRaGYZ6L7e3tpVIpHzP82c9+NjIy0t3dnaZpfgdduVz+xDj8XKampoIgSNP0s6QpAAB8jbmP7uuZeQcPHjx79mwcx/Pz8ydPnsyPR1GUpun3vve91tbW/7n8cfz+++/nQ2ptbW35GpilUmliYmJiYiKfPxnH8Q9+8INP2URu//79Y2Njk5OT+czM1tbWl1566dSpU0mSLCwsnD59OsuyfByvVqu99NJLX3C5yyRJKpVKXnRbtmxxuQEAWM+M0a1JjY2NKysr9Xp9dSpjsVjMx9MaGxvzyvqzP/uz5ubmWq2W3w5Xq9XK5fLLL7/c0dERBEFDQ0P+DPV6Pb/JrVwul8vlJElWVlZWVlbyYbetW7f+5V/+ZZ5z+Z80NjaWy+U4jldfq7Gx8cUXX+zo6FhZWQnDsFQq9ff3/+AHP2hra6vVavk9fvm2eIcPH/7mN7/5Bd/71NRUPtwXRVF3d7cvAwAA61n4xZeS51G2srJy7969JEk6OjryAPtTqtVqlUqlVqt1dHR8yijf53LmzJkLFy4EQbBly5Yf//jHLjEAAOuZWZdfc6VSadu2bV/VqxeLxXxI8EsM1MnJyXzXhIe3NQcAAEXH11C1Wj1//vxHH330iA/GlkqlnTt3Hjp06NMfdvfu3Tt37oRh2NzcvG/fPtcXAABFx9f6AsdxpVJ58OBBvixKlmWru9U9UvKbAH9v0V29erVQKCRJcuDAgT/9JFIAAFB0/ElFUdTT0zM6OhoEQZZlaZp+8e3g/hhKpdLv3YogTdPbt2/nK3D+X7spAACAouNrpb+/f2xs7ObNm1mW7dq16zvf+c5afBdZlo2Ojs7MzMRx3NHRUS6XXVkAAFB0X39NTU0HDx68ceNGHMejo6NLS0trMYcePHjw/vvv52uiPP300y4rAAAEdi9YJ7Ise/3116emppIkieM4iqI19xbyre3CMGxvb//Rj370Ze2FAAAAio41YGxs7PXXX4/j+NFcGeWzd93f//3ft7a2uqAAABCYdbl+dHR0bN++fXx8PAzDNE3zdS/XxJmHYVgoFPIFUdrb2+UcAAAounWnXC6/+OKLP/vZz/INDEql0pEjRx796Ze1Wu369esTExNBECRJ8vzzz7uUAACg6NajzZs3Hz58+L333ovjuFqtVqvVQ4cOPcpRlyTJmTNnJiYm8gVR9u/fv2vXLtcRAABWuY9ufalWqydPnrx27Vocx/V6vbOzs6Oj45E92/n5+Zs3b5ZKpZWVlSNHjhw+fHhN3wQIAACKji8qSZILFy6cPXt2rSwXmSRJb2/vq6++6toBAMDHmHW57kRRtG/fvoGBgaWlpdUhr0ct7FdPLE3TIAgOHTrkwgEAwCf8l7MxuvVpYmLi3//935eWluI4zte97OzsfBRG7dI0vX//fq1WKxQK9Xq9paXlW9/61mOPPeaSAQCAouN/LSwsnDlzZnh4uFgs1uv17du3f+c73ymVSl/hKdXr9cuXL58+fbpYLKZp2tTU9JOf/KRQKLhYAADwify38vrV3Nx89OjRDRs2pGkax/GtW7c+/PDDlZWVr+p8siy7fv36mTNn8mHDNE2PHj0q5wAA4FMYo1sXxsfH33333Wq1+ru/qlary8vLcRxnWZYkSUNDQ7lc/kpOMk3Tubm51TOJ47i5ufl3H1YqlY4ePdrT0+OyAgCAlVHWhampqcnJyf/rNrk4joMgCMMw39KgXq9/ZV/Hh84kCIKFhYXffczMzMzU1JSiAwAARbdetLS0NDQ0fIUzKr9E5XK5paXFNQUAgMCsSwAAgLXLshMAAABrlVmX/B5jY2NjY2MrKyv1ev3LGtGNoqhcLnd2du7cudMnDAAAio4/lk2bNl27du3GjRvz8/NhGEZRFIbhH/ZUWZbl61iWy+Xt27fv2bPHxwsAAF+E++j4TNI0vXLlyvnz5yuVSpZlURQFQfAZN4vLsixN0zznmpub9+3bt3///vwZAAAARcefzvz8/EcfffTgwYOpqalKpbKyslKr1YIg+NjAXf69iqKoVCq1trZ2dHRs3Lhxx44d7e3tPkMAAFB0PEKSJKlWqw8ePFhaWiqVSu3t7c3NzUbhAABA0QEAAPDJ7F4AAACg6AAAAFB0AAAAKDoAAABFBwAAwKPn/wGc05ISrwrLAgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe7 h59 y967 ff1 fs1 fc0 sc0 ls0 ws0">Strona | <span class="ls26">87</span>  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y9c3 ff5 fs4 fc2 sc0 ls0 ws0">Tabela zgodności z <span class="_ _1"></span>wymaganiami U<span class="_ _1"></span>stawy o r<span class="_ _1"></span>achunkowości<span class="ff2"> </span></div><div class="t m0 x2 h9 y9c4 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x53 y9c5 w8c hdc"><div class="t m0 x109 h17 y9c6 ff2 fs3 fc0 sc1 ls0 ws0">ZAGADNIENIE<span class="fs0"> </span></div></div><div class="c x10a y9c5 w8d hdc"><div class="t m0 x4c h9 y84 ff2 fs0 fc0 sc1 ls0 ws0">STRONA </div></div><div class="c x53 y9c7 w8c h79"><div class="t m0 x4a h9 y84 ff2 fs0 fc0 sc1 ls0 ws0">OPIS MODELU BIZNESOWE<span class="_ _5"></span>GO<span class="_ _7"></span> </div></div><div class="c x10a y9c7 w8d h79"><div class="t m0 x71 h3 y9c8 ff2 fs1 fc0 sc0 ls0 ws0">5-<span class="ls26">11</span> </div></div><div class="c x53 y529 w8c hdc"><div