<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.7.5--><head><title>BDZ_List_Zarzadu-2024-12-31-0-pl.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
span[class*='ff'] {
  z-index: 999;
}
div[class*='ff'] {
  z-index: 999;
}
a {
  z-index: 999;
}
a > span {
  z-index: 999;
}
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    bottom:0;
    right:0;
    overflow:auto;
  }
  .loading-indicator {
    display:none;
  }
  .loading-indicator.active {
    display:block;
    position:absolute;
    width:64px;
    height:64px;
    top:50%;
    left:50%;
    margin-top:-32px;
    margin-left:-32px;
  }
  .loading-indicator img {
    position:absolute;
    top:0;
    left:0;
    bottom:0;
    right:0;
  }
}
@media print { 
  @page { margin:0; }
  html { margin:0; }
  body { 
    margin:0; 
    -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  position:absolute;
  border:0;
  margin:0;
  top:0;
  bottom:0;
  width:100%;
  height:100%;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
.bi { /* images that cover only a part of the page */
  position:absolute;
  border:0;
  margin:0;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
@media print {
  .pf {
    margin:0;
    box-shadow:none;
    page-break-after:always;
    page-break-inside:avoid;
  }
  @-moz-document url-prefix() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  position:absolute;
  white-space:pre;
  font-size:1px;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
  unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

/* Base CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
  0%  { transform: rotate(0deg); }
  10% { transform: rotate(0deg); }
  90% { transform: rotate(720deg); }
  100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
  0%  { -webkit-transform: rotate(0deg); }
  10% { -webkit-transform: rotate(0deg); }
  90% { -webkit-transform: rotate(720deg); }
  100%{ -webkit-transform: rotate(720deg); }
}
@media screen { 
  #sidebar {
    background-color:#2f3236;
    /* modified from http://philbit.com/svgpatterns/#crossstripes */
    background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
  }
  #outline {
    font-family:Georgia,Times,"Times New Roman",serif;
    font-size:13px;
    margin:2em 1em;
  }
  #outline ul {
    padding:0;
  }
  #outline li {
    list-style-type:none;
    margin:1em 0;
  }
  #outline li > ul {
    margin-left: 1em;
  }
  #outline a,
  #outline a:visited,
  #outline a:hover,
  #outline a:active {
    line-height:1.2;
    color:#e8e8e8;
    text-overflow:ellipsis;
    white-space:nowrap;
    text-decoration:none;
    display:block;
    overflow:hidden;
    outline:0;
  }
  #outline a:hover {
    color:rgb(0,204,255);
  }
  .pf {
    margin: 13px auto;
    box-shadow: 1px 1px 3px 1px #333;
    /* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
    border-collapse: separate;
  }
  .pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
    -webkit-animation: fadein 100ms;
    animation: fadein 100ms; 
  }
  .loading-indicator.active {
    /* 
     * use 0.01s instead of 0s,
     * since YUI Compressor will change 0s to 0,
     * which is not recognized by Firefox
     */
    -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
    animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */

  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y2 ff2 fs1 fc0 sc0 ls1 ws0">Będzin, 29 kwiet<span class="_ _0"></span>nia 2025 r.<span class="ls0"> </span></div><div class="t m0 x4 h4 y3 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y6 ff4 fs1 fc0 sc0 ls2 ws0">Szanowni Państwo,<span class="ls0"> </span></div><div class="t m0 x4 h3 y7 ff4 fs1 fc0 sc0 ls1 ws0">Drodzy Akcjonar<span class="_ _0"></span>iusze<span class="ls0">, </span></div><div class="t m0 x4 h4 y8 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y9 ff3 fs1 fc0 sc0 ls0 ws0">z <span class="_ _1"></span><span class="ls1">wielką <span class="_ _1"></span>sat<span class="_ _0"></span>ysfakcją <span class="_ _2"> </span>przedstawiamy <span class="_ _2"> </span>Państwu <span class="_ _1"></span>podsu<span class="_ _0"></span>mowanie <span class="_ _1"></span>2024<span class="_ _0"></span></span> <span class="_ _1"></span><span class="ls3">roku, <span class="_ _1"></span>który <span class="_ _1"></span>potwierdził <span class="_ _1"></span><span class="ls4">zasadność </span></span></div><div class="t m0 x4 h4 ya ff3 fs1 fc0 sc0 ls5 ws0">obranych <span class="_ _3"> </span>kierunków <span class="_ _3"> </span><span class="ls3">rozwoju <span class="_ _3"> </span></span>oraz <span class="_ _3"> </span><span class="ls4">skuteczność <span class="_ _3"> </span>podejmowanych <span class="_ _3"> </span></span>przez <span class="_ _3"> </span>Zarząd <span class="_ _3"> </span><span class="ls2">EC <span class="_ _3"> </span>BEDZIN <span class="_ _3"> </span>S.A. </span></div><div class="t m0 x4 h4 yb ff3 fs1 fc0 sc0 ls0 ws0">(„<span class="ff2 ls2">Spółka</span><span class="ls3">” i </span>„<span class="ff2 ls2">ECB S.A.</span><span class="ls3">”) <span class="ls4">strategicznych <span class="ls5">decyzji</span></span></span>. </div><div class="t m0 x4 h4 yc ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 yd ff3 fs1 fc0 sc0 ls6 ws0">W <span class="_ _4"></span>zeszłor<span class="_ _0"></span>ocznym liście <span class="_ _4"></span>zapow<span class="_ _0"></span>iadali<span class="_ _0"></span>śmy<span class="ls7">, <span class="_ _4"></span>że <span class="_ _4"></span><span class="ff4 ls3">„w <span class="_ _4"></span>odpowied<span class="_ _4"></span>zi <span class="_ _4"></span>na <span class="_ _4"></span>w<span class="ls0">y<span class="ls4">zwania, <span class="_ _4"></span>nowy <span class="_ _4"></span>Zarząd <span class="_ _4"></span>EC <span class="_ _4"></span>BĘDZIN <span class="_ _4"></span>S<span class="_ _4"></span>.A. </span></span></span></span></div><div class="t m0 x4 h3 ye ff4 fs1 fc0 sc0 ls4 ws0">zdecydował <span class="_ _2"> </span>o <span class="_ _2"> </span>zaprzestaniu <span class="_ _5"> </span>realizacji <span class="_ _2"> </span>dotychczasowej <span class="_ _2"> </span>ki<span class="_ _0"></span>erunków<span class="ls0"> <span class="_ _2"> </span><span class="ls8">i <span class="_ _2"> </span>rozpoczął <span class="_ _1"></span>budowę <span class="_ _2"> </span>nowej</span> <span class="_ _2"> </span></span>strategii<span class="ls7">, </span></div><div class="t m0 x4 h4 yf ff4 fs1 fc0 sc0 ls4 ws0">skoncentrowanej na długoterminowej stabilizacji<span class="_ _0"></span> finansowej<span class="ls0"> <span class="ls8">i operacyjnej”<span class="ff3 ls7">. <span class="ls0"> </span></span></span></span></div><div class="t m0 x4 h4 y10 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y11 ff3 fs1 fc0 sc0 ls6 ws0">Wskazali<span class="_ _0"></span>śmy  także,  iż  w  roku  2024  <span class="ls9">Zarząd  <span class="ls2">Spółk<span class="ls0">i <span class="_ _6"> </span><span class="ls4">zamierza<span class="ls7">:  <span class="ls5">przeprowadz<span class="ls8">ić</span></span></span></span> <span class="_ _6"> </span><span class="ls7">transakcji <span class="_ _6"> </span><span class="ls4">sprzedaży </span></span></span></span></span></div><div class="t m0 x4 h4 y12 ff3 fs1 fc0 sc0 ls5 ws0">udziałów <span class="_ _7"> </span>w <span class="_ _7"> </span>EC <span class="_ _7"> </span>BĘDZIN <span class="_ _7"> </span>Wytwarzanie <span class="_ _7"> </span>Sp. <span class="_ _8"> </span>z <span class="_ _8"> </span>o.o.