class="t m0 x4a h9 y84 ff5 fs0 fc0 sc1 ls0 ws0">KLUCZOWE NIEFINANSOW<span class="_ _5"></span>E WS<span class="_ _7"></span>KAŹNIKI EFEK<span class="_ _5"></span>T<span class="_ _7"></span>YWNOŚCI<span class="ff2"> </span></div></div><div class="c x10a y529 w8d hdc"><div class="t m0 x23 h3 y9c8 ff2 fs1 fc0 sc0 ls0 ws0">5<span class="ls42">, </span>18-46 </div></div><div class="c x53 y9c9 w8c hdc"><div class="t m0 x4a h9 y84 ff5 fs0 fc0 sc1 ls0 ws0">OPIS POLITYK I REZULTA<span class="_ _1"></span>TÓW ICH STOSOWA<span class="_ _1"></span>NIA W ODNIESIE<span class="_ _1"></span>NIU DO ZAGADNIEŃ:<span class="ff2"> </span></div></div><div class="c x10a y9c9 w8d hdc"><div class="t m0 x92 h3 y9c8 ff2 fs1 fc0 sc1 ls0 ws0"> </div></div><div class="c x53 y9ca w8e hec"><div class="t m0 x4a h28 y9b5 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x10b y9ca w8f hec"><div class="t m0 x4a h28 y2ca ff5 fs1 fc0 sc0 ls0 ws0">Społecznych<span class="ff2 fs6"> </span></div></div><div class="c x10a y9ca w8d hec"><div class="t m0 x14 h3 y2ca ff2 fs1 fc0 sc0 ls0 ws0">50-<span class="ls26">53</span> </div></div><div class="c x53 y649 w8e he2"><div class="t m0 x4a h28 y482 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x10b y649 w8f he2"><div class="t m0 x4a h3 y2ca ff2 fs1 fc0 sc0 ls0 ws0">Pracowniczych </div></div><div class="c x10a y649 w8d he2"><div class="t m0 x14 h3 y2ca ff2 fs1 fc0 sc0 ls26 ws0">32<span class="ls0">-47 </span></div></div><div class="c x53 y901 w8e he2"><div class="t m0 x4a h28 y482 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x10b y901 w8f he2"><div class="t m0 x4a h3 y2ca ff5 fs1 fc0 sc0 ls0 ws0">Środowiska naturalnego<span class="ff2"> </span></div></div><div class="c x10a y901 w8d he2"><div class="t m0 x14 h3 y2ca ff2 fs1 fc0 sc0 ls26 ws0">18<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x53 y9cb w8e he2"><div class="t m0 x4a h28 y9b5 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x10b y9cb w8f he2"><div class="t m0 x4a h3 y2ca ff5 fs1 fc0 sc0 ls0 ws0">Poszanowania praw człowieka<span class="ff2"> </span></div></div><div class="c x10a y9cb w8d he2"><div class="t m0 x14 h3 y2ca ff2 fs1 fc0 sc0 ls26 ws0">48<span class="ls0">-</span>49<span class="ls0"> </span></div></div><div class="c x53 y9cc w8e he2"><div class="t m0 x4a h28 y9b5 ff2 fs6 fc0 sc1 ls0 ws0"> </div></div><div class="c x10b y9cc w8f he2"><div class="t m0 x4a h3 y2ca ff5 fs1 fc0 sc0 ls0 ws0">Przeciwdziałania korupcji<span class="ff2"> </span></div></div><div class="c x10a y9cc w8d he2"><div class="t m0 x4f h3 y2ca ff2 fs1 fc0 sc0 ls0 ws0">58 </div></div><div class="c x53 y9cd w8c hed"><div class="t m0 x4a h9 y1dd ff5 fs0 fc0 sc1 ls0 ws0">RYZYKA NIEFINANSOWE<span class="_ _1"></span> I OPIS ZARZĄDZANIA RY<span class="_ _1"></span>ZYKIEM<span class="ff2 fs1 sc0"> </span></div></div><div class="c x10a y9cd w8d hed"><div class="t m0 x4f h3 y277 ff2 fs1 fc0 sc0 ls26 ws0">63<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2 h28 y3bc ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9ce ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9cf ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9d0 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9d1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9d2 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y283 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y537 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y772 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9d3 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9d4 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y371 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9d5 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y605 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9d6 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y5e9 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2a"> </span> </div></div><div class="c x36 y6f7 w51 h18"><div class="t m0 x4 h5 y92 ff3 fs2 fc17 sc0 ls0 ws0">INDEKSY </div></div><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:956.360000px;bottom:1351.380000px;width:9.060000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:971.000000px;bottom:1351.380000px;width:13.620000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3" ><span class="d m1" style="border-style:none;position:absolute;left:943.000000px;bottom:1297.780000px;width:9.060000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:960.600000px;bottom:1297.780000px;width:9.060000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:984.360000px;bottom:1297.780000px;width:9.060000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:951.800000px;bottom:1198.100000px;width:9.060000px;height:12.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:975.560000px;bottom:1198.100000px;width:13.620000px;height:12.990000px;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:951.800000px;bottom:1161.200000px;width:13.620000px;height:12.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:975.560000px;bottom:1161.200000px;width:9.060000px;height:12.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:951.800000px;bottom:1124.300000px;width:13.620000px;height:12.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:975.560000px;bottom:1124.300000px;width:13.620000px;height:12.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:951.800000px;bottom:1087.400000px;width:13.620000px;height:12.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:963.680000px;bottom:1050.500000px;width:13.620000px;height:12.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:963.680000px;bottom:1013.600000px;width:13.620000px;height:12.990000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf58" class="pf w0 h0" ><div class="pc pc58 w0 h0"><img class="bi x0 yc w6 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">          </div><div class="t m0 x2 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe7 h59 y967 ff1 fs1 fc0 sc0 ls0 ws0">Strona | <span class="ls26">88</span>  </div><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y2f6 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb hc y9d7 ff2 fs2 fc2 sc2 ls3 ws0">12.