<span class="_ _0"></span> <span class="_ _8"> </span>(„<span class="ff2 ls2">ECBW</span><span class="ls3">”)<span class="ls7">, <span class="_ _7"> </span>pr<span class="ls0">z</span></span></span>eprowadzić <span class="_ _7"> </span>transakcję<span class="ls0"> <span class="_ _7"> </span><span class="ls4">zakupu </span></span></div><div class="t m0 x4 h4 y13 ff3 fs1 fc0 sc0 ls5 ws0">nieruchomości <span class="_ _8"> </span>przeznaczonej <span class="_ _8"> </span>pod <span class="_ _8"> </span>nowe <span class="_ _8"> </span>inwestycje,<span class="ls0"> <span class="_ _8"> </span><span class="ls3">rozwijać <span class="_ _3"> </span>rozpoczętą <span class="_ _8"> </span>działalność <span class="_ _3"> </span>operacyjną </span></span></div><div class="t m0 x4 h4 y14 ff3 fs1 fc0 sc0 ls5 ws0">poprzez<span class="ls0"> <span class="_ _9"> </span><span class="ls4">stworzenie <span class="_ _9"> </span><span class="ls1">własnego <span class="_ _9"> </span>zakł<span class="_ _0"></span>adu <span class="_ _9"> </span>przeróbczeg<span class="_ _0"></span>o</span></span> <span class="_ _9"> </span></span>oraz <span class="_ _9"> </span><span class="ls3">roz</span>począć<span class="ls0"> <span class="_ _9"> </span></span>działalność <span class="_ _9"> </span>w <span class="_ _9"> </span>zakresie <span class="_ _9"> </span>obrotu </div><div class="t m0 x4 h4 y15 ff3 fs1 fc0 sc0 ls5 ws0">biomasą<span class="ls0">. </span></div><div class="t m0 x5 h4 y16 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y17 ff3 fs1 fc0 sc0 ls1 ws0">Dodatkowo, <span class="_ _a"> </span>w <span class="_ _a"> </span>trakcie <span class="_ _a"> </span>Zwyczajnego <span class="_ _a"> </span>Walnego <span class="_ _a"> </span>Zebrania <span class="_ _a"> </span><span class="ls2">Akcjonariuszy<span class="ls0"> <span class="_ _a"> </span><span class="ls8">jako <span class="_ _b"> </span>strategiczne <span class="_ _b"> </span>cele </span></span></span></div><div class="t m0 x4 h4 y18 ff3 fs1 fc0 sc0 ls1 ws0">wskazaliśmy <span class="_ _0"></span>na <span class="_ _0"></span>kon<span class="_ _0"></span>ieczność:<span class="ls0"> <span class="_ _0"></span><span class="ls5">dalszej <span class="_ _0"></span>spłaty <span class="_ _0"></span>zobowiązań</span> <span class="_ _0"></span><span class="ls3">(w <span class="_ _0"></span>szczególności zaciągniętych <span class="_ _0"></span>przez Spółkę </span></span></div><div class="t m0 x4 h4 y19 ff3 fs1 fc0 sc0 ls5 ws0">pożyczek)<span class="ls0">, <span class="_ _2"> </span></span>uzyskanie <span class="_ _5"> </span>pozytywnej <span class="_ _5"> </span>opinii <span class="_ _2"> </span>bi<span class="_ _0"></span>egłych <span class="_ _2"> </span>z <span class="_ _5"> </span>badania <span class="_ _5"> </span>sprawozdań <span class="_ _2"> </span>finansowych <span class="_ _5"> </span>Spółki<span class="ls0"> <span class="_ _5"> </span><span class="ls8">i <span class="_ _2"> </span>Grupy </span></span></div><div class="t m0 x4 h4 y1a ff3 fs1 fc0 sc0 ls2 ws0">Kapitałowej,<span class="ls0"> <span class="ls5">odzyskanie tzw. „bankowalności”, tj. zdolności do pozyskiwania finansowania dłużnego <span class="_ _4"></span>od </span></span></div><div class="t m0 x4 h4 y1b ff3 fs1 fc0 sc0 ls8 ws0">instytucji finan<span class="_ _4"></span>sowych,<span class="ls0"> <span class="ls5">oraz opracowanie nowej strategii <span class="_ _0"></span>rozwoju Spółki i Grupy Kapitał<span class="_ _0"></span>owej.</span> </span></div><div class="t m0 x4 h4 y1c ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y1d ff2 fs1 fc0 sc0 ls1 ws0">Dzisiaj możemy z dumą <span class="_ _4"></span>potwierdzić,<span class="_ _0"></span> że <span class="_ _4"></span>wszystki<span class="_ _0"></span>e wskazane powyżej <span class="_ _4"></span>cele udało się zrealizować,<span class="ls0"> </span></div><div class="t m0 x4 h3 y1e ff2 fs1 fc0 sc0 ls5 ws0">a Spółka jak i GK ECB znajduje się w najlepszej od lat<span class="_ _0"></span> kondycji finansowej jak i strukturalnej.<span class="_ _0"></span> <span class="ls0"> </span></div><div class="t m0 x4 h4 y1f ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y20 ff2 fs1 fc1 sc0 ls1 ws0">Kluczowe wydarzenia <span class="_ _0"></span><span class="ls0"> </span></div><div class="t m0 x4 h4 y21 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y22 ff2 fs1 fc0 sc0 ls1 ws0">Najważniejsze zmi<span class="_ _0"></span>any w strukturz<span class="_ _0"></span>e Grupy Kapitałowej<span class="_ _0"></span> EC BEDZIN S.A. (<span class="_ _0"></span>dalej: „GK ECB”)<span class="_ _0"></span><span class="ls0"> </span></div><div class="t m0 x4 h4 y23 ff3 fs1 fc0 sc0 ls6 ws0">W <span class="_ _1"></span>ro<span class="_ _0"></span>ku <span class="_ _1"> </span>2<span class="_ _0"></span>024 <span class="_ _2"> </span>został <span class="_ _2"> </span>prz<span class="_ _0"></span>eprowadz<span class="_ _0"></span>ony <span class="_ _2"> </span>najważni<span class="_ _0"></span>ejszy <span class="_ _2"> </span>eta<span class="_ _0"></span>p <span class="_ _1"></span><span class="ls5">gł<span class="_ _0"></span>ębokiej <span class="_ _1"></span>tr<span class="_ _0"></span>ansformacji <span class="_ _1"></span>G<span class="ls0">K <span class="_ _1"></span><span class="ls2">EC</span>B <span class="_ _2"> </span></span>polegający<span class="ls0"> </span></span></div><div class="t m0 x4 h4 y24 ff3 fs1 fc0 sc0 ls5 ws0">na <span class="_ _5"> </span>sprzedaż<span class="ls0">y <span class="_ _5"> </span><span class="ls8">łącznie <span class="_ _5"> </span></span></span>100% <span class="_ _5"> </span>udziałów <span class="_ _9"> </span>w <span class="_ _5"> </span><span class="ls4">spółce <span class="_ _5"> </span>zależnej <span class="_ _9"> </span><span class="ls2">ECBW. <span class="_ _5"> </span>Sprzedaż <span class="_ _9"> </span>została <span class="_ _5"> </span>pr<span class="_ _0"></span>zeprowadzona<span class="ls0"> </span></span></span></div><div class="t m0 x4 h4 y25 ff3 fs1 fc0 sc0 ls1 ws0">w <span class="_ _0"></span>dwóch <span class="_ _0"></span><span class="ls7">transakcjach<span class="ls0"> <span class="ls3">(30</span> <span class="_ _0"></span><span class="ls4">stycznia <span class="_ _0"></span><span class="ls5">2024</span></span> <span class="_ _0"></span><span class="ls3">r. <span class="_ _0"></span><span class="ls8">i <span class="_ _0"></span>6</span></span> <span class="_ _0"></span><span class="ls4">sierpnia <span class="_ _0"></span><span class="ls5">2024</span></span> <span class="_ _0"></span><span class="ls3">r.) <span class="_ _0"></span><span class="ls4">stanowiła <span class="_ _0"></span>el<span class="_ _0"></span>ement <span class="_ _0"></span>realizacji <span class="_ _0"></span>przyjętego </span></span></span></span></div><div class="t m0 x4 h4 y26 ff3 fs1 fc0 sc0 ls4 ws0">kierunku <span class="ls5">dekarbonizacji Grupy Kapitał<span class="_ _0"></span>owej<span class="ls0"> <span class="ls1">w segmencie energe<span class="_ _0"></span>tyka. </span> </span></span></div><div class="t m0 x4 h4 y27 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y28 ff3 fs1 fc0 sc0 ls2 ws0">Sprzedaż <span class="_ _5"> </span>udziałów <span class="_ _5"> </span><span class="ls1">w <span class="_ _5"> </span></span>ECBW <span class="_ _5"> </span><span class="ls5">umożliwił<span class="ls0">a <span class="_ _5"> </span><span class="lsa">Grupie</span> <span class="_ _5"> </span></span>ograniczeni<span class="_ _0"></span>e <span class="_ _2"> </span>r<span class="_ _0"></span>yzyk <span class="_ _2"> </span>oper<span class="_ _0"></span>acyjnych <span class="_ _5"> </span>i <span class="_ _5"> </span>środowiskowych,<span class="ls0"> </span></span></div><div class="t m0 x4 h4 y29 ff3 fs1 fc0 sc0 ls4 ws0">spłatę <span class="_ _3"> </span>wszystkich <span class="_ _3"> </span><span class="ls5">posiadanych <span class="_ _3"> </span>przez <span class="_ _c"> </span>Spółkę <span class="_ _c"> </span>pożyczek<span class="ls0">, <span class="_ _3"> </span><span class="ls8">istotną <span class="_ _c"> </span>poprawę <span class="_ _c"> </span>wszystkich <span class="_ _c"> </span>wskaźników<span class="_ _4"></span> </span></span></span></div><div class="t m0 x4 h4 y2a ff3 fs1 fc0 sc0 ls5 ws0">ekonomicznych,<span class="ls0"> <span class="_ _5"> </span></span>a <span class="_ _9"> </span>także <span class="_ _9"> </span>stworzyła <span class="_ _9"> </span>przestr<span class="_ _0"></span>zeń <span class="_ _5"> </span>do <span class="_ _9"> </span>skupieni<span class="_ _0"></span>u <span class="_ _5"> </span>si<span class="_ _0"></span>ę <span class="_ _9"> </span>na <span class="_ _5"> </span>rozwoj<span class="_ _0"></span>u <span class="_ _5"> </span>r<span class="_ _0"></span>ozpoczętej <span class="_ _9"> </span>działalności </div><div class="t m0 x4 h4 y2b ff3 fs1 fc0 sc0 ls5 ws0">operacyjnej <span class="_ _c"> </span>polegającej<span class="_ _0"></span><span class="ls0"> <span class="_ _c"> </span></span>na <span class="_ _c"> </span>handlu <span class="_ _3"> </span><span class="ls4">surowcami<span class="ls0"> <span class="_ _c"> </span></span></span>energetycznymi <span class="_ _c"> </span>or<span class="_ _0"></span>az <span class="_ _c"> </span>opracowaniu <span class="_ _c"> </span>nowej<span class="_ _0"></span> <span class="_ _c"> </span>Strategii </div><div class="t m0 x4 h4 y2c ff3 fs1 fc0 sc0 ls3 ws0">rozwoju GK ECB<span class="_ _4"></span> S.A. <span class="ls0"> </span></div><div class="t m0 x4 h4 y2d ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y2e ff2 fs1 fc0 sc0 ls1 ws0">Nabycie nieruchomośc<span class="_ _0"></span>i przez EC BĘDZIN <span class="_ _0"></span>S.A.<span class="ls0"> </span></div><div class="t m0 x4 h4 y2f ff3 fs1 fc0 sc0 ls6 ws0">W <span class="_ _d"> </span>ramach <span class="_ _d"> </span>ko<span class="_ _0"></span>ntynuac<span class="_ _0"></span>ji <span class="_ _d"> </span>wcześ<span class="_ _0"></span>niej <span class="_ _d"> </span>za<span class="_ _0"></span>powiedz<span class="_ _0"></span>ianych <span class="_ _d"> </span>d<span class="_ _0"></span>ziałań,<span class="_ _0"></span> <span class="_ _d"> </span>ECB<span class="ls0"> <span class="_ _d"> </span><span class="ls2">S.A. <span class="_ _d"> </span>sfinal<span class="_ _0"></span>izowała <span class="_ _d"> </span>zakup </span></span></div><div class="t m0 x4 h4 y30 ff3 fs1 fc0 sc0 ls5 ws0">nieruchomości, <span class="_ _c"> </span>która  wcześniej <span class="_ _c"> </span>była <span class="_ _c"> </span>dzierżawiona<span class="ls0">  </span>od <span class="_ _c"> </span>ECBW<span class="ls0">  </span>przez  EC <span class="_ _c"> </span>BĘDZIN  Czysta <span class="_ _c"> </span>Energia<span class="ls0"> </span></div><div class="t m0 x4 h4 y31 ff3 fs1 fc0 sc0 ls2 ws0">Sp.  z <span class="_ _6"> </span>o.o.  („<span class="ff2">ECBCE</span><span class="ls3">”).<span class="ls0"> <span class="_ _6"> </span><span class="ls9">Zakup <span class="_ _6"> </span>ten  umożliwi  <span class="lsa">GK <span class="_ _6"> </span>ECB <span class="_ _6"> </span></span></span></span>realizacje  <span class="ls4">strategicznych <span class="_ _6"> </span>planów <span class="_ _6"> </span>w  zakresie </span></span></div><div class="t m0 x4 h4 y32 ff3 fs1 fc0 sc0 ls5 ws0">przyszłych <span class="_ _2"> </span>inwestycji <span class="_ _2"> </span>polegaj<span class="_ _0"></span>ących <span class="_ _2"> </span>m.in. <span class="_ _2"> </span>na <span class="_ _2"> </span>budowie <span class="_ _2"> </span><span class="lsb">magazy<span class="_ _0"></span>n</span>ów<span class="ls0"> <span class="_ _2"> </span></span>energii, <span class="_ _2"> </span>przygotowaniu <span class="_ _2"> </span>terenu <span class="_ _5"> </span>pod </div><div class="t m0 x4 h4 y33 ff3 fs1 fc0 sc0 ls8 ws0">inwestycję <span class="_ _9"> </span>dla <span class="_ _9"> </span>operatora <span class="_ _9"> </span><span class="ls2">AI <span class="_ _6"> </span>Data <span class="_ _9"> </span>Centre,<span class="_ _0"></span> <span class="_ _9"> </span><span class="ls4">czy<span class="ls0"> <span class="_ _6"> </span><span class="ls3">(w <span class="_ _9"> </span>zależności <span class="_ _9"> </span>od <span class="_ _e"> </span>uwarunkowań <span class="_ _9"> </span>rynkowych) <span class="_ _9"> </span><span class="ls5">budowę </span></span></span></span></span></div><div class="t m0 x4 h4 y34 ff3 fs1 fc0 sc0 ls5 ws0">nowego źródła wytwórczego opartego<span class="ls0"> </span>o biomasę.<span class="ls0"> </span></div><div class="t m0 x4 h3 y35 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y2 ff2 fs1 fc0 sc0 ls1 ws0">Rozwój <span class="ls9">obszaru<span class="ls0"> </span>handlowego<span class="ls0"> <span class="ls7">i podpisanie umow<span class="_ _4"></span>y z <span class="ls0">V-<span class="ls2">Project S.A.<span class="_ _0"></span></span> </span></span></span></span></div><div class="t m0 x4 h4 y3 ff3 fs1 fc0 sc0 ls6 ws0">W <span class="_ _4"></span>drugi<span class="_ _0"></span>ej połowie <span class="_ _4"></span>2024 roku <span class="_ _4"></span>ECB S.A. <span class="_ _4"></span>podpisa<span class="_ _0"></span>ła wieloletnią,<span class="_ _0"></span> <span class="_ _4"></span>stra<span class="_ _0"></span>tegiczn<span class="_ _0"></span>ą <span class="_ _4"></span>umowę z <span class="_ _4"></span>firmą V<span class="ls0">-<span class="ls2">Project S.A. </span></span></div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls2 ws0">S.A. <span class="_ _6"> </span>dotyczącą  dostaw <span class="_ _e"> </span>surowców  <span class="ls5">energetycznych. <span class="_ _e"> </span>Umowa <span class="_ _6"> </span>ramowa, <span class="_ _6"> </span>zawarta <span class="_ _6"> </span>30 <span class="_ _6"> </span>sierpnia <span class="_ _6"> </span>2024 <span class="_ _6"> </span>r., </span></div><div class="t m0 x4 h4 y5 ff3 fs1 fc0 sc0 ls5 ws0">obejmuje <span class="_ _4"></span>sprzedaż <span class="_ _4"></span>i <span class="_ _4"></span>dostawy <span class="_ _4"></span>węgla <span class="_ _4"></span>na <span class="_ _f"></span>potrzeby <span class="_ _4"></span>działalności <span class="_ _4"></span>prowadzonej <span class="_ _4"></span>przez <span class="_ _f"></span>V<span class="ls0">-<span class="ls2">Proje<span class="_ _0"></span>ct <span class="_ _4"></span>S.A., <span class="_ _4"></span>zgodnie </span></span></div><div class="t m0 x4 h4 y6 ff3 fs1 fc0 sc0 ls4 ws0">z <span class="_ _e"> </span>postanowieniami <span class="_ _9"> </span>st<span class="_ _0"></span>osownego <span class="_ _9"> </span>porozumieni<span class="_ _0"></span>a <span class="_ _9"> </span>t<span class="_ _0"></span>ransakcyjnego<span class="ls0"> <span class="_ _9"> </span><span class="ls1">Nowy <span class="_ _e"> </span>k<span class="_ _0"></span>ontrakt <span class="_ _e"> </span>znacząco <span class="_ _e"> </span>pr<span class="_ _0"></span>zewyższa </span></span></div><div class="t m0 x4 h4 y7 ff3 fs1 fc0 sc0 ls1 ws0">wcześniejszą <span class="_ _10"> </span>umowę <span class="_ _a"> </span>zawartą <span class="_ _10"> </span>z <span class="_ _a"> </span><span class="ls2">ECBW <span class="_ _a"> </span><span class="ls0">— <span class="_ _a"> </span><span class="ls4">zarówno <span class="_ _a"> </span>pod <span class="_ _10"> </span>względem <span class="_ _a"> </span>okresu <span class="_ _a"> </span>obowiązywania</span> </span></span></div><div class="t m0 x4 h4 y8 ff3 fs1 fc0 sc0 ls3 ws0">(4 <span class="_ _0"></span>lata <span class="_ _0"></span>i <span class="_ _0"></span>4 <span class="_ _0"></span>miesiące <span class="_ _0"></span>zamiast 1 <span class="_ _0"></span>roku <span class="_ _0"></span>i <span class="_ _0"></span>4 <span class="_ _0"></span>miesięcy), <span class="_ _0"></span>jak <span class="_ _0"></span>i <span class="_ _0"></span>wolumenu <span class="_ _0"></span>dostaw <span class="_ _0"></span>(1.060.000 ton <span class="_ _0"></span>±10% <span class="_ _0"></span>zamiast </div><div class="t m0 x4 h4 y9 ff3 fs1 fc0 sc0 ls5 ws0">250.000 <span class="_ _2"> </span>ton <span class="_ _5"> </span>±10%). <span class="_ _2"> </span>V<span class="ls0">-<span class="ls2">Proj<span class="_ _0"></span>ect <span class="_ _2"> </span>S.A.<span class="_ _0"></span> <span class="_ _2"> </span>to <span class="_ _5"> </span>stabilny <span class="_ _5"> </span>finansowo <span class="_ _5"> </span>podmiot</span> <span class="_ _5"> </span><span class="ls4">z <span class="_ _2"> </span>wielolet<span class="_ _0"></span>nim <span class="_ _2"> </span>dośw<span class="ls8">iadczeniem <span class="_ _2"> </span>na </span></span></span></div><div class="t m0 x4 h4 ya ff3 fs1 fc0 sc0 ls3 ws0">rynku surowców ene<span class="_ _4"></span>rgetycznych, realizujący dostawy dla wielu<span class="_ _4"></span> elektrowni i elektrociepłowni.<span class="ls0"> </span></div><div class="t m0 x4 h3 yb ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 yc ff3 fs1 fc0 sc0 ls1 ws0">Równocześnie <span class="_ _1"></span>rozwią<span class="_ _0"></span>zane <span class="_ _1"></span>zostały <span class="_ _1"></span>wszyst<span class="_ _0"></span>kie <span class="_ _1"></span>wcześniejs<span class="_ _0"></span>ze <span class="_ _1"></span>umowy <span class="_ _1"></span>handlowe <span class="_ _1"></span>z <span class="_ _1"></span>EC<span class="ls2">BW<span class="ls0">, <span class="_ _1"></span><span class="ls4">co <span class="_ _1"></span>całkowicie </span></span></span></div><div class="t m0 x4 h4 yd ff3 fs1 fc0 sc0 ls5 ws0">uniezależniło działalność <span class="_ _0"></span>operacyjną EC<span class="ls0">B <span class="ls2">S.A. od byłej s<span class="_ _0"></span>półki zależnej<span class="_ _0"></span>.</span> </span></div><div class="t m0 x4 h4 ye ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 yf ff3 fs1 fc0 sc0 ls2 ws0">Podpisanie <span class="_ _11"> </span>kontraktu <span class="_ _11"> </span>z <span class="_ _11"> </span><span class="ls0">V-</span>Project <span class="_ _11"> </span>S.A.<span class="ls0"> <span class="_ _12"> </span><span class="ls5">umocniło <span class="_ _11"> </span>pozycję <span class="_ _12"> </span>Spółki <span class="_ _11"> </span>na <span class="_ _11"> </span>rynku <span class="_ _12"> </span>handlu <span class="_ _11"> </span>surowcami </span></span></div><div class="t m0 x4 h4 y10 ff3 fs1 fc0 sc0 ls5 ws0">energetycznymi <span class="_ _e"> </span>oraz <span class="_ _e"> </span>zapewniło <span class="_ _e"> </span>stabilne <span class="_ _e"> </span>podstawy <span class="_ _e"> </span>dl<span class="_ _0"></span>a <span class="_ _e"> </span>dalszego <span class="_ _e"> </span>rozwoju <span class="_ _e"> </span><span class="ls7">tego <span class="_ _e"> </span>obszaru <span class="_ _9"> </span></span>działal<span class="_ _0"></span>ności </div><div class="t m0 x4 h4 y11 ff3 fs1 fc0 sc0 ls5 ws0">operacyjnej Spółki i Grupy Kapi<span class="_ _0"></span>tałowej.<span class="ls0"> </span></div><div class="t m0 x4 h4 y12 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y13 ff2 fs1 fc0 sc0 ls1 ws0">Nowa identyfikacj<span class="_ _0"></span>a wizualna<span class="ls0"> </span></div><div class="t m0 x4 h4 y14 ff3 fs1 fc0 sc0 ls1 ws0">Na <span class="_ _2"> </span>przeło<span class="_ _0"></span>mie <span class="_ _2"> </span>2024/20<span class="_ _0"></span>25 <span class="_ _2"> </span>roku <span class="_ _5"> </span>przeprowadzi<span class="_ _0"></span>liśmy <span class="_ _2"> </span>pe<span class="_ _0"></span>łną <span class="_ _2"> </span>zmianę<span class="_ _0"></span> <span class="_ _2"> </span>identyf<span class="_ _0"></span>ikacji <span class="_ _5"> </span>wizualnej <span class="_ _5"> </span>G<span class="ls2">K <span class="_ _5"> </span>ECB <span class="_ _2"> </span>S.A.<span class="ls0"> </span></span></div><div class="t m0 x4 h4 y15 ff3 fs1 fc0 sc0 ls1 ws0">Nowy  wizerunek<span class="_ _0"></span>  podkreśla <span class="_ _c"> </span>transformację  Gr<span class="_ _0"></span>upy  z  tr<span class="_ _0"></span>adycyjnego  p<span class="_ _0"></span>rzedsiębiorst<span class="_ _0"></span>wa  energetyc<span class="_ _0"></span>znego<span class="ls0"> </span></div><div class="t m0 x4 h4 y16 ff3 fs1 fc0 sc0 ls1 ws0">w <span class="_ _7"> </span>nowoczesny, <span class="_ _7"> </span>dynamiczn<span class="_ _0"></span>y <span class="_ _7"> </span>podmiot, <span class="_ _7"> </span>skoncentr<span class="_ _0"></span>owany <span class="_ _7"> </span>na <span class="_ _7"> </span>przyszłości<span class="_ _0"></span>owych <span class="_ _7"> </span>kierunkach <span class="_ _7"> </span>r<span class="_ _0"></span>ozwoju<span class="ls0"> </span></div><div class="t m0 x4 h4 y17 ff3 fs1 fc0 sc0 ls1 ws0">w sektorze ener<span class="_ _0"></span>getycznym.