<span class="ff5 ls0">PODPISY CZŁONKÓW ZARZĄDU JE<span class="_ _7"></span>DNOSTKI <span class="_ _7"></span>DOMINUJĄCEJ<span class="ff2"> </span></span></div><div class="t m0 x2 h28 y9d8 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9d9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y9da ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y3b ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y48c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y19 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h28 y415 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y9db ff2 fs0 fc0 sc0 ls0 ws0">Data <span class="_ _1b"> </span> <span class="_ _55"> </span> <span class="_ _55"> </span><span class="ff5">Imię i Nazwisko</span>  <span class="_ _55"> </span>Funkcja <span class="_ _3"></span> <span class="_ _55"> </span> <span class="_ _55"> </span>Podpi<span class="_ _5"></span>s </div><div class="t m0 x2 h9 y9dc ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y9dd ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y46a ff2 fs0 fc0 sc0 ls0 ws0">15 kwietnia 202<span class="_ _1"></span><span class="ls1">4 <span class="ls0">roku <span class="_ _13"> </span>Leszek Jurasz<span class="_ _1"></span> <span class="_ _22"> </span> <span class="_ _55"> </span><span class="ff5">Prezes Zarządu</span> <span class="_ _c"> </span> <span class="_ _55"> </span><span class="ff5">……………………<span class="_ _1"></span>…….<span class="ff2"> </span></span></span></span></div><div class="t m0 x2 h9 y9de ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y9df ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y4b1 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y8e9 ff2 fs0 fc0 sc0 ls0 ws0">15 kwietnia 2<span class="_ _1"></span>024 roku <span class="_ _13"> </span><span class="ff5">Kazimierz Przełom<span class="_ _1"></span>ski<span class="ff2"> <span class="_ _29"> </span></span>Wiceprezes Zarządu<span class="ff2"> <span class="_ _3b"> </span></span>…………<span class="_ _1"></span>……………….<span class="ff2"> </span></span></div><div class="t m0 x2 h9 y8ea ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y9e0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y2b3 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y93d ff2 fs0 fc0 sc0 ls0 ws0">15 kwietnia 2<span class="_ _1"></span>024 roku <span class="_ _13"> </span><span class="ff5">Michał Jankowiak</span> <span class="_ _56"> </span><span class="ff5">Czło</span>nek <span class="ff5">Zarządu</span> <span class="_ _57"> </span><span class="ff5">………………………….</span> </div><div class="t m0 x2 h9 y638 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y9e1 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y9e2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y9e3 ff2 fs0 fc0 sc0 ls0 ws0">15 kwietnia 2<span class="_ _1"></span>024 roku <span class="_ _13"> </span>Leszek Targosz <span class="_ _d"> </span> <span class="_ _55"> </span><span class="ff5">Członek</span> <span class="ff5">Zarządu</span> <span class="_ _57"> </span><span class="ff5">………………………….</span> </div><div class="t m0 x2 h28 y9e4 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yb3 w51 h18"><div class="t m0 x4 h5 y175 ff3 fs2 fc4 sc0 ls0 ws0">PODPISY </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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