<span class="ls0"> </span></div><div class="t m0 x4 h4 y18 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y19 ff2 fs1 fc0 sc0 ls6 ws0">Współpra<span class="_ _0"></span>ca z Pol<span class="_ _0"></span>itechn<span class="_ _0"></span>iką Gdań<span class="_ _0"></span>ską <span class="ls0">– <span class="ls3">technologia SMR</span> </span></div><div class="t m0 x4 h4 y1a ff3 fs1 fc0 sc0 ls6 ws0">W <span class="_ _2"> </span>s<span class="_ _0"></span>tyczni<span class="_ _0"></span>u <span class="_ _5"> </span>2025 <span class="_ _5"> </span>r. <span class="_ _5"> </span>EC <span class="_ _5"> </span>BĘD<span class="_ _0"></span>ZIN <span class="_ _5"> </span>S.A. <span class="_ _5"> </span>pod<span class="_ _0"></span>pisała<span class="_ _0"></span> <span class="_ _2"> </span>u<span class="_ _0"></span>mowę <span class="_ _5"> </span>o <span class="_ _5"> </span>strat<span class="_ _0"></span>egiczn<span class="_ _0"></span>ym <span class="_ _5"> </span>partne<span class="_ _0"></span>rstwie <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _2"> </span>P<span class="_ _0"></span>olitec<span class="_ _0"></span>hniką </div><div class="t m0 x4 h4 y1b ff3 fs1 fc0 sc0 lsa ws0">Gdańską<span class="ls7">, <span class="_ _9"> </span><span class="ls3">realizowaną <span class="_ _9"> </span>w <span class="_ _9"> </span>ramach <span class="_ _9"> </span>Centrum <span class="_ _5"> </span>Energetyki <span class="_ _9"> </span>Jądrowej <span class="_ _9"> </span>PG. <span class="_ _9"> </span>W <span class="_ _9"> </span>ramach <span class="_ _5"> </span>współpracy <span class="_ _9"> </span>Spółka </span></span></div><div class="t m0 x4 h4 y1c ff3 fs1 fc0 sc0 ls5 ws0">otrzymała <span class="_ _1"></span>tytuł <span class="_ _13"></span><span class="ls2">Partnera <span class="_ _1"></span>Strategicznego <span class="_ _1"></span>w <span class="_ _13"></span>zakresie <span class="_ _1"></span>technologii <span class="_ _1"></span>SMR<span class="ls7">. <span class="_ _0"></span><span class="ls1">Umowa <span class="_ _1"></span>zawarta <span class="_ _13"></span>z<span class="_ _0"></span>ostała <span class="_ _1"></span>na <span class="_ _13"></span>rok, <span class="ls0"> </span></span></span></span></div><div class="t m0 x4 h4 y1d ff3 fs1 fc0 sc0 ls4 ws0">z <span class="_ _7"> </span>możliwością <span class="_ _7"> </span>automatycznego <span class="_ _7"> </span>przedłużenia <span class="_ _7"> </span>do <span class="_ _7"> </span>2028 <span class="_ _7"> </span>r. <span class="_ _7"> </span>Współpraca <span class="_ _7"> </span>ma <span class="_ _8"> </span>na <span class="_ _7"> </span>cel<span class="_ _0"></span>u <span class="_ _7"> </span>promowanie <span class="ls0"> </span></div><div class="t m0 x4 h4 y1e ff3 fs1 fc0 sc0 ls8 ws0">i wdrażanie t<span class="_ _4"></span>echnologii jądrowych<span class="_ _4"></span> SMR w działalnośc<span class="_ _4"></span>i Grupy Kapitałowe<span class="_ _4"></span>j EC BĘDZIN.<span class="ff2 ls0"> </span></div><div class="t m0 x4 h4 y1f ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y20 ff2 fs1 fc0 sc0 ls1 ws0">Nowa strategia GK <span class="_ _0"></span>ECB S.A.<span class="ls0"> <span class="ls9">na lata 2<span class="_ _0"></span>025</span>–<span class="ls5">2035</span> </span></div><div class="t m0 x4 h4 y21 ff3 fs1 fc0 sc0 ls6 ws0">W <span class="_ _0"></span>kwie<span class="_ _0"></span>tniu <span class="_ _13"></span>2025 <span class="_ _0"></span>r<span class="_ _0"></span>. <span class="_ _0"></span>Zar<span class="_ _0"></span>ząd <span class="_ _0"></span><span class="ls2">ECB <span class="_ _13"></span>S.A.<span class="ls0"> <span class="_ _0"></span><span class="ls5">przyjął <span class="_ _0"></span>nową <span class="_ _13"></span>strategię <span class="_ _0"></span>rozwoju</span>. <span class="_ _0"></span><span class="ls1">Doku<span class="_ _0"></span>ment <span class="_ _0"></span><span class="ls4">stanowi <span class="_ _0"></span>konkretyzację </span></span></span></span></div><div class="t m0 x4 h4 y22 ff3 fs1 fc0 sc0 ls5 ws0">docelowego <span class="_ _1"></span><span class="lsb">modelu <span class="_ _1"></span>funkcjonowani<span class="_ _0"></span>a <span class="_ _1"></span>Spółki <span class="_ _1"></span>i <span class="_ _1"></span>Grupy <span class="_ _1"></span>Kapitałow<span class="_ _0"></span>ej <span class="_ _1"></span>na <span class="_ _1"></span>lata <span class="_ _1"></span>2025<span class="ls0">–</span></span>2035, <span class="_ _1"></span>definiując <span class="_ _1"></span>spójny </div><div class="t m0 x4 h4 y23 ff3 fs1 fc0 sc0 ls4 ws0">zbiór celów i zadań wraz ze sposobami ich reali<span class="_ _0"></span>zacji.<span class="ff2 ls0"> </span></div><div class="t m0 x4 h4 y36 ff3 fs1 fc0 sc0 lsa ws0">Obecna <span class="_ _0"></span>stra<span class="_ _0"></span>tegia <span class="_ _0"></span>opi<span class="_ _0"></span>era <span class="_ _0"></span>się <span class="_ _0"></span>n<span class="_ _0"></span>a <span class="_ _0"></span>trzech <span class="_ _0"></span>f<span class="_ _0"></span>ilarach:<span class="_ _0"></span><span class="ls0"> <span class="ls5">dzi<span class="_ _0"></span>ałalności <span class="_ _0"></span>handlowej, <span class="_ _0"></span>szeroko <span class="_ _0"></span>rozumi<span class="_ _0"></span>anej <span class="_ _0"></span>energetyce </span></span></div><div class="t m0 x4 h4 y37 ff3 fs1 fc0 sc0 ls5 ws0">oraz <span class="_ _1"></span>obszarze <span class="_ _13"></span>badań <span class="_ _1"></span>i <span class="_ _1"></span>rozwoju <span class="_ _1"></span>(R&amp;D). <span class="_ _1"></span>Każdy <span class="_ _13"></span>z <span class="_ _1"></span>tych <span class="_ _1"></span>elementów <span class="_ _1"></span>stanowi <span class="_ _1"></span>kluczowy <span class="_ _13"></span>ki<span class="_ _0"></span>erunek <span class="_ _1"></span>dalszego </div><div class="t m0 x4 h4 y38 ff3 fs1 fc0 sc0 ls3 ws0">rozwoju <span class="_ _1"></span>Grupy, <span class="_ _2"> </span>odpowiadający <span class="_ _1"></span><span class="ls4">zarówno <span class="_ _2"> </span>na <span class="_ _1"></span>wyzwania <span class="_ _2"> </span>transformacji <span class="_ _2"> </span>energetycznej,<span class="_ _0"></span> <span class="_ _1"> </span>j<span class="_ _0"></span>ak <span class="_ _1"></span>i<span class="_ _0"></span> <span class="_ _1"></span>na <span class="_ _2"> </span>potrzebę </span></div><div class="t m0 x4 h4 y39 ff3 fs1 fc0 sc0 ls5 ws0">budowania trwałej wartości w opar<span class="_ _0"></span>ciu o innowacje i kompetencje r<span class="_ _0"></span>ynkowe.<span class="ls0"> </span></div><div class="t m0 x4 h4 y3a ff3 fs1 fc0 sc0 ls2 ws0">Przyjęcie  Stra<span class="_ _0"></span>tegii  wyznacza  n<span class="_ _0"></span>owe  kierunki  ro<span class="_ _0"></span>zwoju  Grupy,  wzmacni<span class="_ _0"></span>a  jej  pozycję <span class="_ _c"> </span>na  rynku  oraz </div><div class="t m0 x4 h4 y3b ff3 fs1 fc0 sc0 ls5 ws0">potwierdza gotowość do aktywnego uczestnictwa w <span class="_ _0"></span>procesie transformacji sektora <span class="_ _0"></span>energetycznego.<span class="ls0"> </span></div><div class="t m0 x4 h4 y3c ff2 fs1 fc0 sc0 ls2 ws0">ECB S.A. certyfi<span class="_ _0"></span>kowanym dostawcą biomasy dla <span class="_ _0"></span>energetyki <span class="ff3 ls0"> </span></div><div class="t m0 x4 h4 y3d ff3 fs1 fc0 sc0 ls6 ws0">W kw<span class="_ _0"></span>ietniu<span class="_ _0"></span> 202<span class="_ _0"></span>5 r<span class="_ _0"></span>. <span class="_ _0"></span>EC<span class="ls0">B <span class="ls2">S.A. <span class="_ _0"></span>przeszła <span class="_ _0"></span>proces <span class="_ _0"></span>certyfik<span class="_ _0"></span>acji <span class="_ _0"></span>jako kwal<span class="_ _0"></span>ifikowany <span class="_ _0"></span>dostawca <span class="_ _0"></span>biomasy, <span class="_ _0"></span>czego </span></span></div><div class="t m0 x4 h4 y3e ff3 fs1 fc0 sc0 ls5 ws0">potwierdzeniem są <span class="_ _4"></span>dwa przyznane certyfikaty. Pierwszy <span class="_ _4"></span>z nich, <span class="_ _4"></span>przyznany przez DQS <span class="_ _4"></span>Polska Sp. <span class="_ _4"></span>z o.o. </div><div class="t m0 x4 h4 y3f ff3 fs1 fc0 sc0 ls1 ws0">w <span class="_ _c"> </span>ramac<span class="_ _0"></span>h <span class="_ _c"> </span>euro<span class="_ _0"></span>pejskiego <span class="_ _3"> </span>systemu <span class="_ _3"> </span>SURE<span class="ls0">-<span class="ls2">EU <span class="_ _3"> </span>i <span class="_ _3"> </span>potwierdzony <span class="_ _3"> </span>przez <span class="_ _3"> </span>niezal<span class="_ _0"></span>eżny <span class="_ _c"> </span>pod<span class="_ _0"></span>miot</span> <span class="_ _c"> </span><span class="ls2">SURE <span class="_ _3"> </span></span>– </span></div><div class="t m0 x4 h4 y40 ff3 fs1 fc0 sc0 ls2 ws0">Sustainable <span class="_ _0"></span>Resources <span class="_ _0"></span>Verificati<span class="_ _0"></span>on Scheme <span class="_ _0"></span>GmbH, <span class="_ _0"></span>potwierdza <span class="_ _0"></span>kompetencje <span class="_ _0"></span>ECB S.A.<span class="_ _0"></span><span class="ls0"> <span class="ls5">oraz <span class="_ _0"></span>zgodność </span></span></div><div class="t m0 x4 h4 y41 ff3 fs1 fc0 sc0 ls5 ws0">działalności <span class="_ _9"> </span>Spółki<span class="_ _0"></span> <span class="_ _9"> </span>z <span class="_ _9"> </span>unijnymi <span class="_ _e"> </span>kryteriami <span class="_ _9"> </span>zrównoważonego <span class="_ _e"> </span>obrotu <span class="_ _9"> </span>biomasą. <span class="_ _9"> </span>Cert<span class="_ _0"></span>yfikat <span class="_ _9"> </span>ten <span class="_ _9"> </span>upr<span class="_ _0"></span>awnia </div><div class="t m0 x4 h4 y42 ff3 fs1 fc0 sc0 ls2 ws0">Spółkę <span class="_ _2"> </span>do <span class="_ _5"> </span>handlu <span class="_ _2"> </span>biomasą<span class="_ _0"></span> <span class="_ _2"> </span>przed <span class="_ _2"> </span>os<span class="_ _0"></span>tatnim <span class="_ _2"> </span>punkt<span class="_ _0"></span>em <span class="_ _2"> </span>styku <span class="_ _2"> </span>(<span class="_ _0"></span>zakres <span class="_ _2"> </span>4001) <span class="_ _5"> </span>oraz <span class="_ _2"> </span>do <span class="_ _5"> </span>szacowania <span class="_ _2"> </span>emi<span class="_ _0"></span>sji </div><div class="t m0 x4 h4 y43 ff3 fs1 fc0 sc0 ls5 ws0">gazów cieplarnianych (GHG) na podstawie wart<span class="_ _0"></span>ości domyślnych (zakres 7001).<span class="ls0"> </span></div></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y2 ff3 fs1 fc0 sc0 ls1 ws0">Drugi <span class="_ _e"> </span>c<span class="_ _0"></span>ertyfikat, <span class="_ _6"> </span>przyznany <span class="_ _6"> </span>przez <span class="_ _6"> </span>Q&amp;R <span class="_ _e"> </span>Polska <span class="_ _6"> </span>Sp. <span class="_ _e"> </span>z<span class="_ _0"></span> <span class="_ _e"> </span>o.o. <span class="_ _6"> </span>w <span class="_ _e"> </span>sy<span class="_ _0"></span>stemie <span class="_ _e"> </span>SNS,<span class="_ _0"></span> <span class="_ _e"> </span>potwier<span class="_ _0"></span>dza <span class="_ _e"> </span>wdroż<span class="_ _0"></span>enie <span class="ls0"> </span></div><div class="t m0 x4 h4 y44 ff3 fs1 fc0 sc0 ls8 ws0">i <span class="_ _5"> </span>stosowanie <span class="_ _5"> </span>przez <span class="_ _5"> </span><span class="ls2">ECB <span class="_ _9"> </span>S.A.<span class="ls0"> <span class="_ _9"> </span><span class="ls4">systemu <span class="_ _5"> </span>opartego <span class="_ _9"> </span>na <span class="_ _9"> </span>zasadach <span class="_ _5"> </span>należytej <span class="_ _9"> </span>staranności <span class="_ _9"> </span>dla <span class="_ _9"> </span>dostawców </span></span></span></div><div class="t m0 x4 h4 y45 ff3 fs1 fc0 sc0 ls5 ws0">biomasy przeznaczonej na cele energetyczne.<span class="_ _0"></span><span class="ls0"> </span></div><div class="t m0 x4 h3 y46 ff2 fs1 fc1 sc0 ls6 ws0">Wyniki F<span class="_ _0"></span>inansowe<span class="_ _0"></span><span class="ls0"> </span></div><div class="t m0 x4 h4 y47 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y48 ff3 fs1 fc0 sc0 ls6 ws0">W <span class="_ _1"></span>2<span class="_ _0"></span>024 <span class="_ _2"> </span>roku <span class="_ _2"> </span>Spół<span class="_ _0"></span>ka <span class="_ _2"> </span>odnotowa<span class="_ _0"></span>ła <span class="_ _2"> </span>najle<span class="_ _0"></span>psze <span class="_ _2"> </span>wynik<span class="_ _0"></span>i <span class="_ _2"> </span>finans<span class="_ _0"></span>ów <span class="_ _2"> </span>zarówno <span class="_ _2"> </span>na <span class="_ _2"> </span>poz<span class="_ _0"></span>iomie <span class="_ _2"> </span>jed<span class="_ _0"></span>nostkowy<span class="_ _0"></span>m <span class="_ _2"> </span>jak<span class="ls0"> </span></div><div class="t m0 x4 h4 y49 ff3 fs1 fc0 sc0 ls8 ws0">i skonsolidow<span class="_ _4"></span>anym<span class="ls0"> <span class="ls5">od wielu lat.</span> </span></div><div class="t m0 x4 h4 y4a ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y4b ff2 fs1 fc0 sc0 ls5 ws0">Jednostkowe wyniki finansowe <span class="ls0"> </span></div><div class="t m0 x4 h4 y4c ff3 fs1 fc0 sc0 ls6 ws0">W <span class="_ _0"></span>przy<span class="_ _0"></span>padku <span class="_ _13"></span>wyników <span class="_ _13"></span>j<span class="ls5">ednostkowy<span class="ls4">ch <span class="_ _0"></span>p<span class="ls3">rzychody <span class="_ _0"></span>ze <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>netto <span class="_ _0"></span></span></span>produktów, <span class="_ _0"></span>t<span class="_ _0"></span>owarów <span class="_ _0"></span>i <span class="_ _0"></span>materiałów </span></div><div class="t m0 x4 h4 y4d ff3 fs1 fc0 sc0 ls1 ws0">wyniosły <span class="_ _5"> </span>około <span class="_ _5"> </span>86,2 <span class="_ _5"> </span>mln <span class="_ _2"> </span>zł,<span class="_ _0"></span> <span class="_ _2"> </span>wobec <span class="_ _5"> </span>64,4 <span class="_ _5"> </span>mln <span class="_ _5"> </span>zł <span class="_ _2"> </span>w <span class="_ _5"> </span>2023 <span class="_ _5"> </span>roku,<span class="ls0"> <span class="_ _5"> </span>z<span class="ls4">ysk <span class="_ _2"> </span>z <span class="_ _5"> </span>działalności <span class="_ _5"> </span>operacyjnej <span class="_ _2"> </span>(EBIT) </span></span></div><div class="t m0 x4 h4 y4e ff3 fs1 fc0 sc0 ls5 ws0">osiągnął <span class="_ _5"> </span>poziom <span class="_ _5"> </span>około <span class="_ _5"> </span>16,2 <span class="_ _5"> </span>mln <span class="_ _5"> </span>zł<span class="_ _0"></span>, <span class="_ _5"> </span>wobec <span class="_ _5"> </span>10,6 <span class="_ _5"> </span>mln <span class="_ _5"> </span>zł <span class="_ _5"> </span>rok <span class="_ _5"> </span>wcześniej<span class="_ _0"></span>,<span class="ls0"> <span class="_ _2"> </span><span class="ls4">zaś <span class="_ _5"> </span>zysk <span class="_ _5"> </span>net<span class="_ _0"></span>to <span class="_ _5"> </span>wyniósł <span class="_ _5"> </span>około</span> </span></div><div class="t m0 x4 h4 y4f ff3 fs1 fc0 sc0 ls5 ws0">9,1 mln zł, wobec 8,3 mln zł<span class="_ _0"></span> w 2023 roku.<span class="ls0"> </span></div><div class="t m0 x4 h4 y50 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y51 ff3 fs1 fc0 sc0 ls2 ws0">Powyższe <span class="_ _4"></span>pokazuje, <span class="_ _4"></span>że <span class="_ _f"></span>EC <span class="_ _4"></span>BĘDZIN <span class="_ _4"></span>S.A. <span class="_ _4"></span>w <span class="_ _f"></span>2024 <span class="_ _4"></span>roku <span class="_ _4"></span>utrzymała <span class="_ _4"></span>stabilny <span class="_ _4"></span>rozwój, <span class="_ _4"></span>zwiększaj<span class="_ _0"></span>ąc <span class="_ _f"></span>pr<span class="_ _0"></span>zychody </div><div class="t m0 x4 h4 y52 ff3 fs1 fc0 sc0 ls8 ws0">i <span class="_ _13"></span>poprawiając <span class="_ _13"></span>wyniki <span class="_ _13"></span>operacyjne. <span class="_ _0"></span>Osiągnięty <span class="_ _13"></span>poziom <span class="_ _13"></span>zysku <span class="_ _13"></span>netto <span class="_ _13"></span>potwierdza <span class="_ _13"></span>skuteczność <span class="_ _0"></span>zarządzania </div><div class="t m0 x4 h4 y53 ff3 fs1 fc0 sc0 ls5 ws0">oraz zdolność Spółki do generowania war<span class="_ _0"></span>tości dla akcjonarius<span class="ls4">zy.<span class="ls0"> </span></span></div><div class="t m0 x4 h3 y54 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y55 ff2 fs1 fc0 sc0 ls2 ws0">Skonsolidowane wyniki f<span class="_ _0"></span>inansowe za <span class="lsc">rok <span class="ls5">2024<span class="ls0"> </span></span></span></div><div class="t m0 x4 h4 y56 ff5 fs1 fc0 sc0 ls0 ws0">§<span class="ff3"> <span class="_ _14"> </span><span class="ls2">Przychody <span class="_ _5"> </span>ze <span class="_ _5"> </span>sprzedaży <span class="_ _5"> </span>netto <span class="_ _5"> </span>pro<span class="_ _0"></span>duktów, <span class="_ _5"> </span>towarów <span class="_ _5"> </span>i <span class="_ _5"> </span>materia<span class="_ _0"></span>łów <span class="_ _5"> </span>wyniosły <span class="_ _5"> </span>około <span class="_ _5"> </span>105,2 <span class="_ _5"> </span>mln<span class="_ _0"></span> <span class="_ _2"> </span>zł<span class="_ _0"></span>, </span></span></div><div class="t m0 x6 h4 y57 ff3 fs1 fc0 sc0 ls1 ws0">wobec <span class="ls5">244,1 mln zł<span class="ls0"> </span></span>w 2023 <span class="_ _0"></span>roku,<span class="ls0"> </span></div><div class="t m0 x4 h4 y58 ff5 fs1 fc0 sc0 ls0 ws0">§<span class="ff3"> <span class="_ _14"> </span><span class="ls9">Zysk <span class="_ _9"> </span>z <span class="_ _9"> </span>działalności <span class="_ _9"> </span>o<span class="_ _0"></span>peracyjnej <span class="_ _9"> </span>(EBIT) <span class="_ _9"> </span><span class="ls1">wy<span class="_ _0"></span>niósł <span class="_ _9"> </span>około <span class="_ _9"> </span>61,<span class="_ _0"></span>3 <span class="_ _9"> </span>mln <span class="_ _9"> </span>zł, <span class="_ _9"> </span>wobec <span class="_ _9"> </span>s<span class="_ _0"></span>traty <span class="_ _9"> </span>w <span class="_ _9"> </span>wysokoś<span class="_ _0"></span>ci</span></span> </span></div><div class="t m0 x6 h4 y59 ff3 fs1 fc0 sc0 ls5 ws0">198,3 mln zł w 2023 roku,<span class="ls0"> </span></div><div class="t m0 x4 h4 y5a ff5 fs1 fc0 sc0 ls0 ws0">§<span class="ff3"> <span class="_ _14"> </span><span class="ls2">Skonsolidowany <span class="_ _c"> </span>zysk <span class="_ _c"> </span>netto <span class="_ _c"> </span>osi<span class="_ _0"></span>ągnął <span class="_ _c"> </span>około <span class="_ _c"> </span>639,3 <span class="_ _c"> </span>mln <span class="_ _c"> </span>zł, <span class="_ _c"> </span>wobec <span class="_ _c"> </span>strat<span class="_ _0"></span>y <span class="_ _c"> </span>netto <span class="_ _c"> </span>w <span class="_ _c"> </span>wysokości</span> </span></div><div class="t m0 x6 h4 y5b ff3 fs1 fc0 sc0 ls5 ws0">198,9 mln zł rok wc<span class="ls4">ześniej.<span class="ls0"> </span></span></div><div class="t m0 x4 h4 y5c ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5d ff3 fs1 fc0 sc0 lsa ws0">Głównym <span class="_ _5"> </span>czynnik<span class="_ _0"></span>iem <span class="_ _5"> </span>wpływający<span class="_ _0"></span>m <span class="_ _2"> </span>n<span class="_ _0"></span>a <span class="_ _5"> </span>wskazane <span class="_ _5"> </span>powyżej<span class="_ _0"></span> <span class="_ _2"> </span>sk<span class="_ _0"></span>onsolidowa<span class="_ _0"></span>ny <span class="_ _5"> </span>zysk <span class="_ _5"> </span>netto <span class="_ _5"> </span><span class="ls0"> <span class="_ _5"> </span><span class="ls1">w <span class="_ _5"> </span>wysokości </span></span></div><div class="t m0 x4 h4 y5e ff3 fs1 fc0 sc0 ls5 ws0">639,3  mln  zł <span class="_ _6"> </span>za  rok  2024  była <span class="_ _6"> </span>transakcja  sprzedaży  wszystkich  udziałów<span class="ls0"> <span class="_ _6"> </span><span class="ls1">w  spółce  EC  BĘDZIN </span></span></div><div class="t m0 x4 h4 y5f ff3 fs1 fc0 sc0 ls6 ws0">Wytwarza<span class="_ _0"></span>nie sp.<span class="_ _0"></span> z o.<span class="_ _0"></span>o., o <span class="_ _0"></span>czym Spó<span class="_ _0"></span>łka in<span class="_ _0"></span>formował<span class="_ _0"></span>a w ra<span class="_ _0"></span>portach<span class="_ _0"></span> bieżąc<span class="_ _0"></span>ych nr<span class="_ _0"></span> 8/2024 <span class="_ _0"></span>oraz 4<span class="_ _0"></span>1/2024.<span class="_ _0"></span><span class="ls0"> </span></div><div class="t m0 x4 h4 y60 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y61 ff3 fs1 fc0 sc0 ls2 ws0">Skutkiem <span class="_ _0"></span>t<span class="_ _0"></span>ej <span class="_ _0"></span>tr<span class="_ _0"></span>ansakcji <span class="_ _13"></span>była <span class="_ _0"></span>ko<span class="_ _0"></span>nieczność <span class="_ _13"></span>wyłączenia <span class="_ _13"></span>z <span class="_ _0"></span>aktywów <span class="_ _13"></span>i <span class="_ _13"></span>pasywów <span class="_ _0"></span>da<span class="_ _0"></span>nych <span class="_ _0"></span>dotycz<span class="_ _0"></span>ących <span class="_ _0"></span>spół<span class="_ _0"></span>ki </div><div class="t m0 x4 h4 y62 ff3 fs1 fc0 sc0 ls4 ws0">zależnej EC BĘDZIN Wytwarzanie w związku z utratą kontroli w dni<span class="_ _0"></span>u 30 stycznia 2024 r.<span class="ls0"> </span></div><div class="t m0 x4 h4 y63 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y64 ff3 fs1 fc0 sc0 ls2 ws0">Powyższa <span class="_ _12"> </span>operacja <span class="_ _12"> </span>miała <span class="_ _12"> </span>charakter <span class="_ _12"> </span>księgowy <span class="_ _12"> </span>i <span class="_ _7"> </span>n<span class="_ _0"></span>ie <span class="_ _12"> </span>wiązała <span class="_ _12"> </span>się <span class="_ _12"> </span>z <span class="_ _7"> </span>gener<span class="_ _0"></span>owaniem <span class="_ _12"> </span>przepływów </div><div class="t m0 x4 h4 y65 ff3 fs1 fc0 sc0 ls5 ws0">pieniężnych.<span class="ls0"> </span></div><div class="t m0 x4 h4 y66 ff3 fs1 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y67 ff2 fs1 fc1 sc0 ls2 ws0">Podsumowanie i perspektywa<span class="ls0"> </span></div><div class="t m0 x4 h4 y39 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y68 ff3 fs1 fc0 sc0 ls1 ws0">Rok <span class="_ _13"></span>2024 <span class="_ _13"></span>był <span class="_ _13"></span>rok<span class="_ _0"></span>iem <span class="_ _13"></span>przełomowym. <span class="_ _13"></span>Z<span class="_ _0"></span>realizowaliś<span class="_ _0"></span>my <span class="_ _13"></span>wszystkie <span class="_ _13"></span>c<span class="_ _0"></span>ele <span class="_ _13"></span>przedstawi<span class="_ _0"></span>one <span class="_ _13"></span>podczas <span class="_ _13"></span>Walnego </div><div class="t m0 x4 h4 y69 ff3 fs1 fc0 sc0 ls9 ws0">Zgromadzenia <span class="_ _12"> </span>w <span class="_ _12"> </span>czerwcu <span class="_ _12"> </span>2024 <span class="_ _12"> </span>roku: <span class="_ _12"> </span>zakończyliśmy <span class="_ _12"> </span><span class="ls5">proces <span class="_ _12"> </span>zmiany <span class="_ _12"> </span>struktury <span class="_ _12"> </span>GK <span class="_ _12"> </span>ECB <span class="_ _12"> </span>S.A.<span class="ls7">, </span></span></div><div class="t m0 x4 h4 y6a ff3 fs1 fc0 sc0 ls4 ws0">zwiększyliśmy <span class="_ _1"></span>zyski, <span class="_ _13"></span>spłaciliśmy <span class="_ _1"></span>zobowiązania<span class="ls7">, <span class="_ _1"></span><span class="ls5">opracowaliśmy <span class="_ _13"></span>i <span class="_ _1"></span><span class="ls1">wdrożyliśmy <span class="_ _1"></span>nową <span class="_ _1"></span>strategię<span class="ls0"> <span class="_ _1"></span><span class="ls3">rozwoju</span></span></span></span>, </span></div><div class="t m0 x4 h4 y6b ff3 fs1 fc0 sc0 ls5 ws0">przeprowadziliśmy rebranding i <span class="_ _0"></span>rozpoczęliśmy budowę nowych kompetencji inwestycyj<span class="_ _0"></span>nych.<span class="ls0"> </span></div><div class="t m0 x4 h4 y6c ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6d ff3 fs1 fc0 sc0 lsa ws0">Grupa <span class="_ _6"> </span>EC <span class="_ _e"> </span>BĘDZI<span class="_ _0"></span>N <span class="_ _e"> </span>S.<span class="_ _0"></span>A. <span class="_ _6"> </span>jest <span class="_ _6"> </span>dziś <span class="_ _6"> </span>organizacją<span class="_ _0"></span> <span class="_ _e"> </span>st<span class="_ _0"></span>abilną, <span class="_ _6"> </span>nowoczes<span class="_ _0"></span>ną <span class="_ _e"> </span>i<span class="_ _0"></span> <span class="_ _e"> </span>pr<span class="_ _0"></span>zygotowaną  na <span class="_ _e"> </span>wyzwania </div><div class="t m0 x4 h4 y6e ff3 fs1 fc0 sc0 ls5 ws0">nadchodzącej dekady.<span class="ls0"> </span></div><div class="t m0 x4 h4 y6f ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y70 ff2 fs1 fc1 sc0 ls2 ws0">Podziękowania<span class="ls0"> </span></div><div class="t m0 x4 h4 y71 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y72 ff3 fs1 fc0 sc0 ls1 ws0">Chcielibyśmy <span class="_ _3"> </span>serdecznie <span class="_ _c"> </span>po<span class="_ _0"></span>dziękować <span class="_ _c"> </span>wszys<span class="_ _0"></span>tkim <span class="_ _c"> </span>naszym <span class="_ _c"> </span>Akc<span class="_ _0"></span>jonariuszom <span class="_ _c"> </span>z<span class="_ _0"></span>a <span class="_ _c"> </span>okazane <span class="_ _c"> </span>wspar<span class="_ _0"></span>cie, </div><div class="t m0 x4 h4 y73 ff3 fs1 fc0 sc0 ls4 ws0">cierpliwość <span class="_ _1"></span>i <span class="_ _1"></span>zaufanie, <span class="_ _1"></span>które <span class="_ _1"></span>umożliwiły <span class="_ _1"></span>realizację <span class="_ _1"></span>naj<span class="_ _0"></span>bardziej <span class="_ _1"></span>ambitnych <span class="_ _1"></span>planów <span class="_ _1"></span>w <span class="_ _1"></span><span class="ls5">najnowszej <span class="_ _1"></span>historii </span></div><div class="t m0 x4 h4 y74 ff3 fs1 fc0 sc0 ls2 ws0">Spółki.<span class="ls0"> </span></div></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y2 ff3 fs1 fc0 sc0 ls2 ws0">Szczególne <span class="_ _7"> </span>podziękowani<span class="_ _0"></span>a <span class="_ _8"> </span>ki<span class="_ _0"></span>erujemy <span class="_ _7"> </span><span class="ls7">także <span class="_ _8"> </span><span class="ls5">do <span class="_ _7"> </span>wszystkich <span class="_ _7"> </span>Pracowników <span class="_ _7"> </span>GK<span class="ls0"> <span class="_ _7"> </span></span></span></span>ECB <span class="_ _8"> </span>S.A.<span class="_ _0"></span><span class="ls0"> <span class="_ _8"> </span><span class="ls4">za <span class="_ _7"> </span>ich </span></span></div><div class="t m0 x4 h4 y3 ff3 fs1 fc0 sc0 ls5 ws0">profesjonalizm, <span class="_ _b"> </span>zaangażowanie <span class="_ _a"> </span>i <span class="_ _b"> </span>gotowość <span class="_ _b"> </span>do <span class="_ _b"> </span>wdrażani<span class="_ _0"></span>a <span class="_ _b"> </span>zmian.<span class="ls0"> <span class="_ _b"> </span><span class="ls1">Dzisiaj<span class="_ _0"></span> <span class="_ _b"> </span>to <span class="_ _b"> </span>ten<span class="_ _0"></span> <span class="_ _b"> </span>zespół <span class="_ _a"> </span>jest </span></span></div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls5 ws0">najcenniejszym <span class="_ _0"></span>aktywem <span class="_ _0"></span>Spółki<span class="_ _0"></span>.<span class="ls0"> <span class="_ _0"></span><span class="ls1">Dziękujemy <span class="_ _13"></span>także <span class="_ _0"></span>na<span class="_ _0"></span>szym <span class="_ _0"></span>Partner<span class="_ _0"></span>om <span class="_ _0"></span>biznesowym <span class="_ _13"></span>i <span class="_ _0"></span>inst<span class="_ _0"></span>ytucjonalnym </span></span></div><div class="t m0 x4 h4 y5 ff3 fs1 fc0 sc0 ls4 ws0">za wspólne budowanie wartości <span class="lsa">GK ECB S.<span class="_ _0"></span>A<span class="ls0">. </span></span></div><div class="t m0 x4 h4 y6 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y7 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y8 ff3 fs1 fc0 sc0 ls9 ws0">Z wyrazami szacunku:<span class="ls0"> </span></div><div class="t m0 x4 h4 y9 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 ya ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 yb ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 yc ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 yd ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 ye ff4 fs1 fc0 sc0 ls5 ws0">________________________________________<span class="ff3 ls0"> </span></div><div class="t m0 x4 h4 yf ff3 fs1 fc0 sc0 lsb ws0">Marcin Cho<span class="_ _0"></span>dkowski <span class="ls0">– <span class="ls2">Prezes <span class="_ _0"></span>Zarządu</span> </span></div><div class="t m0 x4 h4 y10 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y11 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y12 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y13 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y14 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y15 ff4 fs1 fc0 sc0 ls5 ws0">________________________________________<span class="ls0"> </span></div><div class="t m0 x4 h4 y16 ff3 fs1 fc0 sc0 ls2 ws0">Krystian Ortyl<span class="_ _0"></span> <span class="ls0">– <span class="ls6">Wiceprez<span class="_ _0"></span>es Zarz<span class="_ _0"></span>ądu ds.<span class="_ _0"></span> Rozwoj<span class="_ _0"></span>u</span> </span></div><div class="t m0 x4 h4 y17 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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